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);} 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);} 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);} 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);} 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nfl0qSrh47HdpRpPrqq7S/m0qJ+359syu0uKZrN6YNbzZhnba9QNusugEbopZDMVuFlOjQt918rYrjeNwFORyT27Syo2rZZ0KBlEoni8s5O5S6aOzqxBI/MKpWPMGsRyd7TnusiiWK/4g/ZN35oZeWimtfDwD//slLttS75v31ibwAk8xSoD8w9k9319W/zlZwcPDgR33Nd/pM8rCAwjCPcXh2PDD/RPHh2PDWfv61QCkQAn+hy+gD8SkFvmHtt21dNaTA7PDgwiH51DPvoVfQw0gz5wEfvoQrEILeGcSaOcSauciTr+raOeq8BPNcWlOnFghnCUYi+qXhy/oh68hEXjgcuS6wxTNAow+mJ8XBkWJ/PodJGewjwsIkd48jD9jhmm68iXlEvGvDieqPFlYyqN554vo8mYqEWEtiePMIZmYCZqEbqBtwUSj6yJNyu53ThsyV91HHiupI4NDyc4p+Kqq3cyrBzy+kJOrmlidLRp/ze2N73mys5roYI2lBg8tbmw0OWD1x+5/NSwFO9JPoiITlGI6HQ3J3AUhQ6r/5nsjohbzrzxyNCTB/uczQPtd87Nbu89cBLH7v0I4xD5FhKoX2CEF+tBZe0KDl40foDRBZjLCD6QMCUwYUZ1wpS+hAk/Gm/iCYkKYdVsaTu0+64HNYttNBitQGJZHidvtSHby7xttK2lAplFfgqroVrVDzBdMpC+inFGwa8JQd/1smFAxhYuleXxNvJWGRu5gI3w2AqSxilDGnVtvLc4MoY2MhulkQwRNOvrnVhI73v+UGf/sXM71JnBTi/PEE6bI9E713P8dFgr9ebni6rAWljyB5JPsvliAad2cumRp39yYpPob/TaZa8zEQw3hS+9tv3MghpVI5wcQMzdi1B9kT4M4iiH/FhXl2BxE7QqeawpeQtCLS+K+IBwzGNy5i/D2wCAtIF52oQ6bUKdNnUmbUKdxgS2yOFhaz6hUPZmTD3vOBIoask+RU+Coq4jnnyxlmVMFhv81Sy1iV48c7nsHbfjuctlfbK3qIsFml2TW4zlRo1od3vWWUzG4xuTThf5IivV17nqndzIuZ0H/mp7U/v+b+2ZPqOxdUHMYf6VzV8bLCLGIgb3h/u04YSvRtjjU/NTZxb3P3z5qZGhzYSVtWHBtrGrQ4ir+09pg08eQtzd3IbQLSF0zyHtVkEW3NTRbU7nirkjOVLG0S6HEGSyHG4REWQtGN0WDHuLruKIM7cvDKovqwRO5RewGmQpk+qUyWj9t1UfDRmnMN7hcMvPH6eeo4grFHybghRVn74WH/fe3Gs/aifs/M16nc4lU8GPfaUm3e3vqwa1se6qugMaqZafl7+q24inryEFsXtvloFdtBMO0l7P3yzXG5zGcq3rdknVtYSJhDcw2PXHPCdciZzuC5Y8l/Ctnm8YPjqjHRxLC6yVIQmStebmj2lHXv1KT++xlw58+Tt7W18h/+J4365CI0EQifDEo/Mpl9/F2n1Om+wQrD6vXDhROfHwj54YGnzobxbkJ7+dmjzUBdbWDPTpE0QcouQPWPi/sANgJYmtfUY8Qz8KesHXsU/Ou0UsIbp0KKZSKzWFVkwJV0xCK8gr5zPNscra25pTlOBkzFLNjfjj1cxoaFIcBViO24sIUfVqx8eGSnTgukmTcpZqGT2ZiVfL5rNerL7tRXWD+uoMdRmYMZGItK7FKP3Vsp6OIUU8Q9Ecw7oakkosG7K/xVl52ul4i0MK7A3J3GlRxIp6OjJ6eDwyEBU4knbIHjvNW3lvx0zPflbyy9HQH26h4orCFRbpCkVlv8SWdv/lfNLmEGQFlUqg885fk2fJX4AC2AL2QLfOYJezdQSrwQiHYBkJiTKcHOkoVtY+xTAVTR1A4wcX8a0iO41ONZvDCSenFcqRITtYFrNW1DG9otnQSWsHqyhsRyuF/aBlsSMW8L9YCIlo2kJzTLOiMebIsGT3+K+F2Rsu195u8sPe0ebQwHvd4zvfC00DoyAp6vVI9V0jJaodK9gBnnwafVRUT3jy4oqK/tTaAXsmodsVxn9dFlyu2RtlbLyX/LCMzXcPvFfuHg/tfK+M/oXXqE2KRmEi/mw9cyJPud1G3ownGCTebo+ngVxPpMhjXah4yeb0oyFL4XY3zMbXi5UCIWfjiYSdNH+RZ2XHE5H69tLjW7oOKE5Pf+7W5qNbU9k/f+XY4XP7W8RwW6gt3R4LRrO7nphMjgShKEl37hwqZUbSnkM720bTntk9Mx+Gkl7+qa9OHCoo5MORYHR7esujsy0BtzPVEEkRFiLct2NT4ehcW0zbkQ0Xujt8vsmWvr3xWGlg6sS2Vp4L3/l415dC3WNNOx4Ido2u7u4pEpyvNdnk6t8cyBQA0ren1z6DM3QauFAP8Spmx6ViZDpyJEK6zTrTbYaP/lvWR931bpMnbjOs3JeJY6AeleN/ovw2oxHV2J9etAQ1NDNYgYVlnzimJ5F3q6qpYWb+0NVr0YcfulA2nkLR9jN1Y6JYzwwyTrvYP8gxsMA5Qz4UQWytlpFbNvWo+Otbj5WnWKNgYWGmpzmZR1+kKucQFgVUA7rAjIGEZ9pzxEMCU1GAuSZgrgnU1gTQmpYt4rC+EHMV+O2X9Evore/5zl98z/XXu1tPGW9FvoQyUDuo6NHrcIron8v4UMzCZhm/HfKHbPpDNt9WNt9WNt9W1gvVBiuuBaw4R1lxfFpxfWDFecuK7l8CGl5fg4iKHc3SOt7si475JvVlFXFkQhSDG2tUFed4oKrKYqs+xVreMMdrTPqcw/TaiJW+gIYrlzNy/EsIFR0Nb2osUzg1WAOJcdZ73AGRnXxh6v6Tk+F1rAjH1O7B6MLc6jfuOhcpKUnyVu743HTfA2f3AgNF4lW9B3sGo7h8tBPGHSZEDhMiR82hDhNDB8bMCTREe6BJ6IBTPvBbKjCm8ep43OEKjbkwOs68jg6uJ39bw0VZVPUHLeW7T3qNRz+fL+6Fh16xM8SrBMNznCcQdfkynT2Rz6MR6+/JB2zhaECgSEjudzdIPM9zdanJrtU3vojHmdxgwkFyFgtvVxAmM2tV4pcIkzEo6swS0hPFiemJ0xOvT9D9JgT9Jkb9Jr36cckum79Fc7TiEV7TgtH2aLugYHYpmFgKJpuCmapgsil/Dz8BAGUMC25oBQ1dF3ACiSN7ReF1gRBS73dZbkn3SXuloxLZJXVJ7t7f9Ct0ctx9w2iVEHpVKY+yQUmsiriQR3phUtKJL2/QDi3WlXq/LFlulYEkSiGJtBsWk72/Kes2afeNWg+F5qq6WVwFbfAOVat3sKKjbpX5E5sgDPHLjt1PbslsH8q4LRRjZa1qcb67ebBdSWj3zc1oieTWk1ujoz1JF0uSJGth+MbcWLpZS7qatK1zs1oC2ofKiCUeX100KPtFVgkpzkguFs82BRvVwnxv576xFsHpEgWHW5R8Iuv2ueVIpj7R2RRqbO7dhhkeXvsf4jD1d6AHnNUZngRSpNX0WqvpzVbTm61m0d9qMr8VE13w2FqrkdGAreoZbUM1+iKrQ15dwdTuMKv6lat6w4RMV8voWY/msVXLnlEWTzhfZg04Vb+4Ugt86t7Vzx/XSO5anUkc5sRQMuUZPqgFHnM4ac7Gfa0mj9dxw+90XO8a8UTr6ziap6mdgUbRzjOxiYe2EHaj/HmXRU9RvIBO9ALpjqW0h7fwtN2LMPo27pXIH69raRApqDWB+ZrAfE1wuLfUa/eEqLeZ8PZFI/KDJoJBE0E0fqprBT7BEAZr4hE0IwJlrtsaL7eOJay0bwx1lfTdhgmLQK1fWiew0TDx5gR7VO+X7rZJeM69uqS7Tb5er+e67vZLL7LOgMsTkJip53XRZOuM0tKTHs0UTg6hPgmJiZNf19Ljc1t6v3R2P9FYE4zV/5veszm2MEc8UruCawZAXoL/Sp9AedINenUcbRbNdZr+D5qgHxfdqIT+d/9KCab9enFmc9BHaEIk0S3NjUtmP7qL4gxHGRY5t5thWTuJd4dyXSxsYERPo7c+Yie4C5xNUurcfivJPkvPWe0cxdok/kOLwJKMRbRewqx/Ye138EHwAbCCpL6nABikKBeRgxieRFivoBLyp3h7j9dIjKN/xdiMulstPJgu9Kbw9/BIOjWEvtjqEFwmUkQfcICQHkuAtVYpkEZxgJe0TFmrZbzTtd4pGdbw5iCRckp3djvRB/6As/E0vJ1oCMbjDYzkR3ZfQ9h9j/aAFBR03KLRBhgNwGg9jCgw6odRH4x7YdwDk06YlKAzhGI0o9fYDmJqbwaCEK47kmb0Js3oTprcTJrcTJqUTFYISbM3ePEkrxUfrRKu3tAUNL6zhGxK5g7MhutXsAk0fqTxaMZLEpRkZwUWlyJbkyjJs8beaXtxdUVXX/xZwS2S3iqpb2LpVYEKS+sfZUnWItjChTIywWAbtU1W1DmZDtE3Ws32MiyxDGPU2V0xY+PKJenbKN9jLKhJ38UKVobhbRy0f4YbIpKx8rCZEpxeJ2Izc5Oz8/QgFlFW9MtOv8ST//YdC2Vr8EheUWB+QlKoGUZ96u+/yUv+/wd+CsOsAAAAAQAAAAY64bGwr7pfDzz1ABkIAAAAAAC763zMAAAAANdJd0/7+v2ACewINgAAAAkAAgAAAAAAAHicY2BkYGBL+5fGwMC14BcQcr5hAIogA8k1AKLqB2sAeJzt2j1oE2Ecx/Hf89yTqzgUxUlwCTUgTgoWFyepqAi+LIIvLVWxUwuK1FkEBykpCEKpDiWbYMksbgUnCzpVcRPEgmA2FcGh3hnS5uLd5ZpeekO/Hziu9zz/t2vDhYa4Qa0z79UzN6IbvWdvP29Ui3Hr/sf49Z3A+6E9m81xTjVvWVOxe7dVi9R/0LxunRPnuKiae6jJtBjzPb1GsL83ac9+js/1/aDvk/S6vfAaHb+HCzobG3dFB9qvXVULec+SxFvR9c3muGOa927qalqMb5r7Qex4pN8fjbafk9i7qvjPVNm1oop7qcp67xMbP6f2v58tLk5nj7CWa2ysDRxSxXuj4f/yOu61k/mgR916BzHzW4kJ/zbd8nth30bremVdiosr1aPrtq5y+7VbVdlNR9fihDGlfSoPnFPZ/9Q9PowJ7v1pt7h+sIsasV81ac//O5+xr3TaLOmgndPhcN/c2niPNGPN55tdjT7nzK8g/4hOmi8ast/Sn4GR3peDYzqvOylW8LqWeVf0FADQZJ+b3Yl742ok7pU015+JOvrc06nw2I5eWXnDmil6hnZ2WUNZ4tyg6pnqVbU/S5y3oGqmejnPZ35nq5d77k8dzTMOQHHckibyquX56Z8XhOw1zbopzebVEwAAAACws/F/JgAAAACgxT4uegIASUxfvuUOAAAAAAAAbI29o+N97zGhsd4y117kOwkAAAAAAAAAAAAAAC1rr4ueACjSX7ewXUwAAAB4nO3BOwqCAAAAULOy39QRGto7QXSODuI1WoOWDhE0B+HS4llaWhOcBC2RpLD3XhDUsm/p3V/Yu1YN4/6iZJof7LKH4uHqs6NN5eT90bzwVP94nZ8sS56bnG6/9qgdeWvw8Y9nF1VVVVVVVVVVVVVVffUJ8OJHRAAAAQAAGyoAoQAQAHgABAACABAALwCHAAASNiTrAAIAAXic7VndbhvHFR7bsuU4kREUSKoALTAt2lhKWcpx0CS1r2iKEplQpLCkpPgqWO4OybGXu4v9EcNcFEVv+hgtehf0pk/Qh2jeoBd9hKLoVb9zZna5pCTDCZCgAQRb5JmZM+fnO39LrBDi1zd/LoS4hT9x8036ZPqGuM8rom+K+xt/s/Qt8YuNv1t6o8JzW2xv/NPSdyr7m+J847+Wviveu/07S78m5OYfLH3v5p9L/tfF6eZfLP2GeG/zP5beun/nbmHnffEJeG6wreLG3bd3LH1DbP74oaVvis3t31v6ltje/qOlNyo8t8Ub23+y9J3K/qZ4sv1XS98Vb729Z+nXxJvb/7L0vRvHJf/r4lfb/7b0G+Ktd35m6a3NW+98aOn74pfguSVubLwG4350O7a0wdnQBmdDG5wNvVHhMTgb+k5l3+BsaIOzoQ3OhjY4G9rgbGiDs6G37m/L31ra4PyVkOKReCjeFx+DOhJaeCIRkUjxNxYZ9pqgEhHzp4sdDSoUdZw0RIB/UjjYm4gpzlJeKXwrcJ/j0wfnlmiDGmFHiTk4+pCmIGMoFkxJ0YXkBeTmrDEANWFLJP4i8Cxwt9AhS5sfig9AvVuuPhI11u9CQgxeCb0u9JAMT7ywvJ9gNcUuneawLy39GWJfsw/BlfaMGQcpnmI9wgntuozCqo9GTmQ9lawlx6nH/hboznE34Z0cXD6jJrE/5b0j0YFNhI7meyHj+oTvK+ZQYgadhLLPn9JaVPBK3k85phq2FNFb+kHnGazQuJkChSZ7o9kTXfrh4m+GG8ZC44/LOqSNtYZEkuqCj2QtsJqDyjgOKfwbgQ7YpoSxIH81PicWKSM1Y5+MzpA98tjSkLWkHKcOR2WMHcrHnBFMWa6ysdDsk8Ei5axIIdW1+UoRi+1+oWUGOQHjE1srQ+zMWKuRmTJSSwtIY8y+mNoosDW2B5w1lAlTm7lk1Qy8LvRnvAo51kVeG8yMFhPH0PoVMbYj5lxaXPWIUPuC7xmvX2Bd59qtRvMBS5uxhAXjkNsqreJdZF9oM5n8N3FJOBuKHFUca8rcuPTG2DixPClWX1rpGbwwETovo+RyjlAFzFb8KjqPB0tc1u9Z/XXuLhOOFZ1c7FePL3h9ajOnyPwPIeUROsfVmZ6xTp8zkbS8KGOwrMyLfXJi8zouuSlzTcRD8CvOne+n39677rg/mI7bhSWe2OEq27XnUhxyVkRsWYZ/1K8eiz388xlbujm7kD11m3N7oBecQxPOIorNArsubDcYF1KNzIBtIAvGbK3pc0bWZTmacp7H7LtBobhHUX3GOkynWTDSBpmsjHbBXfQFz/ZuqvIaY0B8sc2Kap+OGdfQ9gcjRdm1a3uy4o6i2UNj3YjtKKK8HrHM3jD5k1zYGZc+1F6pE5ip4DOmmZ0+pj6N3lqpZ90D00XnjJPH9XQZZnPrqeZKC7imTOVfxJ7umMmyA/7dlQy+XLqx4dtiW60PM92lnc8ZR85bmZPrHiyn4rpdTyo5QJ4YX8zTQtErk/LJw+fZG3Ifca/01OSeu5JVph9E9tN4Zeic68X0J5/nmLa9xcghzoC7/9U5arp4aCOzlF5UiK48VUy532mLM3X1Le6XyvpQPGEUKK9mdY0j4zLti+L5ar3PrVfCzlpfUNyn5/xEoTn6FFUXe4TQBBzF2Z6V+fla79y11bvsFsungcKabzKdXnEayJ+syegWMuRPy2x+jj0TpyJrzNNJYKfIMrtfNuGKrLx6ylHkjsvKSSvPIibeJguU1WU6dmjjXmOfEzt9iucK81w0sXEu8tjkVWyfd4yGiJ+7XfazyBRXLKf8ej/7DmJRIuSy74Sbtr3et7Xq2WftkG2tzkzNT+Mp56a18erYgh6sznlEe7eCkV/5hVCth1eWJ5a/agruy7tbba27Fdiv3w74V4Fe87uwa/kMtqya5SQqYlgTxa8z+hVWrFUlQ2L+/RVwvk0rE9ZYPWJblJ1UeRnLai8xMdyzEU+5SoLShqKuV3Pp1VGtTnjjZXXSrOb0Eok54zj7lnEspkHOvy4NMqpigc+fpHOJy3NweJXZkb2kH5vO77MHxcR7vNLFzdPYOdOXPXWHPCOKKVP9fVbMict6yuqtlHuFidXI+n35zHWviGhSep9yloYs3VTRxV++3zYDivnWFi0+7YsDrM4wLR3e6WBPoos6ODnFah+7+9h5AI6BPX/AkTrjOdQG3wnPOCPDwWcP62fc4w6E5DWtPgV/D7Lobkt8xjpakDZgTodlH2G3i++W5aMbTeycYE30IXdBo6+HW+Y3RMfORGPpEPuy9HDVqg5rLCw7wsqB/LY9bUB2h+WR/aT/gOleaeeBtbTBGJFkktmERV1e0e4Jvo/BN2D9DfbZWNtjHw5wbnxpsQWkuW59NXyEz6k9oRiRfV38W3rVYAzabM0Svya+j2E5yT/E6ZAnRB8399nTAaPXspiRt11eLb0ykWqyN4QqYbAP+gh/hyV2Dn8aW5yKtFXszvh8yWX8a9jPJiPX55WJRpNXQ44VndZsLB32Y13rGWdii7ka7PGgzJADzl5jfZGdRke/YonRR7Gt2lJktXxJjRgpxfmJjfRFXAj1BmNCdg1KzVdJRm1+JR89fP9jeaS9JEqjcSabURJHiZvpKKzLRhBIR0+mWSodlarkXPn1rbYaJWou+7EKh4tYya67iPJMBtFEe9KL4kVCNyRJfviBfJe+PqpJxw3iqWy7oRd5L7D7STQNZTv3U9IznOpUBlU54yiRT/Uo0J4bSKsRPBGUyjTKE09JMnfuJkrmoa8SmU2VPOoMZVd7KkzVE5kqJdVspHxf+TIwu9JXqZfomNxjHb7KXB2k9aYb6FGiSYcrZxEEQo8bppCS6LEcuzMdLORcZ1OZ5qMsUDKJoFeHExgF1kzNcDP0AUASqiSty04mx8rN8kSlMlHwQmfQ4aU1mc5c4Oq5MWi6MsuDTMcQGeYzlYAzVRkLSGWcRIgGWQvpQRDN5RTgSj2LXS+TOpQZYQ3LcAU+htAVjeVIT1iwUZSpLzJc1i9UXVo3H6Ry5oYL6eUIqbGb4AsBcuLCl0SnhKhyZzKPSQ0kTrCT6i/BnkVw6JxcciUCMDO6KHm8qZvAMJXUHTXJAzcp8+pxofox5cNvTgERheDD+qMPVqDPEtdXMzd5QX5wSMvMnADxmLa9CO6HWqX1bu7tuOkuoigPkyjKplkWp4/39vzIS+uz4mYdF/ayRRxNEjeeLvbcEfKMWMEZ5J6bjqMQgINrqSzN4zjQSBw6q8tnUQ7EFjJHCmWUrLRNQHgIbaZq0tdpjAQ2AY0TjVMPLArfLsKokpnOMogbLdirIh0BFfImSgpiTBpqF31HHvi5l9UoHc9xt0Z3CgWIz3yqvWnFsjmU6tALcuT+0vooRKbs6F1TFhV2SHiZtaaKkOuIe5ol2jMJWSjgPCxkPWEEdjS0oCaolSRUOX40D4PI9VfRcw1UyCy4g/ARkWcxuoCvyE3imaogXkUUfQm5a9gpIJrrZKpHOqP+tDWEyeOIqoVMtlDX5MhNYWsUlp2iCMKOzQUV1uf6hY6Vr916lEz2aLUHzs9tT9lFeDktuAZIzOVN8LLm9Q/L0SWOrwnm5xF8ImhQSwEaG8O92iYJypVGubV1TMFJuXjgNyBQuIXEBjJ+TY4TND0qERTiBD4TxsAKEcV1GY3Q7EICxeVGXeTZq3tBBrlpGnnapfxAnaFlhZlr+qkOgMwOSVzxVg5sp/56ly3yuRuaOFzKx32WtivpVrPpRtYXx4FGnhrdJCsxkwoauIjIwxr1cj2mb8WAxDkcSqdcsBA9yql4U9q0WQIP9+B4qqhFR7E2HfVKU03BQ6UpGos0GzGfRrOX+EhlkCchjFEswI/QQ9mW58rLigRb5jGS39dceI9NiqONnavKwA2jjErGNHNty9hkij1KpzQPRmqlct2KowmpTzMkk0aIysnzMgCo3totOegfDM8aTkt2BvLY6Z929lv78kFjgPWDmjzrDNv9k6EEh9PoDZ/J/oFs9J7JTzu9/ZpsfXbstAYD2Xdk5+i422lhr9Nrdk/2O71D+RT3en3M9Q4qEUKHfUkKrahOa0DCjlpOs41l42mn2xk+q8mDzrBHMg8gtCGPG86w0zzpNhx5fOIc9wctqN+H2F6nd+BAS+uo1Rti5PawJ1unWMhBu9HtsqrGCax32L5m//iZ0zlsD2W7391vYfNpC5Y1nnZbRhWcanYbnaOa3G8cNQ5bfKsPKQ6zWevO2i3egr4G/jeHnX6P3Gj2e0MHyxq8dIbl1bPOoFWTDaczIEAOnD7EE5y40WchuNdrGSkEtVyJCFhofTJoLW3ZbzW6kDWgy1Xm+tb1a4Hr1wLfANvr1wLf3WuB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);} 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);} 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);} 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b+fiC4iflSc7F5B4lNtElRfLi7ZSYbGECjM/J5AXX8hqDXw5my1p7fY2X0Xwtqd+V8VDyDDGfFWe5GCU2Soexl3OlkmHEoYd2S1sLBJNdimd3R0RjLXDbqG5IIM683QspnQUB2l1ucmiUO+GvQdGa0+5MhkXSt748N6iMzvU0nXp6nRtydu7Y2z29Kqpbs/6xMi1kz94t3/bqiQ6uOKqqcEWRyjF3pUKtW66fSK/aaTXJnRNXU+jwniXvzYT69+w9ErftoFQrdffM0VRiNp99k1WMgSpEvVZWJc5P9Wf1VHM6iji838Bivj8a0Axq6OY/TbdQVkoNypQESqJWmfVafYkaqG6qDaUP8pvocpLLyzCNypocMkvncaIHY24F1BhrhpRkwuodb6qTnexC6hlrtrFty2g/GwV98TAnc7CN9DVbiFs7eocpDFFjQAb/ByLWjCEQRrQAuqyEm0w2Su7Do3e8U8PTkx/5od39l6zY43PZGBYk2iyFDcc2LDlgct7uvZ+4pKJg5OdVk4wMidkt81iz6R8m7701ue/+P7TlzrCLT6L6rXZ/SqfKqRW3/d3hw99686hZCFpVIIURRMuP4i5bKNC1F8QJgfKEaQCP1Xgp2rHSKk2DJPqxhipJ4GflFdD1Ksj6tV56dV56dUR9Z6kFYrHiEqzlknfAkoeNWhcrCP4Qp13M76jFgyjNF+1TBrgztmqQeebRjX6HKpxTcR6cMuX33yi9mtCq8RXXvv85LHOfV+77+mjh792Q4l+9CvvfXlKI9DWv37tkauP3TP2vjJ45O8wU/DMmcN45q3UUzDvo96UzpOUPquUPquUPquUPqvUAq1UeF4Nq2E8Oe8CMlXMR5LoVBI9n0TJpNGD5zFrnkzh01FjQ/ZmDtyAp10gGkzWZRDYkyQDiFXMOCeDe5s9BAbzpBEGmK0al8Vu184ZnUD0BYIXiyjnNZnDrGA2LX0KgKGvNJlNBgM+1Ixo1oT1Gsvj9noamcwCO2Lz2UwaSCabz27zKabaNbzsV21emau1mxQfSNbXz77LbMJ4pai7CV6cquOl6nipOl6qjpeq46VivI6ZA1QwwOEZzamqx7iA0nPRSQ8YB6KXMDCnlVITKirceqyK743CzfNVcjc2AUT9NCjRPGddjBqoMJvw/LkaXhgOz5G0KyZ72OuO2k0YkTXk6mnVjye7lpN9DtWn8Eu/4MycwYAP7FMARgDP+5Kzv2ZvNYSpMvWKJh9+v9UN8uEG+XCD/nYLErTwXN3ADTP1nRQKpyqpy1JMyqqjZNVRsurax6prH6uOknWBLs4XOlEnFgNhPhotFQZPIoEyUALKzJam7Vi3HC1sATZhDaRooOm6/IWZmdMNZQ7oRWGM41UYxDCIm3NVQ0lYQJn5amm6ACPNVgtbNFqdzirNiJ6jh7p7FKAZ6CmCswIaf1lzseytrEnipN6dd++49ms3l1ff/tUrBg511V5QFJbHFvRzotMm2Pou3XN5+2f+66+3zHx18RNjd12x2iuwO9WAakrmk+s/9u19h0/dMxwIoNuicbwAJpPst9VUbzIQdUszX3/z4UfffWa3N5bxRnUGshuxR1Og/hNWYr7cjmKSDq+kwyvpJJR0Eko6vBIsjN8VF2HlRFg5EVZOhJUTQbOJYENdVMWBDW9FhYOsoHGqgj+nXAtnT83hD+B8HH/mapnCxrG1Yj0loeclJJ3r62BRXywjbFVfgCXRSb0s8jO+uZYpSetfpSQs9dJ5Pg4R9HJd0gmnm+mtmQcHvlZvshtN9ojbG7abluZwywMUN9mjbk/EbqInCOlxy4sXC3NbMtGDS39fb7M/rbeW3qWN9baONtqG0XZQuwHtE2XXBtfTLobSAad0wCkdcEoHnNIBp57Ful84e+oExk2Qpwg4GJRlhT9HLuIZnzPR+pTQtvpEeEfE5Wl+/OVHxk/Jnf01+g/8lGnqkObjUv+Dxwvgx1PQRMASm+JPoiKlYlOVP2rQLT1WSo3H9c3FplR+ARXnqqrBTcy6oW7Wl2XHqEsGseFNc/kP//C+KX9PPipyBprB1tvkieVD0bawrE1S5dGaiSM72nmrIkmKx+YMKJzVZlXyk0PMX8KMQc4o3Watw7P1amvyDcqhzdahz9ahz9ahz9ahz9aB2T9P8dYpxwLK6kYJFc4sz846ZYSPGubmXDPTYByo1XXYdPBLp12ZOsPQ8+Aor7P7VB4bkafqi/PeF3nFr/HImMV2Y4B6iehP+bLB/YO0ua3NVSgIebfbu/AnOhMgwcF4uyQJIMMCyLAAMiyADAsgwwIsKvaeKx5Y4Xj3pOh2mQvu9rwxlJ4Mba6LaNmGI4gODEDdB8ZxhNxoKaUVhY4OiE9mfBX7RcdwLw9yDnljCMIPHIig2DnmiEQiqANiEgKkMWuyhzyuiGqiax2M6AjYHUG7SNdGEJZVjzuscq2+D4Xb4m4e3WJA94neUNJzndWnSssycNV7D3MCx7DY62Or7z3SuP5ES1zypn3vb2WeCLZ4RF4NOHTNeYdBoVZQTxCvOGW12nXYydmqn83k/CbAbtdhtxPYg0I+XwTYi24rHPCNRVmCFr6lCLfIVLB3SshbU6wHbDVwjGAEMF+AcqEDQg3LeR3ceo86phqUyWQq5nQ6LgJokHF1JJv4yd5hdnjNPd5ULOaofSg85Kdp2qSG3O6QzdTqnQqkQgEF9QW6i+1uhD0fNeRxhm2mEbvfZhIDxRT9aunP+td+Zuz93zacgK+lo4IrE1r6x869l80UNvzNBvrbODbEzhMWR5rae3aRfc0QwWojRX1eiwLtgJEdqGkHx9kOjrPdrcHYUeHDVBt1BEeQQR38oM75oO4UBHWnIKiDHzyJQxKB8mAXwDodA9k1bDnXgZ5pyPBRq4eYeOu0IUZE2bDlXAd62XJr/nNTvMG+Nvapnz380Iv3D489/LOHH3zhgdXHUpf8xf79f7Erk9zx2RsOPLozTX/m8+8f3bX1id8//si7T+/a8uXffvX6b92/ftPHT151w6n7JzY9+E0STWAf8XtY1v1UhvoC8RLjRn2qRn2qRl28jbp4G/WpGoFELiUAAAYAwIAsmdF4AKLiAPaNZiklAa6M0Sjh6YlzjkmpyX3UKNbsVxvh7mNVfLsD7p+vkg7ne5Cx891Gtim0YL5XueVvb/0Ur0Y8oOdavMjRMnH1deOZY/1bZ1q/8Ln1V62JM5/a/dj1A7V8QwAxZThX+dLbtm64ptOy9E56ZC9hypDhzzFTUlQ/9W3NixQitjTMNQ1zTQNZ0kCWNJAljedbEaiwv81/xM/4izqERR3Cos6Wos6Wog4hlsOOeVtEMOeACK7pBNsDlDEDZV44A1CVlnnT8BhLGK153MkFvSp8FfersGZzD+GQmXBIfsF7BnCDsN+gA5YyNkexevBvQOcRC89akIz27TfeM9j+mb11gt3/rw+uVTODLaPXr03bTbWvn8+1G1whxRgp7xgItm554u3HH30HCPebz08+fM/+3MCqqFWN0a9e/837108/8OyHbvjOxzH7vqWzjxUx+7qpYepbBOWgnFd6TBiaHkC5hzCqB1DvAZh7MF4nMpCXyZQVwBa3FB1jRaepotNU0TFWME1n/XkZB23H91dQpeJagdl1LDLp0o0LifUWG0A35VkA6Nl8Bboeq+KOEeh5vKp3BeXXyK3UTUqKyTMXcNTpCjJ6rsWlOp2oM5lKJuvRsGi0x4PeiF1kb3HkBjf1H6yzF0fHavuQd93B9anYyktL4c5c2n6jxVRbGt7oKXd88ivDe1eGsHnBvgaPFXt759ZybOknDVbjaMjAmHu37Fs1dNWGPrslO7C+vfa/4wHm3vGrXZyxNh7p34jtzMjZRWYv5vkoSmv+ydDZ1+atMhof0uEc0mEe0q3MkA7r0ALdWskWK6odjRcr2CeLF+NFyeeGvj4w8j5ZhgPu4oOl8z1Lt4Oln/MRl+7UnEc/27XzcSs471L+JEpRPTiESlZEJdyDeiqihMbxWp6qCNDqUXoU5wCEmkM+Q2baiSVA17B4uRYViNWz2Rl5UQYVs+zN27QPllVvT34BpWarCg6ykieqZNQMDHuiSsY1wMANhYx7Z/Whl1Uze47r2NlwJc9PDxmZvatu+eLM0L6t/S4Ru4UmS8fGA2O9M6vixamrr//QVEf/1Z/clN06MaAaWZoxipxYGJ7p697Y6S1OX3P9NdMd6NpL/tfeojMcdSdCzoCNi6ZjwZ6NHT3r+9s7Bjcd2DB555ac1RNSRcWt2vwq748FAm0rE93rB4odK6YPgBdqxVr+R1jOotQREhm4KxADK4D7PLjaf7LKB3dNOXvqGMiZ0QZJgYCu1Ys4VHiLwPsPWfk0YDxrDNhIJiBQ1+PF5TTAcpxUV0nEVf0RyXI8XI8kcEvPgjD3kBwIif7f+8sGy/eYFL+qBmwmLfL/Grbvt2FvO0sd03T2ZTkUBu0RBm0SBlqGwfcMAyPDED8qzfEjZjHl1KFw6lA4dSicOhROHQrns7QM0RJEmQLQk8dDCMkpecq3zEkSVOr6O5ttCqWOwY2QNlsmWbnZ6i978PbzYxP2ttVHFm669pk7hrXciGpqnb5pdN1Nk1mCWgSHJj+7+RtHVg7edvwWJlZH6v3f7Lhve651211bGVdzzBjFGvhDGLE4dZ+GWByUbzqOvHBOelHahZJm1OpBrW7kWdCVA2mAanbXr0CjYoNLHrfHnUyEptwGmxZD2kplxYY08YHZUzMzaGZmJjuT9Z1o3OYm94EiJQ45C15kd3eTG150Oo0cfYK1eFIBZ8StSBxT225CtnTUH7HxLDqI0NWMCavSUNzMmIKQ/0esAUdu7CzZITCZhfe+w5bhOuwQwNxX4DjnVTz3AepjxMdODiBsmP9QWQWKJoEJbYJGuoASMrmSQFE3NDJR5A5DI9eOcm0oF0e5GOqZapmKtYlMc2IBe8ZlvNr4CzZO9H++ivX8e+tu9PL8ISBh6q3zkTgXE8PdrOzPBENZv4WtvUW/y1i8mXCk1W9lal8zIiUZDsVVjkYxhOwMb08E/RE7z6AMjQKMUY0FgjEZGZIWBXxkxcL88P1Cvc3+jcsLwFnE906zfaIVglqr+N532X4Btw0WrwtjGCT+o51qoQ78z6N5CYuPi2R8TlUkSAElpnxG25RRZw1q1tgnGp81qIKWtcgyRti+ujq6u3vUBmdGtbDXYao9JBqsqUgw4RQNc56il3a1e+YZUY164xnZIKK3aw1xQa/QP4XZs5xZqH2868b+0oEedLNg4WDeTuy5XIrtZpn5PtVBVajfE8kJW1eGVhZWMiLv6pTwTDtB23SCoumUQUI6F9DbFQuVSlkpJFGgj6g+3ab26ZFcnw5OX12q+hZoU8WuuP6B6pQ76f5TnYjqRJ2d+aGWBYR59HwURaNs4I382IqXpQmWKtQz1yTdOHNg50w97Did3TlT0rPYRezW7MQ0NIsu1On6hyqMFyUDOqtUFDlZPGY+8EY1PyateLkK47oLTflskn2cIS4POJQ4nOtqciw7unR/Ur/CEp3FabbQCRlKpiz7fd6Qpf+TkyMHJ3ODN37l6sPO9vWlFbtH2yUTjtU438otV3bu/sim5JceGL58ZWj7xqF9K9yShAMDaUd5TWLNlUPj+8cSazo3dvkCsYBJ9lg9AW8soLZuvmPTaVeunFkzvXL47FltjQy300lEUxRlRIvXgc/5CL76ouEAZuwK6jis3DGspoVIt07Qbp2w3fpawM9kLboX0B8qPkcWfP5sGHajYG2zYF2yMtmkooUKTzmE7q4Ia2hbQIbjyTHfGnm8hJtHDRPEHuDlcZUa8fXyesz4Tmj9ktAR+/RaVwP0xRZiQrMQeA1cpSYzkXJcaC80BVEPFznF6SSB0Ysdez8xkx1dsyZlsvkcOIA2cmrY7cHRdHrd2rXpPfdvTT/l6NxSCQ9WVqeGD68a3NbjQb+86eQ9a5RkX+Z6LBdYFiSTodekJbdMS7/I9Mbk9Xc/c9Pquy5fYWtZWaw9Mr11YO8h0Kw7MMZh5jmqi/pHElP6iaenqYVXdXXw2jyogYts4fz63K2bs29oWzq0WDEXLMji+WWoIpjXhuILiJ5Xx5hftYMXw5vXtrcuIONRfgJygdlFcmgk3E/rQWZFCnl+WdUGUGGEE1V1rJ35VRUGOQaD8DDKbJWf0HKFJOF+8U1Ao+bkGZu3AJkwbeA8A+u2FXZ/5oquoQOPbM9ODne5eSNtM1tTA5v7brkzUpkZKG0pZyXIBv2V4lHMnkTAVjk0d9O937m9X/ZG3RbVbUuFIunIiae23r0tG8/GTCp4NztqnyKorqe+Dqh+kzKhh6kYFUKfrJjdZOc9mYxzXVQFsFJS5d4NvXTbWGWM7h3rHVuNYxf6eOuY//vKhtULiJmNmTBSHYugMhRttx/ritPFUqmD/Cif+bn8c0BMtfaGemlqTB6jJYaM1ApDVcRq65ji/35V2WCC8eaqMKC73JEFXUGGwNpC0xMWA+dyOh0NvxnSQd1dOApK/Wl4lnf2ex2qv3NtLlrOKRxjth4OxyWhcOVHhv9UiFMxri/X700OZJy8YJJs1pDD5zOnnB9SD3333v8eeKwzLsN8fsxwHZWkStQ3ibYPlfuR6CuBji+BR1mCaKcEeqAEaqF0Er2DdU5BY3tBJ3lBJ3lB1/sFneQFUB2CGlkjllI+1tICQu8ewwaDnbNMGMbBvSaKo3zeLqymOSpCvaMbes5X3WMW6DtfJZ3B8SaK45zMZ7POxvFpQ38wODBtygb0MI9xit/u8NtMI49csvfjW9PFPZ/cteHuCmcPgfbgn1j1Z8NlrCuw7hiKrKisSXnqquKWiS0Tdx/dc+PJe0ZWr6LFeoZuaTXWEnsOV4bvugJrjVXtGN0ZjO4j2JZmqU7qDYJuS6G73L2vm1FBz6ph2KpUI60QS7YCuloJBrGqWFrfOTac/VKWhmKBY6CHO1ldybC6LiE/i+SsmVUW8I5EWr93hP0ES59i0fMsYll/4eXkmPuNyyz7LbSFf8NPFMlM816wpq5fyWpKhdRhkAWIsq3fq95MxkgWXsa62+J+o0pZZAttZSx+/o2qX9MmZJcI+s1ocaQxFmniuuNcDUM7Ut1kLTjmkZRnaTa4Zv9k5fLRgsSJRoZmOLF7y4HKvidv6Bs48Pjeaz59We4J5rZbVlw6GKVpOhVZd+uWvMPr4Cwem1m1SqLHrQ7evnD7jd/48Orhg5/bpt71cH78ih4KW0mCPrGSQcxYDi1SH6Eudv03qOMi143obRJhJs6+S99nuBX70h+BFZx1yqDqiYr36RbVV7ekPt3U+nT64zDondm2lsTC2ecrNtjDSwiL3SPe5GLb2vC4vJbkaIqQQc2e7nhL0+YdUMdRUbqFxSq+sy25WNXvJUmZYvmC7VGHhrCxOTcT07dKO+rbo/R9OGIwco5gxpfoDFueM4m8wWZ9zoQtpTusmu6UZbB8d8bWXjcWWxmXcCRhVV0WAy/y7o7Jvj2c4lXj4fd/BUEHVHwwjnBc9SrczM4/35IxWyXVR1EM1YW1+EeZf6QGsR7fhZyE7w5bbgR0x4gJwzISllU0PtJRxrEIwFTWtQY+v3ocPipzG3CzYrba0PgGH2ttYzo4DjguE0xPVcy4kevgfD6uI8fCOlQ6YSG2wa/YFpZxt20tiYqIzwlrG4eV+k+l6dccjst6mdcH1raEV/6kd+ySn4Q36IUQZW3z+iXNdcl2nIEFcGH9DgGdgi/KZ7L4f7Z+gJVJkXGlsZ9WJYdj+rUqDD7AvF6F4XtX/qTaOxa+5CdV/Cv0Somy5lbK3214OHil6iYjmTJio+B06Vm0uoz0YNezs5scNSUWKUJqreFqQjUTNjEWRv+J+ahq/XDMX5w5sr5nr8/mGur+1ar9U/nOa584cN0je1rlSHu4vVBMhOKdl354PDMSQrKi1GpXzLSNFFxXXNK+tuCa3jX5ejjj5u+5ed0Vgz7mxlgovrWw/tbp1oDTlg/G8rRAR1Zs7x/cv7k9UdneGRns7fB4xltXXJZMzKycuH1TjjdFam9delW4dzS9/cpQz9qlnX1l2uTJZdKOoVWBtkGQpEdwRPU49k+L2g7FfLkTtSwXZugi1FSxoVdwYOfUFdQ2x8k2OdkhJypShM8EbV882OKRsX9zIjcWX+MZJ6aFJEAbO6eaS1rSNr09ObgZe6ON28k+Gl6vc3eAidnmLrLhrcVkDuZxk01zNt350bbBw8P4R7JpVvdBRz4xuuPQeMRTlxzaOrFzOL5t89L99SvNjue60RVXfnQ32OV7z76LJg0FykFFqCe1Pe/Yhti+GOPUI6pzsjYqOb96XnZHy+acpA9QfsrxQZuxOuwODOVxIQQ1gaEFNDjvkUcJhi8tZnXroFtmrUDKAzcdq2p3Yei+m73ozrkKrg9wGZMYDZ6Pjdra35eF7wY6zD31HWbU1teSKeFvij77Yu1T6HKMRZxqo54m+YwNRaj+JO4zPv8GZpSom0AoC4WpJRbo/bNZidLvawrTtRk34nWsoyuCx0MV8zD7PJ7YXDo0asd+xlED0RQYA6Wjox5vajgACvO4TzpPgMAdDNADRzSa5H8XuixvUegpVee5Ca9z4JkMVi4fCefcPIsYjueMMVekELTUNTRg1ZLt72+xXn5oU9YkmBWbGUqiDPbc2lHmby6ETZe3w1jeOqk5ooulcjfKtKP2ig1N4KjgeQJDu+5StANOEjkTl6L9JJ2iopSko/XBtSxYBL3OXI4C8DRRdEZFQ3rUv0apiyHZ7MHBBo7TiZUrvlpnEnYxxOa73frtzfsO6CLip2eLsNnjEHI6mcMmNer1xdxWY+2e82mGNplsnqjbE3XwZmvtWXS9WSSbCwxn5tFvauYLBfH9f0E3C2aewa4IL7nl2rO1hOLQEUWDGFEHNdmoQ9lH6lAungpa5hr6w7wgryF46ETS6k7WaJO+eN3JBRLjufBZtacyPI+9zI0oSNbZZ4PyL1IjmST5vRRJ7u2fQmsurIfT9kCa6ubeaGjdYNAJ+8DBolbVQOobSGkDUb4ClpsTGyGzvHHwwrJEbdgLyhdPoj9g9S/jOHTdWBw0sHlobHBNrnc0N+5pYkvztnJJ37VSSvUSGNDhFDR8R9eBGp+vrhsbIqNZqucOV6eTvvX83yn2D9L0Dj37phPO8Lym8FWTvXU4Xzq4GgTUFVE5Z+uqfOnGhv432vwuZ0Dmxh8c7d0+3CbnJteNxLfePBpatgSx0nmW4MIrzD3YUWMYXjTdsnmDtzCUbh9uUbGJGK9bU7zqRWqBrLpVW3U46Ib1/JX9gIpISP4ERVmu21dSkNZUi4b+cEI3scRmCrmxFk98tL5c4EUtVyfJ56yQ76hmZsVqUx+truyPrse58H+woW0A/dmJP2JozwETg3gZ2FnI5/wMowh1E88RHP3lDErbUEaB3YGkhJImlORQC0ksX6RW4tWL1kpAGBYsCEhoKsIIn1uE8SwtwK7hCSs1sR8vp2cBoVnrWGwB0XpKDXI8OqyFRmnFTP1Lq7FA81XrGNRY0I1c2p9SY8H8rO/g396w78vXd5cOfv0gPvc85Ru8ZsPo1cMRX/maDWuvGQ6jX1z/jfvWrbxj/gZ8HsPnw6N37Sl17rprYuyu3aXOnXeRjGPtYeZFjB5kHI/WM46RbkHnmqBzTajrQUHHRyBOnUNLNpK0I9ld1fKOF802jsobPjDb+N8nG3HPP5ZsvAjtPjjZ+NDO9PBQJd7EP7vDZ+My4xOTuT0fg2RjB0k2rkkN375qcHuPF71+8zfvHpGjnbHaYF1rs69jGjIMJuRtLYMZx/g9T9+0+sOXD6iZVe21R6e3DVx+GHIzGN3HdHRPaJodwxsSsyCmWUGqJ2qJOs5CXqaF6tCI2PSWxhv6Wxr1tzfqb2kIFcGRGBVXZEOsnAd8vGO9kJeRJ8DruXhepp6Wqffz5klaxjsm95K0DOl7Tlpmed9P2/OpM9LV9cF5GR4kPWTnMmNrR1MAaXHvJ3el16weaTHZ/A67X+EuyM3U5uvIojOZUsxaz88oif7MdXWoa/9XS9Boad1V7bpFp58kux1kl3B+fxdKWnXaLpdD6/S16ry2An1tTVurwGPKi1mdqPDZsaTVER51jFO6KSOuT3Y5+jiaJTcK1eU73bqVOi+2v5g+JMQ00k/SRt5kcgXiDk9bV1/sfG2YGOorBcyReEBiGcTscQYVnudN9vx4z9IzF+rDu7uHU1bGJAi8xYcxmTy7SP8AYzKKZM1vLKwrr9uw7s51T68zNBVP/F4vmiBEG4I0uHpeUQUppkAvV0JaBQWpnQDa6gUUkCABzeh7Fv2elEoK4EJKFVHfOEvi8crS0xIt5V/pEX6lbFQuU/YrjFYo8W9QzTDmfE1TCI0SCb1AYga2pZsKJJpil0qiJ/9KVRF+VaUUWQkrjIXRiyT+jVRIjBmcr9VVRaM8AvJb/z8VEvQPOnbetb5t6+o2p8BCBUS2vKW3ZbjoS1U2bp6spDJTh6bia/syDo7B3qZg5KPdo4WWSsaRrkxtnq6kkGV1FbPE5bHHQyp2931hny3WnUh2pkPR7OCWga7do62SzSFLVqeseGTO6XGqsTZ/qisdjrYMbAKGR87+H/o69m+pPuqjhOEZSonl9FXL6auZ01czp6uJnM78HBBdcplzi7G1AfOia207REWcZp7OALU79HztmdNkEwIPvVjF97oqLvNi1bWWaydBEaebJq98pm742Ytnqs7NZznrGUT6OpMczuRday6vBO6w2qBu4s/qTvEvYWvNZv1lz4gr7rebDLyBvSQQlS28MbHu4HraoqWqXqoXS76kJbNqwswuXuANFjfG6GHIgjPfbPhSIexBiSngawr4moKKgRRRsymZuLfoneOa5Id0BEM6gvj8B6IroDFHXrnTlUdIl4gQxJu8mhtNiQbPKHZbDcupcFACdY3bILCmc3m9gyVOVO5yAhz6XCz/fV6hRXfPcib8Mc4WcLgCinHiM8Rp4uxakOkqrG0bPLSas4ewMrHxDV/qls3rB6766B46WlcYS7/bsGtVYttm+qb6Fb3igjmEUWxFZm3HPHYWW3kIPUKk3iARQkGtEUROHQ2HfrYvByTkbGvUuJ19s9IDBXLYH1NQSkZpA4qm8YUVURSPogg0yxEUj6AwuRpG8TBKWdHNERSBtCuvONZGwliTRKCOg8fkjkDWHX6C9YrA+BLuGEmPRkTvqDi+vEOfhbdBZ4jPldX+Q3WH/p4oVDxkfceoCJIN5BeJ+Bc1xtB28rNYbehKg2uUYzfZQNWlbeYHaeYQohm6doY1e9PBYNpjYWs/YA1QF+wKxFSerbHMe7SgRnyuoMIxX2B5QeLe/yqUfLAmi8BslWw8g8N/Gh/4Ja8k0f/JSyaGNomwLhm8LuvwuhSoL2nr0o6VqwK7M8DrPDC6P4/cGInjsKfvRi6du876JSfiAacWiGmhzwCFemOoW0RiGMKGMAQLYntbZjQmKoFRpREaaPUxhUZtDMCmIZfFgX/z7fobtYTJTnv9HdrlV2ibyiAa9Q+IWWVSU6FgzCGyP/4RKzqi/kBCQTxy1942ITUVDsTsAnvmeVZQQr5AwkbztXdaLapkwHE9h66ofQ6fGIOkWtAJ9KRFNbOMUeBqR9EGI1Szi3ZrbSf2wijmBPoXw+045ndSA0Q7mKmKeKf87zItHzE411Lln3nPzKCCl6SHzVZ5H/6AwR9VnJC09+JPdRo03g1OLde9oO9xrOhx2r2qhTtmoi0xvzvilE2159jrRVkwMpwkvM4rZg4vs1jbQ138eYSK407DvxtowxH5wucx7DPg58EfXfA8dRy5OsocChplV9Ttj1lo0zGTWfHZnV6R4R4wbMZUYzmzwr+OiYdhksUT+rPQT+BniVBRaifZHXFEwgtoz7wzIkYo3KhYhXAkooPlM0Th6Yr48UrIU/C6X/m5rSTDAZ7UGmlA5zNUotqzFsnDEme9/pA9eqGQaxlOhGxGSfGovoBgkr5ssDhCToffbjZ8WTTxQa/DIwvcXbUqu1sQMaBmh/UXJt7IQJLtF1aHGU9H4udrfwWS0lL7GTpIvUr5qACZjejyU/ILAOScWMFtN1Qf68pWgy1P96h1eUYHjRaX8lGDWfWoiktA7L2iO+71xF3ig6HOfM7zA07AjijU4KhHfGHZaJTDGMOTZ99GDzCfJhFokdQUUPYF+tAJIRjD8bIVI3amfAYMLRjY43CtYiXg4MsXCfWU835GD/CedCicdvO8Ox0OpT38+T8z4XCrTxR9reFoDs65pXREuxCJ5LAu8eYwMp/FT3k9RkakMtozGqGyFQooeQYLO37A7N8BTHyFGScPp5XRLKc3ry8MDuTh+7qRQn41/iZ4Mzehg4ZbMd4+He8RPJYO90h9HPQ/RNuQDHUUcu4fcJiq5P159U5v2GY02sLwO1ejeTpPr6CsVJj4QxQnLrIUFO7DL55nxcUq1AU19jG1GUANJ523KbWdNvyF/spk5g3onVQwlEwGjYoXj3tv7Un0W8P9VExbxYqDAcXKgIPLkGJvxhES76XKBbyWWuHXLPzsLhfgNxmxy2NbpnSeIftAGtXR/9k1s+sSA7IEPDavKjHdU73+UGmqA/Gy3+nyy7Rhz3O17S/9qLbjnyRFNNBGk+HKH/74lQMHXv7Jv1zFGo0grzDz2/ET/hI/YYRapdkBm2Z7bbo3COdj8KQ2UrYskphGe+JsUX9kuKA/MqxKXSi7bV2ddCqp2zWnDf3S3zvZzUiq1+YNmJHh0p07d7K07Hc5/IqJvuom2nPglR//8EqDyUgbREX6PnryRy+hJ5/jQeUZjeyZ2gb8vH9JP8ZsNXwE260egqglmA6lCi7OKhsFMSZShQIOMsnLO+d94CafEJVr5IzGVEp1AhN7cHwE9ek9PSl45G6Xi0kCNzmmp9uJsec4ZtSCFUtAetHPhPP5MON/QQq6XMjy1lsW5HIFpRfq11+UAi4XbXmLedIYS6Vt/Odq71plvNTGz/G2dCpmvPYaLpZK2fhHkUHGX7X3HsXXkzHuGliH+5krUclwE9bgGusNcp31hop8DuuJIDP1JA6Kcla3zeaxcC7BEXG5Iw4eMfc1At9/JkltHqpfaWot9mi/R94HyiKRoOc5L6mVqCe1chBrJaz0xGU51JSugtyvHbxfO7z2Yoc/C2E/SecoigprQUJYp01YzzGEdRcYn18DzYD9sPACnavwArxqVKEY8vc8eKgSETYINEW8M/LiHP7dFKmDh4ZACblW3wISZq3T8N5M/TWj5Upb7EDIP59pzjdCYJdtyoxBd/L2EQzwx94+YpvSDyzzvcJ1z3z49ievzLZVnzlyCJ+fsfiyAxNtm69Z4QwOXbG2d/MKrDvpj33690d3b/3q248//DY5f333ozdv7vFs/Pg3q5/8pyN98VU7b7gX1vopbCO/YHBReSSRVYjHgygeQHE/ivlQ3IviHpR0o6QLZcjq2MCfaiM73bAgbYgC8KmMHpdldMgzetSR0SHP6A5bBl5csgTd0MktwlFUIEWpvUTywhweU9Hr1Zqun9JfKsGLg3s8riBFtS2g8lxsKiMvIE57R7NYXjpD4mr4OgOFCvWaeMCe0lxjfQHm1EoMRjhWxUMYYYz6y5xFHAPWDWhsuUBewVKq7Xb3JPREu0Lc4i8YBTO3dCkniUYjbzYhy7tQlsAYRR61sJLNbcNxivENk4U3DEN4zMle1eZVeObHnxZYc9CluGXJ+B2GZRHLicb3HuSJpr4Br8ljWDYGqe9r/lOmG2WDKBNAySCqAPguAL+CnCANTqK8nWHiD9O54x0J/I8q6StSepa+kxI1CEWoRxAhe670lsLhEmZh/niH05iflksLKF3HUctVFMimGOSFzjT+DANBkpSQ+05oQ+RhjApf1UYxwjDLUGrZiULTdlkdUQgrzitXNTbejOLI+wiPGXgrv9RlcVg5RrBK7229umTzd23sJMWq2DFmaYPJ3b/92v6dD8zknSP37TtDd5isomEMXsTg5KDTjjWjGQmXPnTrnmx2oi8aTUdNtqDD6pQtjnjM3XXp7asHDz349A0v8TbyNxuuwhrpIYz6NjSiWZ8dGGg/AL0DtZswlO2gdtoJ2u2AdvsC3VUR1k8n16934/itAvFbEt+ShPitgq8mK4zFZ5LrWSTS0xcmZTeaOPjweh0jAQupygTtYtFpb9ElyQLLreLFs/TDBmY/VGuPF/oREQtdPCoCXOxX+hVn9wISK8LodOtvw2HDKLykIzZe0iksluTGezrZLIkgX2i8pkPKSmAbC7u89f0/HARJ1n4kMmTsUTK4uTodbv1tlQwP7+qITe/qFLLL6ahz3vTubspFae+qakmV+pWL0cARZJiHBm/82rVDB7b1WU1GxmLmu6b3Da+8fDianb5t4hBebc4oWvgDK68eTXk7J7v6do8XBYiZsIeh9m3eV9nxkUty4cEd/av2bcyhG7Y/eGWPIxCyWOwBR9wfToSjg5uLPdsqUSyVDtVj5aKV7T3p0e5QLB0zWH1Oq0uxqJgp+U03jay4erIk0lzXxmux7WrD8eq/ksr7PEoQCe1L5FEyh1KtKJ5C8SRK+FHSh2JEfSbcKOFCSSdKOlDSjpIywiSJG1CcRVkfIrrUpunSnNONG86wrFdLaFUSr56AKgp/Pi8vnH2/EsB3yCD2YM3xAStZGYygDM6cDH9DJkWxmiZlsQGrF+FVBKjCY9sKKV+eUITNRmRZiEwJWsU/FtKOxWJRj4azetYMXkM+k9UKeOuSf96Xby7lk8mQYrVpTHd90GyxWC8quvDNo/pfngJl6kQxFGH+1W57qP5e99IbkmzG3qLA4XhSDbYGI+1B+SHFUfsiXbsEPYn2R5K1N+spICQb5aBbDXpcZsZmggIx7AG//90Y/fpSH/X/ALO07WYAAAABAAAABjrhsbCvul8PPPUAGQgAAAAAALvrfMwAAAAA10l3T/v6/YAJ7Ag2AAAACQACAAAAAAAAeJxjYGRgYEv7l8bAwLXgFxByvmEAiiADyTUAouoHawB4nO2aW2gcVRjH/3PO2VkVqbe8qCU2m26JATUW0wapodq0SYy0TdFetjZNE5P4kOClRKUPEi8BNSZQKJQYaglCKTUJKgiivhTqg0b0KbYiglKMF5I3K4KV+M3MTrOzM5udEGWl/H/w55zzne82u8PunE3MKlzB+how46jEMjEZTJgGHIrcm8NE7lr/ElwXQk9iInE99ofyXV6MVyZeLtd3GMlA/gPRsfZ5qVsdvZd4BJ1x6zmYlJcn0YFOszfvdZhEY1SMnsUNgZopnIld7w2kkuV4oEDe8mLx+nfc6Mifx6ppMK6n0RfKJTbThfGAbUB8B1CTHdcU7GMnxs3L6A3VemExnzUXzJ2P7N/kz1V9Nu/nXoz6ITrWtqXu0eg9cwbdS9XLR3/m5THvo1vP570OO9AcGbMPqwM1h3Eydr2/UWHXY2PI/iU26FeKv5d6Bo878udxapr7MKo7kAnlElvyKWTs70WWJ/FtD/j8hQO5KlRDPYO0/RbS18wgbd6V+Vh2vgnpOD3az8Xz8/M5/va1UmNLuIazZ+YXbckqpPU51IZy5V1r1jbqz61vMFisH/Fx/U05XrN+W5hx5Kz1O4E8o1Gx9hMYza0X6qUu/J4thZ/LuS71RTCvrkBrVExiKmhXU6gI5JxFhekP2iJri0/iFlQkW+T+/ra4v+MjfR4r5uejTyAVaX8ed8bN4aMm0KB+Qq/a7o5N6iM0WmexVh1HtfoVvVYnDll9Cxdk3Wu1odfsFt9ZV1vdOImx/pCxBg9ZF1HpxKhB3OHmfhFVV+o8KurPq707bNNyBfrgcq+i9Mh9DeurUndBCCEeasy6ruBeO+Zz19YCql37WnyiEjieb/fHf7W/w/IdIort34dB0ZGQfTNeFR0p5qcv4+2l8lvnMKRrMRS3n/8acwwH1TQq9Rw6RK3mMaT0ee8ZRX+AWrPBO9uZVWgSTYmeFfWI1oi6snudol3ufAt65Ex5q35JnpsPY5+ewDr9pHcG1s24R3+IFnd+EjtFw6IuUYfoflFPdq9N1BrZX1Xs/mqi+pPnsibrT3mGeA8tahIPqu+QVqe8+0MdxXr1o9dfLtanaBftXUmsOoE66xLuVbuwSTXjLvUwytQ2rHdj65BSe7zn57h+hJDSYs4u77ePKNQlrFY/Y0TbyOgWjKjTojdl3SDr/RixTommkXB9ZW36ZK9fPjf7kVEX3HlGjWGPGsA2+WwwukzmF3Gb2eqd39RQ8LcTQgghhBBCCCFXL84Z0x3lnOmM/jnTnRc5Z7o+/d7fRZ3zpnvWzJ4z/TMmIYQQQgghhJCrF/W6J0LI/w+r4H+5E0IIIYQQQgghhBBSGtTTuFm0UZQWrROVi6qye7eLylZcoxv1ojbRjqzuFrVm9xpFmwtHL5xeaX1CCCGEEEIIIYQQQgghhBBCCCEkmoWPS90BIaXkH9u7Dxp4nO3BPUtCUQCAYdNSK9O6fZiaaR9CS3/gtkZOQpCTg1MNrTWFNrdJqzgJIhJEhIsi1BC4tdbcGi7hHyjv4Xquda5guAjv8zgcffd2p3LOZctb0bWnWJk+N8/EjZfKn6L7UPa4PY+yV7fZ9rZnr+Z0cX7fsiz6dOXGQsbyjdb+mr+uHjhblF7NS3lRO9CS2omWHdgd7xWXYrF3NWaz1bt2anyQg3frqYEd9VApVAqnwu9i5OnvjeN/7apGn+XN7FhX+zvmWJqc0IWfH3Gf8WikFzZftiJD3/zanJzb1zvJXWcimPgiSZIkSZIkSZIkSZIkSZIkSVL9G5PsiegAAQAAGyoAoQAQAHgABAACABAALwCHAAASNiTrAAIAAXic7VndbhvHFR7bsuU4kREUSKoALTAt2lhKWcpx0CS1r2iKEplQpLCkpPgqWO4OybGXu4v9EcNcFEVv+hgtehf0pk/Qh2jeoBd9hKLoVb9zZna5pCTDCZCgAQRb5JmZM+fnO39LrBDi1zd/LoS4hT9x8036ZPqGuM8rom+K+xt/s/Qt8YuNv1t6o8JzW2xv/NPSdyr7m+J847+Wviveu/07S78m5OYfLH3v5p9L/tfF6eZfLP2GeG/zP5beun/nbmHnffEJeG6wreLG3bd3LH1DbP74oaVvis3t31v6ltje/qOlNyo8t8Ub23+y9J3K/qZ4sv1XS98Vb729Z+nXxJvb/7L0vRvHJf/r4lfb/7b0G+Ktd35m6a3NW+98aOn74pfguSVubLwG4350O7a0wdnQBmdDG5wNvVHhMTgb+k5l3+BsaIOzoQ3OhjY4G9rgbGiDs6G37m/L31ra4PyVkOKReCjeFx+DOhJaeCIRkUjxNxYZ9pqgEhHzp4sdDSoUdZw0RIB/UjjYm4gpzlJeKXwrcJ/j0wfnlmiDGmFHiTk4+pCmIGMoFkxJ0YXkBeTmrDEANWFLJP4i8Cxwt9AhS5sfig9AvVuuPhI11u9CQgxeCb0u9JAMT7ywvJ9gNcUuneawLy39GWJfsw/BlfaMGQcpnmI9wgntuozCqo9GTmQ9lawlx6nH/hboznE34Z0cXD6jJrE/5b0j0YFNhI7meyHj+oTvK+ZQYgadhLLPn9JaVPBK3k85phq2FNFb+kHnGazQuJkChSZ7o9kTXfrh4m+GG8ZC44/LOqSNtYZEkuqCj2QtsJqDyjgOKfwbgQ7YpoSxIH81PicWKSM1Y5+MzpA98tjSkLWkHKcOR2WMHcrHnBFMWa6ysdDsk8Ei5axIIdW1+UoRi+1+oWUGOQHjE1srQ+zMWKuRmTJSSwtIY8y+mNoosDW2B5w1lAlTm7lk1Qy8LvRnvAo51kVeG8yMFhPH0PoVMbYj5lxaXPWIUPuC7xmvX2Bd59qtRvMBS5uxhAXjkNsqreJdZF9oM5n8N3FJOBuKHFUca8rcuPTG2DixPClWX1rpGbwwETovo+RyjlAFzFb8KjqPB0tc1u9Z/XXuLhOOFZ1c7FePL3h9ajOnyPwPIeUROsfVmZ6xTp8zkbS8KGOwrMyLfXJi8zouuSlzTcRD8CvOne+n39677rg/mI7bhSWe2OEq27XnUhxyVkRsWYZ/1K8eiz388xlbujm7kD11m3N7oBecQxPOIorNArsubDcYF1KNzIBtIAvGbK3pc0bWZTmacp7H7LtBobhHUX3GOkynWTDSBpmsjHbBXfQFz/ZuqvIaY0B8sc2Kap+OGdfQ9gcjRdm1a3uy4o6i2UNj3YjtKKK8HrHM3jD5k1zYGZc+1F6pE5ip4DOmmZ0+pj6N3lqpZ90D00XnjJPH9XQZZnPrqeZKC7imTOVfxJ7umMmyA/7dlQy+XLqx4dtiW60PM92lnc8ZR85bmZPrHiyn4rpdTyo5QJ4YX8zTQtErk/LJw+fZG3Ifca/01OSeu5JVph9E9tN4Zeic68X0J5/nmLa9xcghzoC7/9U5arp4aCOzlF5UiK48VUy532mLM3X1Le6XyvpQPGEUKK9mdY0j4zLti+L5ar3PrVfCzlpfUNyn5/xEoTn6FFUXe4TQBBzF2Z6V+fla79y11bvsFsungcKabzKdXnEayJ+syegWMuRPy2x+jj0TpyJrzNNJYKfIMrtfNuGKrLx6ylHkjsvKSSvPIibeJguU1WU6dmjjXmOfEzt9iucK81w0sXEu8tjkVWyfd4yGiJ+7XfazyBRXLKf8ej/7DmJRIuSy74Sbtr3et7Xq2WftkG2tzkzNT+Mp56a18erYgh6sznlEe7eCkV/5hVCth1eWJ5a/agruy7tbba27Fdiv3w74V4Fe87uwa/kMtqya5SQqYlgTxa8z+hVWrFUlQ2L+/RVwvk0rE9ZYPWJblJ1UeRnLai8xMdyzEU+5SoLShqKuV3Pp1VGtTnjjZXXSrOb0Eok54zj7lnEspkHOvy4NMqpigc+fpHOJy3NweJXZkb2kH5vO77MHxcR7vNLFzdPYOdOXPXWHPCOKKVP9fVbMict6yuqtlHuFidXI+n35zHWviGhSep9yloYs3VTRxV++3zYDivnWFi0+7YsDrM4wLR3e6WBPoos6ODnFah+7+9h5AI6BPX/AkTrjOdQG3wnPOCPDwWcP62fc4w6E5DWtPgV/D7Lobkt8xjpakDZgTodlH2G3i++W5aMbTeycYE30IXdBo6+HW+Y3RMfORGPpEPuy9HDVqg5rLCw7wsqB/LY9bUB2h+WR/aT/gOleaeeBtbTBGJFkktmERV1e0e4Jvo/BN2D9DfbZWNtjHw5wbnxpsQWkuW59NXyEz6k9oRiRfV38W3rVYAzabM0Svya+j2E5yT/E6ZAnRB8399nTAaPXspiRt11eLb0ykWqyN4QqYbAP+gh/hyV2Dn8aW5yKtFXszvh8yWX8a9jPJiPX55WJRpNXQ44VndZsLB32Y13rGWdii7ka7PGgzJADzl5jfZGdRke/YonRR7Gt2lJktXxJjRgpxfmJjfRFXAj1BmNCdg1KzVdJRm1+JR89fP9jeaS9JEqjcSabURJHiZvpKKzLRhBIR0+mWSodlarkXPn1rbYaJWou+7EKh4tYya67iPJMBtFEe9KL4kVCNyRJfviBfJe+PqpJxw3iqWy7oRd5L7D7STQNZTv3U9IznOpUBlU54yiRT/Uo0J4bSKsRPBGUyjTKE09JMnfuJkrmoa8SmU2VPOoMZVd7KkzVE5kqJdVspHxf+TIwu9JXqZfomNxjHb7KXB2k9aYb6FGiSYcrZxEEQo8bppCS6LEcuzMdLORcZ1OZ5qMsUDKJoFeHExgF1kzNcDP0AUASqiSty04mx8rN8kSlMlHwQmfQ4aU1mc5c4Oq5MWi6MsuDTMcQGeYzlYAzVRkLSGWcRIgGWQvpQRDN5RTgSj2LXS+TOpQZYQ3LcAU+htAVjeVIT1iwUZSpLzJc1i9UXVo3H6Ry5oYL6eUIqbGb4AsBcuLCl0SnhKhyZzKPSQ0kTrCT6i/BnkVw6JxcciUCMDO6KHm8qZvAMJXUHTXJAzcp8+pxofox5cNvTgERheDD+qMPVqDPEtdXMzd5QX5wSMvMnADxmLa9CO6HWqX1bu7tuOkuoigPkyjKplkWp4/39vzIS+uz4mYdF/ayRRxNEjeeLvbcEfKMWMEZ5J6bjqMQgINrqSzN4zjQSBw6q8tnUQ7EFjJHCmWUrLRNQHgIbaZq0tdpjAQ2AY0TjVMPLArfLsKokpnOMogbLdirIh0BFfImSgpiTBpqF31HHvi5l9UoHc9xt0Z3CgWIz3yqvWnFsjmU6tALcuT+0vooRKbs6F1TFhV2SHiZtaaKkOuIe5ol2jMJWSjgPCxkPWEEdjS0oCaolSRUOX40D4PI9VfRcw1UyCy4g/ARkWcxuoCvyE3imaogXkUUfQm5a9gpIJrrZKpHOqP+tDWEyeOIqoVMtlDX5MhNYWsUlp2iCMKOzQUV1uf6hY6Vr916lEz2aLUHzs9tT9lFeDktuAZIzOVN8LLm9Q/L0SWOrwnm5xF8ImhQSwEaG8O92iYJypVGubV1TMFJuXjgNyBQuIXEBjJ+TY4TND0qERTiBD4TxsAKEcV1GY3Q7EICxeVGXeTZq3tBBrlpGnnapfxAnaFlhZlr+qkOgMwOSVzxVg5sp/56ly3yuRuaOFzKx32WtivpVrPpRtYXx4FGnhrdJCsxkwoauIjIwxr1cj2mb8WAxDkcSqdcsBA9yql4U9q0WQIP9+B4qqhFR7E2HfVKU03BQ6UpGos0GzGfRrOX+EhlkCchjFEswI/QQ9mW58rLigRb5jGS39dceI9NiqONnavKwA2jjErGNHNty9hkij1KpzQPRmqlct2KowmpTzMkk0aIysnzMgCo3totOegfDM8aTkt2BvLY6Z929lv78kFjgPWDmjzrDNv9k6EEh9PoDZ/J/oFs9J7JTzu9/ZpsfXbstAYD2Xdk5+i422lhr9Nrdk/2O71D+RT3en3M9Q4qEUKHfUkKrahOa0DCjlpOs41l42mn2xk+q8mDzrBHMg8gtCGPG86w0zzpNhx5fOIc9wctqN+H2F6nd+BAS+uo1Rti5PawJ1unWMhBu9HtsqrGCax32L5m//iZ0zlsD2W7391vYfNpC5Y1nnZbRhWcanYbnaOa3G8cNQ5bfKsPKQ6zWevO2i3egr4G/jeHnX6P3Gj2e0MHyxq8dIbl1bPOoFWTDaczIEAOnD7EE5y40WchuNdrGSkEtVyJCFhofTJoLW3ZbzW6kDWgy1Xm+tb1a4Hr1wLfANvr1wLf3WuBe/x3/Wrgh/lqwETv+vXA9euB69cD168H1rv59SuC1VcEBTrXrwmuXxNcvyb4v3tNIO79Dz6cxrgAAHicY2BmAIP/EgxtDFgAACWLAaEAeJzVlnd0VPW6hvc3Awhpk0AqCewogmIAwQKjtKGFEjrZQCihRXpNkRo6iAVs2BsqijqWsEFFpIkKdiwoTQV7F1TsJecdXt+77lp3rfOv1xyfPM+umXH5+51vY51gp0GBFwJ7nLDjBvb+7feccOCw4wUOwQfgg3/7HfhteD/8Fvwm/Aa8E94Bb4e3OZ5TI3DEuQAUguD/VAlYD/aDms4UvMmceDxvTmpgt9MVlIBysBbUxL07cG093mhObmD55jqZ1it3S2CZYqliiWKxYpFioaJSsUAxXzFPMVcxRzFbcamiQlGuKFPMUsxUzFBMV0xTTFVMUUxWTFJMVExQjFdcoihRjFOMVYxRjFaMUhQrRipGKIYrhimKFEMVQxSDFZ6iUDFIMVAxQNFf0U/RV9FH0VtRoOil6KnooeiuyFd0U3RVdFF0VnRSRBQdFR0U7RXtFG0VFysuUoQVbRStFRcqLlCcrzhP0UrRUnGuooWiuaKZIk9xjqKp4mzFWYomisaKMxWNFGcoTlfkKlxFQ0UDRY4iW1FfkaXIVGQo0hVpilRFPUVdRYoiWRFSJCkSFQmKeEWcoo6ituI0RS1FTUUNRVARUJjC+TusWvGX4k/FH4rfFb8pflX8ovhZ8ZPiR8VJxQ+K7xXfKU4ojiu+VXyj+FrxleJLxReKzxWfKT5VfKL4WPGR4kPFB4pjiqOK9xXvKd5VHFEcVhxSHFQcULyjeFuxX/GW4k3FG4rXFfsUryleVbyieFnxkuJFxQuKvYo9iucVzymeVexWPKPYpdip2KHYrtimeFqxVfGUYoviScUTiscVmxWbFL5io6JK8ZjiUcUjiocVUcVDigcVDyg2KO5X3KdYr7hXcY/ibsU6xV2KOxV3KG5X3Ka4VXGL4mbFTYobFTco1iquV1ynuFZxjeJqxRrFasVViisVVyguV6xSXKZYqVih0NhjGntMY49p7DGNPaaxxzT2mMYe09hjGntMY49p7DGNPaaxxzT2mMYe09hjGnusVKH5xzT/mOYf0/xjmn9M849p/jHNP6b5xzT/mOYf0/xjmn9M849p/jHNP6b5xzT/mOYf0/xjmn9M849p/jHNP6b5xzT/mOYf0/xjmn9M849p/jHNP6axxzT2mMYe07RjmnZM045p2jFNO6ZpxzTtmKYd07RjXTbFYktgud+wg4uZ2W+YBi3l0RK/4cXQYh4tohb6DROgSh4toOZT86i5foNO0By/QRdoNnUpVcFr5Twqo0p5cpbfoDM0k5pBTect06ip1BQ/pxs0mZpETaQmUOP9nK7QJTwqocZRY6kx1GhqFFXM50byaAQ1nBpGFVFDqSHUYMqjCqlB1EBqANWf6kf1pfpQvakCqpef3RPqSfXws3tB3al8P7sA6uZn94a6Ul2ozrzWic9FqI58rgPVnmrHO9tSF/Pxi6gw1YZqTV3Il11Anc+3nEe1olryZedSLfhcc6oZlUedQzWlzqbO4qubUI35zjOpRtQZfPXpVC6fc6mGVAMqh8qm6vv1+0JZVKZfvx+UQaXzZBqVypP1qLpUCq8lUyGeTKISqQRei6fiqDq8Vps6jarlZ/WHavpZA6AaVJAnAzwyyjklq6b+OnWL/cmjP6jfqd947Vce/UL9TP1E/ehnFkIn/cxB0A88+p76jjrBa8d59C31DfU1r31FfcmTX1CfU59Rn/KWT3j0MY8+4tGH1AfUMV47Sr3Pk+9R71JHqMO85RCPDlIH/Iwh0Dt+xmDobWo/T75FvUm9Qb3OW/ZRr/Hkq9Qr1MvUS7zlReoFntxL7aGep56jnuWdu3n0DLWL2slrO6jtPLmNepraSj1FbeGdT/LoCepxajO1yU/vCPl++nBoI1VFPUY9Sj1CPUxFqYf8dOzX9iDf8gC1gdfup+6j1lP3UvdQd1PrqLv4sjv5ljuo23ntNupW6hbqZj5wE49upG6g1vLa9XzLddS1vHYNdTW1hlpNXcU7r+TRFdTl1CrqMmqlnzYGWuGnjYWWU8v8tPHQUmqJn+ZBi/00bMa2yE9rDS2kKvn4Aj43n5rnp5VAc/n4HGo2dSlVQZVTZXx1KR+fRc3008ZBM/iy6bxzGjWVmkJNpibxuYnUBH6y8Xz8EqqEd46jxlJjqNHUKKqYX3okP9kIaji/9DC+uoh/aCg1hB93MP+Qx7cUUoOogdQAPzUC9fdTY3+hn58a+8+7r5+6DOrjpzaHevOWAqqXn4q5wHryqAfVnSfz/dSFUDc/9TKoq5+6COripy6GOvt186FOVITqSHXw6+L/3609j9r5KUVQW+piPyX2n8ZFVNhP6Q618VOGQq39lGHQhbx2AXW+n9IMOo93tvJTYl+spZ8SW5vnUi34eHP+hWZUHl92DtWULzubOotqQjX2U2L/ls6kGvGdZ/Cdp/NluXyLSzXkcw2oHCqbqk9l+ckjoUw/uRjK8JNHQelUGpVK1aPq8oEUPpDMkyEqiUqkEnhnPO+M48k6VG3qNKoW76zJO2vwZJAKUEY5kerQWDfGX6Fx7p+hEvcP9O/gN/Arzv2Ccz+Dn8CP4CTO/wC+x7XvcHwCHAffgm9w/mvwFa59ieMvwOfgM/Bp0gT3k6SJ7sfgI/Ah+ADnjsFHwfvgPRy/Cx8Bh8EhcDBxinsgsZX7Dvx24lR3f2IT9y3wJvqNxDz3dbAPvIbrr+LcK4nT3JfRL6FfRL+QONndmzjJ3ZM40X0+cYL7HJ59Fu/bDZ4Bkepd+L0T7ADbE2a52xJK3acTytytCeXuU2ALeBLnnwCP49pmXNuEcz7YCKrAY/Fz3Ufj57mPxC9wH46vdKPxC92HwIPgAbAB3A/ui2/urofvBffgmbvhdfFT3LvQd6LvALejb8O7bsW7bsG7bsa5m8CN4AawFlwPrsNz1+J918T1da+O6+euiZvgro67z70qboO7ItjYXR4Mu8ss7C71FntLoou9RV6ltzBa6cVXWnxldmVB5fzKaOWRykjdWnELvHne/Og8b64325sTne1tDax0xgdWRNp5l0YrvBoVqRXlFcGTFRatsK4V1rLCAk5FckVuRTCh3Cv1yqKlnlPav3RxaVVpjbZVpcdKA06pxW2p3rWpNLthPhxZUJqYnD/Lm+HNjM7wpo+f5k3GB5wUnuBNjE7wxodLvEuiJd648FhvTHi0Nyo80iuOjvRGhId5w6PDvKLwUG8I7h8cLvS8aKE3KDzAGxgd4PUL9/X64nyfcIHXO1rg9Qr38HpGe3jdw/leN3x5Jyc5JzcnmBz7AH1z8EmcbOvcMjuSfSz7RHYNJ7sqe1d2sG6ovls/0DSUZV36ZdmMrEVZV2cFQ5n7MgORzKbN8kMZ+zKOZhzPqFEvktG0Rb6Tnpyemx5Mi3239D6F+afcsSvd6sJT39VNb9QkP5RmoTQ3LdDteJqtdIKWa+ZYMhSsjXs2W5qbH9yOU45T0zG7xinMK9hS2xlYUFW7//AqW1XVeFDsd2TAsKpaq6ocb9jwoRvN1hRttECXwqrUggHDeLxi9WqnQeeCqgaDhvrBdesadC4qqFoc60jkVFfH2sEtRXnFZRVleUMj7Z2UYyknUoJpO5P3JQdCIQuFqkOBSAgfPpTkJgViv6qTgpGkVm3yQ4luYiD2qzoxmB5JxJnY9zsroX9hfijejQ94HeP7xQci8R275Efim7fM/z/fc1Pse/Iv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);} 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);} 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MnMIKImSRJdVijIPCddcPG9tgsD+fzvfn8+kAFZoOf9nmvs3cqPTmO1/bPCpAyfM8mTBnfg9iQCF60rRHlTRzDoNRPp3O1dXiznw+j9I4jfIxHMPwT5TBfjwe34yX47GD/82d+vZV9rK/tlIrrWYP4K+598ADr6Qjnj7q9tERT1tqadxsA7axjgnuxjlLJgh/hlbqsPpusug4CbI//bm96mmD+X5YbF++E6ZOp3EFTPj184Wv8DgYOw1mMXnoC3YUezmqQKNxp7VCCIlhLuIPTSmZFJ5c+Tv9U5fUEGwNXp1YFlye2JR4NPhY6NlQT8kboTdLVJ7XfH4+6E/yKV8uuI5sIs/yx/nXefVl8yOdROKj61wjtLiVHmXGrfIquAQj5qr4hTiJt0ZALlatw2leFsEookcOR/4SYSORETiDLHhKfZ2guTEr7MrGrBIdLoGQGesmtxxnBVWTR1B7h3c2hdc2hR4joIdleZXSuoSYkqq0XJm6VyVlKh5SsWo5/KYammFisx1k+xBVbiYVW2jgTw08w1horDIYI5jpGF/UducagJXOvjx15nTx7gwFtL50Og0OMwgErOGM7drpotaP1ERwZ67vognEh3pPlkTMOfElcZJP50D9aRfYvQMwoNm2A+ppgFOZ0eBojNdvxMC9kjxfUZ6oNwG+GhrB4SrKeUx90Of1Z0bDo4Z6vHQo/e7bL3ZPZUoqC39UdIGZ9HT+6ZfmPfHor65qWzV1Dr6u4Y/xxvktV03M6Ar5w6jdj+fuO1nofuBHV4Ubg2Jr65F7Fzw4NVwZDc+cOK7wrnt0INk8bt7oRGN8KUhlLlhDFqwhiP7DmjnfmXPn/CucHe4O/52B24I7yA71df31wL/pHwS+5L8Uv/R86TvPe8Z4xvimuKf4WwM5tUMVxrob/Y0BZh23zrmZ2+S8L3jAvd/f4z7hlxy2lkpMh+1qXtOR0eiTYKlpU6fL1E5hFsmgQ7dLQRZ0RRb0Q5mHQVenwN5ZeBU1BEyf4hiq0WhDi81wYEeoRIh5g6H5RfVN65uuD+Sn9aX7+9IoO9ifPwNaG+xPp4EWIa4zj7kEFa8t2YZGjgoeuXQE6mDrCn9yXD+j484NN7Yt82Fvuv83Xxb+hP19r3xGvho9e84jB1/ac82qmn96BScwiwVcuZ/i9hyQ3SIbt8PoYWukO8fn5Jx7nn9eIBfeKeySzkvS6tKuUjKWMdWxPjM4hWlRp/hagrskyQt2e4RTQtR8HYrgcIIqZCPl0BLg3SnL6UShraW4VI+Jwcj85u847BxontY32Py5jeDZvmwfZQ04mzDf0jr4DrnDvcy/LNAR5vO5WKx+mEF3ZrQBUdhrULaLFsYuKnw7/vkFJwvfFl45cjcODrprWm5fdO/G5Us277kmh5NYxA4cfJzoF1YfvGrlM0+f/Mle4Hc88JsEW/GiMP5pD9KHzlutStMuabe2XT/A7ZdfkF7QukOi6MWTyJV8qzyj9IB2gj8RekN+U/1A/lA9L3yjaWFn2GeBl/gsh8t0+l72ve1jfLY1lGZt6jCAkgct1elwtznaHcQRcGN4cSJYYuKMG9E+kahp0/JUkaZHFmkgbFPLCZCyD0SKdFj2QrcbxHyUVdwBKu64IqAYrvEVjaimdGHpqtK9pWypMyZamtMEgQ8jQppKPE+NygbUCdfOt7wBq8qbDVilTrgADAUoXoGbp3PZQXjfg9ywCOjhpouBTu5huKL0yMWuADWUpu0fIHjhbqKLPmJQcvioJF9u346PZdOI9j9DUSRvT++wQEoOOqmDTu+wQFjIHhRCeTq9Jp1uxq4MYE2+E6IPpiYeTSbqqY0jJuanBuChPiDwBvkrDjR8eajwpx91YO97fdjND1rM3YuuWJBk1s+7trkZ41k1u39y/JHfgy2kC28UXrpzyyR80+0bJky4mUaqADjA5xCp/KjbGt3A4mo2qkddObYrwInsywHi87uI1+13OTxOpDs8GOnEK4lOBS9UhiCZooqQeexy+vGQH/vpbakO456DoXmPV5YyWXGG2CYyYpVe41roIq5uzFqaw5Mg3oVon7/XT/zUJiTV9AeN9T2kAxV11tk8jWafF/LN/fngGRQAN6GZGHyzcGka7YTPMBZ7MhR1wTkEGxV8GV8FZKwVgT1Nu9auvzkx4fLL6t99t3B2D5to27Rxdvw1vWnm1N9fOMlMtn2/MJNtt6NoDZ5uLV4X2RwhblVbXbdJ66pjo7iCVDC1OEMyjIUnkAnMNc6cN1c5LzUPVHWj87zrvMc9Tsv4x1VlRkzVWvxTq1pGnFMHDfkhiFuKqinVqpZ0+A3fSE01/GwgTj3guO0BtqE7XLaRHFXUIq2qLjpARWWR1plFR5B8JXbwW8hRwClzJilxyCOpwBWfEAjy1SklEQpQ0JGCwVBoax2uAwjqtmSUicfcwdrv0Kd/GH/0Pn3wDCrCDyDsGtuW0xdjILIXZ09+BJRjmy92ucG2wYib6FcQdZp0AhznO23ccnZ4OyqXp5alO2oAt1De4PzGxdhXDxA2bMBGfczldZCKKARLj/d7LLsNjxcjVfNWNlZ6tLt6P7hzMcYv/6oLC5evfmFr4b/+cOGe9uUP3bti6T2tyTG+0pi/ruK6J547vvV9rODQP267cOWLp25o7nnIQe752ZM/+fEz+54E3T4Ghvgc4Dqtg9b1IAnkmHXJWUtqk0iXdFjqld6Rvpa4Mqld2iDtgwccwwtQJDGA4hZ6B52GX+ahnOI5XmBlIkDMsHURi5tsUMwWBZoeLpfsXBzM0y4V9OFEYU3aA6aI4fsYDhbO4iB7ArOFC99OYRPffgzq/H6Fs3sQB2On6Pq4No50cYe5Xu4d7muOK+PauQ3cPnjAwWKggCNMAqOLK0FB9v+sZHjuTHFe7hQkpRjdhRC/Eyw9icf1oBT8Og9zAbKoPt6vmowpmgGzooVMFCcGWirUKFOTmi21p7pSe1NP8/uFZ9Xj/HH1cOqd1OmUA6VqUm3w4uXUpyk+ZYXCZhbuu+yXnBBjhVCEQsERWYjZiMAKusuVLAmHE0kZxOnUE26XtaC+3YVXgXC6SavlDJUkImF4tiqM28M4DM+OVSYSSRpFjyCUtAOLlKXUaoB1J6Fr0hoP32b4xpNm0hp7mVmTfDv5aZJxJsuSXUkGJaPJ2uRQkk0Gq/6z+WJyWDTzdNH+mwcAwwFmBjrzlNjCs8sD3XYLMHjb3kGea9IUanAaqlSa9xl29mf4fSBiM0nNl7ebiYvNuzCzpXfZ9trWp65d+1RVpHA2kpw5bsWowtnSbMP4FSMLZ9nEIz+bM3funIXXtuwczJGFPx7VPGnL9gIhrU8sGNG6cdfgBdAZlJVsDnTmR3utgOAxPAvEFSLbzWLQlt4itji/1DmeijjiEhwaryoKpB8EJ/zIisbNQ1DDwSCACiA1f3ncfDiwL0BWB84FyNcBHJCVhOqg8tU01Q628JN9Kj4HyBU0hm0K5DUsKQihcDNgP7AlZRdR32UusUuZd9lCKiU+Nlc4G5/ZNPmWNBg/t+W9/O4ZZaT0uaVj2jYeKZSxiT3HJqzY+A8Uh2dBTrIbONUgg91hTfoCnxW/8XzjY98gX0DpHOSCEsnp8zzz/LnADrKT3ynuULul98nvuE+k99Wz3Fn+C03fL/6a/Av/qvi6yq0V7+M3iozLtkLFoCLysoK3SQi1l6wuISWOGPqblLNzgJbTxUTsIqJJHfoyyMM6AiymcIbzHtMNbCGfF1WUxxOVl2DXrPsH9/wZm4W3vnq08M39OLp95cpt21au3E7KH8D8/YU3vv5z4dWNQwd+fODAvj0HDlB+txRuYncAvzrknLutUWM8kzzEbTJNWpPHLGlhJmuTPS0lfymR5vHzvstFB4S/lIjgPyE76RRo7mn5FUV3OoyYGFoNeaYr5XA4E7puJ5/KatQFMwUj2SKfndP6mkGR+pmL7Bahn6IFNW2K4cv4ZZfmnhBbQZOUZ0ivobpJ0vTze663YD7zixt6MClc6Jm/dQao2P/QssV3b7p++b2g2rYlhX8vDBYGCh+1zh38kuk5+vMnj+5/iuaf1wDvi4F3F4qgJ61GdzMxNdPbHJ5CWrQW75SwuLoMR0SfYea4nHy1Ns+TM3KheZFn5WfD56UB7Ruv6kKOEioEVvFRIXgUwanzAUiyS90pqDYSLpfTjoRbdayHyoqhb+AS/vv/jv1057AAOrgOeZmnw+gILouAALCLtwNXsbqgkQub35cezOTGpxceX3s/ZnpveKIZM4VzP1qy7L6NixY9WriJ+K+cfe9eKPMRLltwzZN/bWWO/XTvU4cPPfELmnVtRohptLV/wKrawWHJgWdzy7i1HFPjnu9Y4VjtZmXJqZapZKs6pJKsOkMlajdZZ6UEATycIbxchSRdqpVWS6wU2uDe6yYL3Rvch9zvuFm3jhKYsS2AkC68DxMcdGV7cLiYWnVe4tAD+eC0YnLVTHca1jSNLhpDJ5p62Jg99XD9zAXzn5dHjwFLiNle/V2axbvwPurTE25sac9dfeVl42bVsIkdN7bU/8+o8QcLfwYea8GjdeCxmrxi9fIuvkJMGi6jYqd7p3dHclu1JHhbvcT9gtbjeCP2WcV5baCcT2lztaXaNmWHe395jyqMr7DiLYnl5UsSm92bvZvK74lLjYmJfKsyRZvhbI1dUS6Ux5OJRrU+Vl9eX1EfF3iZc0mxgJZUy8vLK4R4uTXiZnW99zbfram11ff6Nlbv9m2rPlZ+rELrwluNBwK7qn9WfXgEb8T8VqzC9FvhMrPMjz+FRDYjxtoqt1aSSisQMStDdJvCMiDutI3AtSNwzQg8ojRWC8aVgWJ2ODbZFLoUI7OkQWROr++mIr8A8cbekxjGULp3R5E13YeK6ZZVz2PMYz9OlDfEWmNzcM5YgjuMASxjg7ChWDmp8mgqqQotZDHbWqW0hXCo1SNAJgz/NCm7+M13lvSg8qFf0zwy1l2k5d1Dp4+Wxun96aNl8eJ9MGTfWyXQuFHDDeWt5Tu1x8tfK/9tOR8rVzWWDaHhTBVlaM561BiZxcNljX1fXmlSakUg+iNciy3chtl23IXPYYZub7XhdiixaU+PH3pibE1DLF7InmMJZcFvwdD+jGHBuIYFgxpWfaNp0D0nw6pMwQXGdRpl9vYOa8wNWRC/nCHcFhoKkWHmO+lGjv05k6a3/enh+E4rLSqM4svi3h3qhE8+bxdr8aG3LElxZ51VcAE5fHVCa1K9ahNtHlGbQEJ/fF5psgsyDL+HiOCp9NupbD0E+yQYHVQcFBC4YhHmg5qcNeimK4BkLQ65V17/g8ZKr29y4blr7vr4s49/W1X4xrVw/qraaDiBf5mb3//1R4O4Jj1rblW4JurzuqZePm/X/S8+tKXu8ivK/BWlvvCyKVM3PfruYfCisqEvyCPckxAVf2OloggKEjnlHOuY4sg5haAPBRi/DxlujxcbbuLFAUYSZEENUHE7kbHPOGww7UB6DcaAwuuID9OgcRT56InALZZDVaQauQZB7bPQ3o9kraoAkzDcc31Z717vIS/T7u3yPux9x3vOyyGv7o16a72sNxhav+9iOjX1cCPgxDjAiR7kHeodkyvWbf35Zr3frtv67JME6HoGEilXZrhuy2Mo0ry2TA0qtASI1FVRn6mvdJHbe5VkODklsPiOq25vUqQf/hCH2MTpwpy70+GSj6szMyfWbcNvn37v6cJ9IJ8HAWVmswnIkPZYxtWu5a7tHCPxQb6ZNLumkqmus0RwUlZdrOJHss8LJSnUpQmfD1GAdPjtPKlYvP4/eZIkfpcgificiMW/TZAuzY6KQebv8qN8cRMnAUzGimw3NNAmM33sSx03HrwKB8tmZSetqcbBvXMXX3dwO9lXCJxeOm7G2jO4FwoF4FOBTHAB8KngEsvHVYVqTIFeeHoR6YXpHvrwKFC7RImGxpq7WcwziijKquLDPuJmQlJILkcjlTcUFXz7nOWPRE0ZcYoXBZVKVK2YaKyyGUlFSDomY021x1Ikw2QxkjCPZJTNNoMaaSXY1FRiuRUks4osSYRgHtpSE90PtALhKlPRyrRazdJYzTBCupyVZ8iM3E1qLYUlTQqbZWewDHuK1EKK2mU51XqEowAhDA6qr4FtBalxpQPT+vIQqfLB6ROXtnxu39sZOk3P3U0YlmC7djpP90hsV4/hmMegG7CeGMYnC3Nw8s2xBu/Q/xnHCiC9wT8cn+gfOZKUFmWqgkzbbZnutLZUCW+yZKfQgz/B7wvnNE4UQmyAr+Ib0RhxEs7hO/BaQU7gtNCAxwqteIqwUznPnxekSjYhVMsmO1aewE6XX2XFq+Q5bE5ewv5AXo/vlB9ntwun5PfZT+QLssawgiDJfjbKVssZNiu3spKPDcpj5enyjfJ+9iT7ljzASgIo56g7QDX54VHIglgK1D7VZWJWFlhEbCIiSWTokcKJ1EhziJ4eQCenP24yCSJ5CZE4XlGGX59TMG1aBrxWEojzIsTxHAdZhChJCuK6yQ+O8BkJiKWIS2doe7XTGqMx9DHJKPSx+1xxE654jLf0ex11BuiGQnCanh+wW6imaPdwoccr6c6LJyzF1sUdBKOpaGXH5agUsxk8AhTZWE1hN9/ZuQbTSwaDRqkyYwyj4g2FR/DVL76OpxR24vsK+z/8mFQQpvAJjhekwX/Fkwsn0dBQ8VyEe48kUAsoWUATECgb+Syoi0wWTUoC6SH1KGUf5UB/ezfU7j/J7v8g+gL611kucjp6Lkqi0RnR4ZbtDQ6XGVWqJqUJjn43DF1vPbWoF9gDULnTc58JlgdH3T4TR+mJDwN1u84Qhp74SND+DOkEk26y6CReCQX853cUC5H+vrx+yZkPZfyF+/G4Qh898im8DzMMXcAH2VXkDpghdpwGXUBtcqclIRLiUPCxm2CcM/rnqAY8p66WqY/5WPZmfPDdd4HPtcw8/Ax3ghGQE+z+SSQdozql60f/Cxwk7EkAAAEAAAAHAACxsK+6Xw889QgZCAAAAAAAouM8HQAAAADWhOUb+vr8/RAACHIAAQAJAAEAAAAAAAB4nGNgZGBgS/uXxsAgwPCr6leVAAMDUAQZ8B0EAHxlBaoAAAB4nO3bvWsTYRwH8G9yz8W3gtJB7FAEBWlKB19wCH2R4qIBIVg9KAmIDi4OikVEBKEOttAI1mgMiku73V8gddGpgwgFJzeh4CIILk7i+X3OU460SdNacgl+P/Dlubvn7Xd3pNDhMkjBSuei+HjlvMMNrIN915jTf89zuBXvN1PwmAXmBHOOOcIU11urEXc5TJW5zDxxPTw1q3iWyeFKtGeZax4O91vFy4yPeXvM/kk7NmztfA959g+Fa3pB8LttvjfvbZBrn+W8GbYX2V5gO87rB+xxtH8ldv+VHf24x7555jwzxxSd/nD+Uc47yPOHPN4TPZ+ezTyLOFtXg+vjW11zq3hfr9u9ZzNmKvhRf43v5mYStUR7V9Zc8/F+2/fxUWT6mIHtXltEREQ6V6oaLCVdQ6vM5+6pVUQkSSkESzuZfQg66v9tERERERERERERERER6W7mLa4mXYNIt0k9T7oCEZH/2c9PdedvmJUkKmnELKLk3MEpM4szZgJjZgbHzCWMrRl3HZ4zjWEzjRHGMy9wnG2hfpy7iIL7AZPuR1R3DaLKtuzsx7Dts99H/fmWyUrfxn17ni5gb3wNO9722W9ZDJ+W+YqaWUbJfGP7gMmi5o6iFK5RQM1ZQTascQi1zAD7epg8x5fZTrD9zjl3kTd9yJoveGQeY3c4fgG9LT2jDd6YramVdZJin1HSNUh7pX2cjH+jxfQyh5qNt7/dzexhf+f/Xmny4n+T2mGjdyEiIp3lF46yhiUAeJztwi0OgmAAgOGPPwE/EJOBzBm8ABcwcwgilcIRmHIYCBxBN48ggUCxkdDC2GAE5mZ59zxCiPOqeINyTgkm6gVvtVd7rdCPxsm47rKP55cpzZcVWQ/7Yt/3oWycxGnd3M0P6arbRLVZ9xueHPkAAAAAAAAAAAAAAAD4rwHerCjEAAAAAAEAABGXAIAAEABIAAMAAgAQAC8AVgAAB0sR9QACAAF4nO1ZT2wcVxl/tjeJG+wotE5Vits+iaqx8cR2WomkCVSsd9fZbda71uw6biREmd2Z9U4ynhnNzGZlVCEOHCoOqIcKIYSEVIlDuXHpCYSEOHCmqFekShyKuNIDJ37f997MzvifSqQClRzHM99773vfn9/3582MhRCdmb8LIWbwK6afpSvTU+Iij4ieFrPTv9D0jHht+geaLomF6Xc0fU48M/1bTZ8H/RdNXxB2JmdWrE//S9NPiB+fu6jp+Uulc+9CI/+bmn/qZ5qeEucWfqXpaVFa+JumZ8QLCx9puiQuLvxV0+fE3MI/NX1ezF2Z0vQFcT2TMyueeeqXmn5C1K7Ma3r+wvQVE5KnSjPQdWnxe5ouiWcXu0yfw/zFxe9ruiSeXvSZPo/584vvaLoknlz8EdMXCLfF9zQNrBZ/yvQs5ucWP9B0STyz+Gumn4CTz0//Q9MKf0Ur/BWt8Fe0wl/RCn9FK/wVfUH0Fv+gaYW/ohX+ip6/tPDci0xfJN9XqpqG7ys3mf4S5p9c+a6mS+L5FYXVHNm28pamYc9KyPQlzF9e+bmmS2Jx5SdMX2Y5b2ma5Cj+pwjDlQ80DQxXFCYLbM+fNE32KB+vYH5h5WNNl4Rc+Yjpp4nfmNY08X/K9FeI31jUNPiNy0x/lWJqfFPTiKmxzvRzHNP3NE0xVbF7gflNTRP/JtMvUkyNoaYRU+M7TH+d8DF+qGngYyRMX2M572qa5LxN9GwO/9kc/rM5v2Zzfs3l+Ody/HO5uMylcXlfSPGyWBfXxQ1QXTEUDu5bIhA+fhNxIEKeqWAUgaarhXmXOVaxUhYefqQwMbeH/YmIeeTg7oD7Ea42c87jp45RD7OOGGOmzdJ96E31NCH9ALJHkCMhN4BMV/RB90GHWIsyPTKzfl28AuqlbHRDGGyDBQkheCX0WtBDMvrioeZ9HaMhZml1BBvjzCfCwWU/vBPtGTAWUmxg3MMKzVqMRNFHJSfQnkrWMsJqn/2l0QCyx9gb8cwIXDYjJzGfxqMBmwgdl/f5jO1t3u8whyP2oZOQtvkqtUUpr+T5GDOEX5hFcOIHrSewwsXOGCiUmVN5lHphsU2UATZrJJsfsneDx8qew5y3Clo3sOKxL0vgdNn2IENsWdxjlOLMkxuQSNGfyLiWydiCdf/dXL/Iv2f5/kXJ96N5MIlSlTNhDF4feFAcB/hxtU/XGPsA9risocUrQ848C7IpNtucSRGvuFxHHVwnvhNm18Wr4iYiejTXye8RbAnZS+XvgO1NOH73GWPJFXnAmCoMkiyuKTfNBZxdhD7Z5LB9NvOFOv4G17rPekK2Wu3taymOHlssO2QP9sGV8Brt6rEdaTwPxybRO1SmREdmBpkPRjae5MZRdEIe29jTx9jQeUL1qPQamZ7DHqiIjRmnPlfOcZiNtacu15TH1ZNW+mHsaY/H1BL4lwu5erx0ZcPjYpuvhDQ/I879NN/S3D/Og1T7Ubtu53KAPFG+JKwv7Y0RV88B508AlHzuGNaJnqrcswpZpSo/0FfllaKpB4W6E5G1aTRTOcRJ/e60HFVd29eRmUhPK8TVKEfcG12u4UTHlp5X0lNiwNXssZcpysWsNjgyFtO2zoOjHe1wJSxxZyc/b4k1/DjckUnHQ+5bDkfVwhwhtAeOdG1Ny3zzUJdc1tU76RZxhlhqzX9yDn3Gvi8XD8lopjLkc1k2P8CcilOaNQ6fmZ4+LybZfdpZlmblyecZRW47q5w494yg4q2ywNG69jiXfR13g32O9Dmjeg91BovxV3FO81jlVag7uNJA54A6V/wsUywxOc8P97PPIRYZQhb7HugzJ+0fNs+MgI2qkckzjuRTzdM5s5TaeHJsBZ1jhRMd0V7OYWTzKeMV+sxRH0+Rx93X5X0p9/HdzTjU3VLsD+8m1FQ/zfud2jV52ppUzeQkSmNocL8PWMsgGzu5DKG+pSIUQ9rkhFVW99gWR59UoyyW+V6iYrimIx5zlXiZDWldF3Pps6OaP+GVl/mTppjTEyTGjOP+Y8YxPQ3oadDXyDg5C2y+ks4JLg/A0c+dHckp/Vh1fps9SE+8W4UubkFiwB3n+Odr9fyXnjITfNKTbIJRvqcUd8XcK1Ssetrv489c64SIRpn3MWepz9JVFamTN3+iP24GpOdbXdR4tS02MdrFaWnyTANz9NxqYuUeRlXMVjFzFRwdvX6VI7XL51AdfDt8xikZJq4tjO9zj9sUksc0ugv+FmTR3pp4g3XUIK3DnCbL3sJsE/ea5qMdFczsYEz0He6CSl8Lu9TbQkOficrSLuZl5mHRqgZrTC3bwsiE/LpeLUN2g+WR/aR/k+lWZuemtrTMGJFkklmBRU0e0ewO7tvg67D+MvusrG2xD5tYV77U2ALSvKp9VXyEzz29QjEi+5r4mXhVZgzqbM0Evwru27Cc5N/BapdPiDZ2VtnTDqNX05iRt00eTbxSkaqwN4QqYVAFvYXfOxl2Jl+VLWZOWhG7XV6fcCn/yvpaYeTaPFLRqPCoy7GiVUPH0mQ/Dmvd5UysMVeZPe5kGbLJ2ausT7NT6WjnLFH6KLZ5W9KslqfUiJKSru/oSB/FhVAvMyZkVyfTfJLk1ffly+vXb8ju0JFbgR8kB6EjK0EUBpGVuIG/KsueJ013b5jE0nRiJ3rk2Ktyfr7u9CJnLNuh43dpT9M6CEaJ9II9ty/7QXgQ0R5J4tdfkS/R7YYhTcsLh7Ju+f2g/xCzrwdDX9ZHdkyaukM3ll5eziCI5Ibb89y+5UmtETwBlMo4GEV9B7dBMrYiR45824lkQn40urLp9h0/dm7L2HGks99zbNuxpadmpe3E/cgNyUHWYTuJ5XrxajlyoQgaLJlElu3sW9FDGQxORiedvKV2bgSeLZe23H4UkF3L95woJh03VtfXmeMacWx1M1kMXTWyxq6/J9uDAeyT16QZ9Fxfttz+MPCs2JDbVhK5fdeSHYu9jOX1V2++nKmR8SgMPRf+DQI/WZX3g5Hctw7kCJ4mhClNyySQ/cixEseQthuHwNmQlm/LMHKx2geLg7sVy9CJ9t0kgbjeAeOZopZgAeBHKTEgDQbdGfXMnDAK7FE/MSRlC/YatCdVAMfGQ3iWs2wMpa7f90Y2pVZqfeB7B3LJXVbRy7FDwmnWqmATnpETE24UqIkC2p7Jus0ILLnQkjj7FNXIhVY7GPteYNlF9CwFFZIM7gRQhesoCZGstkNuEs/Q8cIioigg/0CzU0AgEPgM3Z4Lm1fn5ym1BoHnBZwCGmpD9qwYtgZ+ltBpEJaGSRLeWltz/NWx+9ANHdu1VoNob41Ga+B8U6f+MsLLaRGTYSTm+Fo9rsb+rDmaxPEhwfwggE8EjfPI8VB/DHexmgnKQj3Pz29TcGIuAfgNCBzs2ossIGMbchChNpE9/aEV7cFnwhhYIaLYLoMeatInUCzuJ2mefXYvyCArjgNUDuWHHfRH+4iIpcre9YDMEkkseCs7uqF8uMwW2Q51BBWHY/nk2E2GNJ1LN0OnG1mfLnsu8lTpJlmRaqnQwEVEHhpyP7DdAd0dBiQcwaF4yAUL0b0RFW9MkzpL4OEaHI8d9GhIoFhrlI41VRU8VKqi0UizEeNhsH+Kj1QGo8iHMQ4LsAM0XrblgdNP0gSb5DGS33a58G6pFLd6wSMndy6g/1HJsD1UZOEkU/RSPLTgVc8pVK6VczQi9XGCZKLWi+JVhX4aAFRv9ZrstDe7u2WzJhsduW227zWqtaq8Wu5gfNWQu41uvb3TleAwy63ufdnelOXWfXm30aoasvbGtlnrdGTblI2t7WajhrlGq9LcqTZad+QG9rXaOH4aqEQI7bYlKdSiGrUOCduqmZU6huWNRrPRvW/IzUa3RTI3IbQst8tmt1HZaZZNub1jbrc7NaivQmyr0do0oaW2VWt1V6EVc7J2DwPZqZebTVZV3oH1JttXaW/fNxt36l1ZbzerNUxu1GBZeaNZU6rgVKVZbmwZslreKt+p8a42pJjMpq3brdd4CvrK+F/pNtotcqPSbnVNDA14aXazrbuNTs2QZbPRIUA2zTbEE5zY0WYh2NeqKSkEtSxEBCw03unUJrZUa+UmZHVoc565+JejFt409vh9g95k8iuJGE3N4x3mk8LsgN+Q8jObvDfJz828PfO7mT/O/B7X3xR4P6+/Up19jz/7Hn/2Pf5//z1e/U317Jv8F/ObvIre2Xf5s+/yZ9/lz77LH+7mZ9/mi9/mU3TOvs+ffZ8/+z7/f/Z9/th3XPfIOy49BVLHecTPWHjjLaze4eebmM+QhPto8b33E9wfik+x+xPM59fu8Y78TJ3vj/j9ubiyzX0m4p6lOtPBidYXLCi9UHqtdLtUKX2jdLP07dK3SndLrxZ2do99g79L96nrmC/OUl8L4U9Bx9SXxcczX0PXLqKmTnDr3yQaWRYAAHicY2BmAIP/6gzXGbAAAC2JAgEAeJyll21MW9cdxs+L42tIjA0hxIWQc4ljk+C6GAfqdIngXgqpVmuKE2hl90V10iK1mtRYwm62vgDtFKlJ1JS227SuWnFShUWjKZd719QUotCxStWmLmjTNDppqj9kn5Yq/TDt28Sec2ySTuNLNcNznnPP+f/O/9xzjq9tcwsZ5rPyj/WQViL4B/wyOQi/7LhbxYTp5e+TWYgRP0odKkKcGPx9R/PGjRK8oVG53RSJz68tofKdfao9+uP4xCKfIU+QfWiesR+SzTOOMRBXvu9AxTu7lNueSrfWGBdmM7BOiBFftXYYeh2agq5BbkxohnwJrUGcX+IX7EMCI1zEQD6zkV8kFLO8SK5DaxDH7C/iXi6SW9UWF2b1nlOzRaZ/T1Et/D1QPpR+aAKaha5Dm8gJlFPQGsRRu4C+C4TxC/y87Rd+s5a/S8Yhxn9OfJQSgdF/5vjV2rzt+LbGDdPPf0JSECMW/x5ZghiGfQPYG4QhPGlHu9QSJp3aurgf8Wcx6bOYyFmkLKKk6tqAZPxZZ2uTHP5Htq9ecS/Yse5KxfEH4imswg8I5SP8WRLElo7Bd8KfhMutPs6fIl41T8Px+eMTyNeH8D6+jexFt8mbSBw+wJtJiwor2HWVPAV7T0ccd3w/D6gQH/eSbriHa3Zc6AvcUIv/qlOzWc7vVdu/LX6Vn+IaaUTUBKK2C99VXoudrVV3MuzUeOOT5hY+jNscxrIIzJFilZ9VAz1rYyCzng/yHaQJfd/nrWQb/BDfqfyX/Dw5BP+FE94hlhb4W4p6Uw6K9L2Vo9XreOviS2YN70Wvxc9hA86p5JNOeH+cmGG+h8QghjUeR21cHfozqJ3Brp3BTp3BTp3BpM7g9BF+Gj2nEdPJnyc5fpJMQlOoy2O1zcaCzqvK7j3xeX4XD2Bh/AtYSorWZqemTs4sYDdsVWEBZ0tdvO8qH8U5H8WYBs872wPxEwu8Q93K3U6gRQI5G8f1Kt9e2RqATXJLrvIdWAi5MK18p71NWKbAtTzIglD2O7YiF4n9if1Zbje7jmvpv6/651X/Q8XXlthK5U3B/ii9bO5gf8dgT7C/kSnUGFtgyyQG4K+sJGfBvmDzpA++iuun4PPwffCP7bbPRImVHBjm/o7tbZI3y5btSGe1IkLVyvaWaqWhKW6G2G/YJ2QHhvgLfDf8E7ZEdsGvwQPwJZYnn8E/xFPrAPzXVf8tW5RHnH3ErpD9cMeuk1OwbE3arO2W9oFNKlepTrHIPmAzpBmhl+1wM1ovOeHdwreA8Si7yPJ2q2gwa9l5mqb/RFCRrEonDeyCnZCDTNqLuphnk2zSCCSMkBE1pnksFIvGprke0qN6Qp/WTT87hwfIFMP7l51FmSA6w+mBDGiSnbZdCcv8N+5J3hcjEyiLqpZFmVM1gtJ/u/drVetjp8hhiGGMMWgcmoBeJi6Uz0MvQC9CL6mWPFSATuJpkgORA5EDkVNEDkQORA5EThE5lb0ASSILIgsiCyKriCyILIgsiKwi5HyzILKKSIFIgUiBSCkiBSIFIgUipYgUiBSIlCIMEAYIA4ShCAOEAcIAYSjCAGGAMBQRAxEDEQMRU0QMRAxEDERMETEQMRAxReggdBA6CF0ROggdhA5CV4QOQgehK8IPwg/CD8KvCD8IPwg/CL8i/Gp/CpAkyiDKIMogyooogyiDKIMoK6IMogyizE7O8RXzUyArQFaArChkBcgKkBUgKwpZAbICZKV663m1GAzHZgwahyYgyS6BXQK7BHZJsUvqeBUgyVogLBAWCEsRFggLhAXCUoQFwgJhKaIIogiiCKKoiCKIIogiiKIiiurgFiBJfPtD+a23hr1M0x581rIJulf5OLmpfIysKn+JzCl/kUwrf4G8ovx5klB+koSVYzzleSI81BYJn9mER8Bh6AnoBDQFyS9J1yBN1a5DX0JrrMfY5fJph7UpbVa7pm2a1coa87kPu6fcs+5r7k2z7rKb6WYL86rnKB4t5HVVjqO8BeFDBGWfqvWxbuTtxnO2B3/drNuo/0q/1UGvd9BrHXS2g77eQc0a9gB1qSedThIME6dpY0u4V6xCiXB7L55M567c3C7s8L2iRBcrtteIwG9Cc9A09AqUgOJQFApBQrV1ID5t7KoOuQi1Q22QLlOQpiZCSEO9x5hnXjrtfOolNTJP+x5wC3Z7DFay2w/DPrLbjwuzhl4h7fJbEf0QOzcDn7XFDXRfrtj7tliAXbJFN+xxu/0e2KN2++fC9NKHiHBJdLjqQ7hv6Udt8TDCjthiLyxit4dldAcShdC7l6bJDXioSu2uZAra4gBsly3uk9Ee0i43nrpJVE1vEySdO5jQrXmadlFjs/hKvCVuAv8HFhbH4wu95IJdD5Xow0atWIy+i2BT2GatjMfnw1zVLekfiunQafEOxqKhK+JtcY84Fy150Pwa5n1apbDFK3qJzRhbxYSIiXz0hhgVD4pj4qh4PIR2WzwmFuU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);} 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);} 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);} 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);} 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);} 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);} 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);} 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);} 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F2GsNNDumH+gtcg7jefRGPta1PP+S0BLmaI8S54bqBp9AO8YyuUZ/KmU9g3SnmmpmSH9J8jYDbQUz2GnwDsP2hFIsYimok0vo5DWg+Zg/inK+5dRnwekAQXcj9uA5qMuxT5BmcY5XivNQp9S5j2XWRXeB2YezbRuo8EoywMGANOt9fSA8ns1MAeYapyW/jc5W2m2Yi7WuFD53gJhIktkUe7LIgB48CbWPA+0FjiMNuFADvFg+apcljQDZKHyrcaarkkE8He0yCIOmLMO8y8E3cZrieF/SQuAL6AhkUUsWBb+3Cm8V5Z9Aio60Aatsutkb2GWveyHy9uhwpcG5U8CqvpdDdoRNBl7XKc4rXgR+B14MAMYx+cCqHHGy/i8p56o/5mM479X83lBm/lK5d1MU1ovlG1AZ527sgWt9U7Z+2gFP+s6S+Ip9KUUZ034wucgjg6Tc4mz0RrlM6vnpivW1D14Z31hmV0s5fPOZ07OO8tXzz2fvXiKPa9hHjvPEkGW/l7roPjgB8YbFiPrsPOctJkh9uCoyLPEPgh5mTTbavB2ot1m0fVusDkLxUYwrymQg9rJFPcDtltor7x0/oY+O6jE7Qb6Mfg5Suav1vPGOl9q7aeZxjvUTflDAZ+cp3CWXqOlzny6g/fvZPt7Rt012N9I0MuACdYQugIYqva50DxPl1pPwkazXSukp83Pabu1DfyAD0iGXU3CmsPYZxLW4F6O9WM/ycNRRvJeGZwRtQHbAx24WBkpT5udN7Y3fOZ1rL7NzgP4F69vsrchlIr5fx675qBfeAz4N9X3EarLieYJafkl0fX45zQzOK9GQeQYcArzvA68qv0mxOx5uZnhbVY9r9A9TozuOV6/N0IPsmlM9JxvooegW6X2JXQLUKq6OTZuPS3OWzwN9N2MeBGnFvbwEurE/sr9Kd0ElKpdZ31OYp3n9eB5ssyVTdeYb1MO6llfU9lv6rxJak+OOXlReRD2mY56El1b5H2gPnKF+s9r2X9pGc9XLOsfRSXQu3FAvl0J37dK9K1TtN0O0fWwdUDWtlTss+93uwDfMK+jscZm6P4RljnqDokPXqqA/feekfkb6SHhSy3wMk2xPcybQT1jUKmoBpKtWlolEL/tHVPssqbQ5SwvPWup1qeIZTY38+kpVg14yPz7Jo1lXQQuQzn7ralKfX1sxHqxX9kj7K1ZK/GRaW6klcojbjs9XAQbWoVz90v0ux/zFlN35zHgLGU5+dCVVRhnHHWx7qeV9hvUm2F8RDnAgNAasgyLhgC9gU4mQX9yvXPGce8TjuE4ttN47UGN344z0K6AoTEZYxADdeQj1AG0D3CfD3nvDYwCfgvsVvB47wCPx+DL4OVe0D8D/YGJeD8DPA3U49003vPOh3rRYNNADPO+F5H1pNDaeKDtrT68ExKXEf0QtFKxR/Ejf13eHxRntfwXsTAHUQ8GnocTNdUTRW4Baoi+mA2KuLgJmhbZSOQtAv0t0AnPI0EH+O2854Fh+s5tt+L9zgugVNBsxVhgDtpUgp4GVgPXK8ajfBpoF5KfzLfbn8tbgefPQSf483H/yLP+/IJNOvcS4CDW/GvQPfqONTdxnx7o6wAP6fxYS2QHaC6wHm3g1SJT/bkjT/hrj3DdUzrfl/BcqP2eBE747SIRlE1Ef6zbu8vfU+QVHfcuH5G3QddgYN7DGOXRYGBa64is8ffo8RzVut/tOjfW2vQB6gYBV+J9ObASMjwCzAQOqu0pEd+EPAPYZb5Ad8Jmsf7uga8d5BZRH/NV6uOs8951K+gHzk7vf2HffhHkH9ZBieumaXxaGMS27M81v+gY5B52P/98R/MV+GnJPWCLnRoq4rzDWUxz4J+nSazMNroR9mg9TUK7Cslp2KagzDqOWITt31EqN1+nSeYvYRPQxpqGvXG770gsl2SdoIdByXxY6kucTLrS+pgWw6dMthdj7EeoM49p78KYP6EvOS4tYzuI+Y/IXOw7QbkMc87FczeOG8IG9WTK9hJ1N9p3UGqMj7tH86IqtlmOCft1LWU4d2Gu49QTMc1a2OA74MvuRZtVoDXWYfjUcioX9EGucgj5xDsY7wnM2xF+ajldwXNYH4Fnflx/jOczD2EPh2C3y6NxcKnwm23ox+Kvh2mOOExipJmISdJgh6vw/KzE4SMk9sr36tl3hesoHP4B2hDaHBfZrrTOe59xvCcyr9MYgfs/J3lilTsC8aNJg7ittOd+G2D3Y3POOs2J9gqPulrnKeQcovGSa76J8k10ZzgZMUl/tP8/6uLWy9y8xiHhkfKcJfr6EeJH7M0sw15TJU8ssbcir4OfRPkaQYjW2GmUJjzw4/USpZKvmo00XGJLEr/TUfzNMzQNPrDaqcO49dTP4fZcXkHXyHOt50XzKsQDPD/qSsQPcq470jsq8UMdpbkjZa5kXoesh30fxkgupK86w+kS+Kd+2G8/9wD2Optq7HLvC9Zldx7e5yI3WUxl0MN7wxvB2zdRb0osMFbOhkt3R2OZFYg7BoDPSsPn4A9fQ/ly6OVllMXzuflUEswL3n9d1r+V0mELfgrAbnkP+GjaB3veF6gQGWLdEts3+jJm3pknoM+PYm9VOE9lyBU2oXwf4gqWP2TAOiBygPxl7xcogXZwusLff0F9RX/ADzcJcn2eqpMM7PNm0d0R1iYaEeQRktv4siI560pZZ1huzl+pm/1D6B10h+UXQ+UsOEepg70A8yplPY+udQPa/Bl7hJ6KruiaotQf66bgLLGMW4vBoznrQc1/lMbzhSnHPTH8FdpqjArdZ/3jsyI6FEeD/fJZZH3kMyO6GshH+RSldVQmsf51NNP9PnRlG01x/kiT7DGwMTfQpPBl0MFnKI1zAfd2zSF2iM3sav+EhnPuxjFpwLMgdwhySN/vUQ7oAlDEBgQ/7t0IzIOucdzwgvrtbIr+uKzpnJbPUv/PPhz9vfl+vXerXxdJ1frZfhv+NW3RuAF+OvI34IwPfhdfXKjjztIyRmel+xArreA6a1nobFDPvi94NmfT45gk374bcu5JU5FrF8EHZNvz6DFjPm03TsMmPk7b7WX0NL9b66m/tQC6+ygV26+g/CDiNJSbnLuvhd6cQd/baYU9FHKaBxvxNiXbI5D7oJ/zLSqwf498ph7jKMwiOmxFAEQriGkJ+jYROpMu52MdxliH5xDsIfQLOvqw1YlGse+D3+kk9q9RcvYStZ3jFf0gs9HWI3Rj9O7nJPIAtnGAnDnf993g9IGNPEbXR+N4vpN7m/LNM1jnaeosdpDPJusdxmD/ybphNlAPuwaxw5M0FCDzKRqAtn0Ylkl9zXuob2gh4oR/0JfNHXS12YOyrd50pfld6m1+D7a+H+Wa36di82uIdbfi+bvUy1yCPCrV+9y0KVXQi3Kt51Hei/JMPya+imEcpGHAEDOTBnOsbLxK/azlKD9DV5gT0C4Z5/F6zMnIpKtCL1KS1I1GbMDtTnqfmhOpg5mO/OCk95k5Bu2OAmE/9ka+MIjbS7t0GihtRmNcbePOYd55v+KzwfG3m+G9iHfGFuS+OxjIAz3UvQR+Zso904dY41s01fkcOZSfw3WRPGqz5FLJlt6Zcizv9BX7wjbphph7Vc7RxrE/MnfLvWtYfBvyLcu/qw3yywt55XVyJ13tx3/ow3nkEOHr1eAR8ykJ/MplXoY+pHQG80vyp2+Ty7wQ4Nn4Dkz8GioKlSCPvh66tRyyWY5xbvZOmjfTUOM8ZAPeQ/YDJXcpoE7gewdzJDk4Y1cbpygPyGGeGv9ErvtPzP97WUd/49/EucMjPrzFGsv/KQ4zfEi+IPF0jL1OfE8XczcZc5fYOr3IO0uRJ8up5R1lmxTxw499UDro0eAuJ55aMfeSaNcYR7exz2K9iKdt8KHKauOuMubOxG9ffqFfgrvLgM5q7w4z0V1mAnrpRd9plks8GA5o4Jfaoy38ZHn0XjDhPajIagulRO815G4P/nyXHyNbie/HmSa1U98+vTgd7NpaPdbJ31BK9L61xT1hHB3dar3ew7ZH42XkBHew7dBm99EJqOSAbUDz0zznY/hNH6mKsQzJGRPA6eF9wnCRRcdCcss24FQjnwHCPYnikMYAryt9eHsU7yl+zTBDFGJYNZirOdIEib7XsBw2eO8BDeEyzAW4+3yI/24Dzv0UciPocysVu9u9s5zftokDXgMjjEyB4Z4P4J1lBHwP+BjwBXvO5H1H1xzMr+P+F3IMIHJsXy7gT7X3SUu5eGcZ7e8bcr2Ifbe1diA5eIbdOAWc8ynft2GMROt+l8YAk93plAuMY5t64Y4R/Qq8R9nms59QPA4853/r8k6Z+xAz7aPJsX1a6AHfgzD0Xb8zZjnvek3uDbSQz4H5Anw0gDE2JuKP+z9UDP370F0LesD70JkPX76FDgNvwVYSciQKqFELgIbKJI+T7+ghjq5rg1zAewPIBA7Df09EjMR58XVh7S/fXSr4m170XnYVU4z/4xgsQR++n15p7KdR6PeOjjdJ434Bz4u67FAjlSGmB8C3LTQLuAmx7Evg132h8kil5gJBvxTFpfzOPh7gb845wEAzh74hcanhxzpyP4tntfulGm+4QJr64+7hOtqYtB/+GVGL25l2Wul0H+pZX8T/hXf4vJK7Mf/ujJ978FjY0wNuGuLck5QdboTvOUGZ2NO9iA/LrP00A88GcoM5+v06D1gIlPK3bOApP4cNPWlRKCWeMsyzyOVPUI6zll63d9ID/B8E4UkBrbZuIwNlE9z60GP23lB3Y7C3FGU5QIZVS7fJt2RGPW1Av9useqO3VR+y7VrvnE2hN+1aY7U8t6DxCB3x65gyYuv+0/KLAfjbDEY96Fx5RgaL/SwBHOMNWsBgvXQbQxuBmoCCbyba/Nx6iW4F/RWQzUD7ReGc0LPhitBf3LJQsUOho8AUaySNsEciRq+j2600xM5Ef3REBtAd+aaNHKDBO8PfkDQG5Hj9lWbxox8XyrcwJx16doTC4a8hvvmHxChZVilisnvQdhfdyP+HgP4WAdugQ58y0G8dg/9bEQDlTzMw16d8DszLIf9/0RzgFszF34mzOLfle3XJVzm3RZ4c5MexeTDnt5rbzuQ8NxaSWwdokWN7u43T3n4/v/Z2N8uvkVsHeXU0p06QT/MaeVzux23sGbL/8Qr5tiD2aQvNxV5/F9pL3wLm8n9DfPA3FPmO0gn0ILAd4Ht6MwbdLoC/f0SylC5RbNLvEE/EtNW+0i62bRz4O0c8WitP1O4C+L8PoAeAz5S+p/Rlazo9EYdJwFSljGIzhYpB8xWTgYHABJQz7QP0VfQHclHOzxlAV2CI4iqUZ2v/iTGYjfKJCdZRovXFQVttlwsUAEUBUF6kc+THzDcE5flxcwXjzIsfO2b8+HWUA9OBryotR7tZoMOAoQp+HoZypuOBcbFAOdNligLFcJQzrYlHK+uI38dktGNeXhWzZ+Z3hvI5V+URyKaPymWCym9yIFOVY3GMzEX+Kvdm64DODFXdEf1RBHp1QO4w2onv+DsL8L7GxEx3xqK9OBZt6hW/YbSsR1yzjzbINydQ/c42DvQtvS98Efgr8HegATgEHAV+Q9T0vk9lX3tjwO8Po36/TyMP6vlmbPSp/7Me9SoEbLfYBsL2BBAbBpuH9oXAHQz+nvX//N3JMnic7cOxDUBAFADQf47OaMa40hiGuNJwxlAQqmuUIvJe8iIu00fv97Q+3N7flXaeI/rxXNvDoqqqqqqqqqqqqn94ANmVatgAAAABAAAKGwFSAFQAXAAGAAIAEAAvAFwAAANNA1QABAABeJydVd1uHDUUPpOkbTZtwwW9qipkkECplJ380EqoAqGk/9JWqbr94aI33hnPjpvZ8Wjs3VXyGEi8A0KoPALvgLjgijeAC8QD8PnYm2zTJUjsaGY/2+fPx985JqKPkpoSCr+X9DbihD5IPo14iVaSryNepuvJccQrdC35OeILtJ78FfFF+nDpZsSX6Hj584hX6drybxF3aH3lcsRrib74Z8SX6cbqtxFfobRzNeKrdLvzfcTrdH3tGiJJVjoY/chReZxgLxciXqLV5HbEy3QruRfxCm0k30V8gW4kv0Z8kT5bSiK+RH8vfRXxKm0sv424QzeW/4h4bemXlesRX6YvVr+J+Aq9Xv0p4qv0pvNlxOt0q/M73SNNQ7wO7zEpyknglRhLoIwMNXRELUuVmBW0gdmb+N+lbdrBK+ghpAzWK+gLugvcQst/Jds1VFNKa7xyvrVdoGcxikesvQn0GPoZLNA9PdROH6tc5NJJkZnmqNXD0omN7KbY3d7ZFg+NGVZK3DVtY1rptKnTtbtnxXbFM5h4JN2meFxnsNtDQAO4nQ9YUB+jmiyW9UAFY6Iva0zsQ6JCkLRvKnz3IJRBvcaUNyKoi/c/jO7ZTNW5akVXvGf/fFVx6v+MpgjxvGRVe6K4i9xt40mRYXqpWuvld9Pt7XRnsa+Zp+4iT95RNzhaHKfmGD19HK/4pIzw39Ih5gwV5x6ygJxiSlqsKB7lbNXbfgGJPks9ZU2fdMfeapZ6vsDjATwW0M+YnjPJjG17mgfLBriMx/eGxkxSC0mvN9ub9SScy7m2QgrXylyNZHsoTPEusUSrhto61WJS1+JF2k/FU+lU7YSsc/H8RPGgKHSmeDJTrZMQNq4EN96MW21znXlvNl3EtMXVdsquuUogZM5nbMJ5eMLifmyDSt+piRJPpHPKeuF9CNiY/HCwe5yUEUb+wKZIl09OyVjyoedszld3HTUHqHdxrmMRdWUkT43HQDbsxutsRlIU/LXst4YPATwrCcv50Eyu+SgEH6tkkgRijrDqWDbDfIXnKHa6EfIYvA5iL5tyZyxP9g75jz9h+p3mIlC6iDUneLYBNhz7LHtdPjkfv+KoPJLcaQfQqNhPiKNk4kqmnYo0dBztLEt53JWPsOGZLt1nyvr+qmImX6Ev9xZaDNmaLxvLZT7hvJ3arjnanOfMSWa9VBU9hR1X3P8PT06lYDaG7OVsrfsv+S04Ny56NRxRjiecc2CUge6YTy2UeuC6ey9zkvNrol6DFe8rxDIKpbsvLUoRhbvX6pHZFNNSZ6WYSityZfWwxuLgSLxbCAKrEqVe12aCMpqoTZR10Spb6noorO+6VrW6iCaEK6XzjWGkXKszWVVHuKdGDVQHuJim2pXeu6x+SEMU6BoFWrLQo6Y1Ew6va7NWqRp+ZC4HutIONkrZygy9BA1FZ5Z7BVqEaGTdvT9uTaMQ5KuHvVNBhBX6jDXVRFmWrpXKre9TObZYQQmOK2MO/VYK0yK83JXduXgLUzuoGiHzHHtGokw2HvkOhq7iZsHJrDVYayrpYGXkO1XJNd7QHdrCM+Un5Uqf719Z7F5p5McWFJ1r7mxtTafTVMYmlqGHpQhq6/+b9RRpmMzzDaplWnibI9DlXNfuqFGRJK1NSzeqwvUX3M765HiuM8+qqI+rrcfXUBNr/0FkvThjwfe5s3f3Tri1e7gfak/eMXd1f5b9xz1x0IAmD3BGIgpsitn9vuMv93fTFTqQxtjxxi3XT8rJGmL9AJH1TtIAEurG2dTqKjXtcOvgQY/+AVN6gix4nG2cBXjb1tfGL4OTwpiZqaulaxo7jrR11FHH5CZu4jWJ00C7jpmZmZmZmRn+Y2Zm5u2zrTeJoy99nuTcI7i/qytH73skuYSR+r//ViKvkTH+JRar/qKEEU4EkUQRTQyxJEGaSDMZR8aTCWQimYfMS+Yj85MFyIJkIbIwWYQsShYji5MlyJJkKbI0WYYsS5Yjy5MVyIpkJbIyWYWsSlYjq5M1yCSyJplMksQjPnEkRdIkQ7IkR9Yia5N1yLpkPbI+2YDkSQspkFYSkJBsSDYiU8jGZBOyKdmMbE6mki3IlmQrsjXZhkwj25LtyPZkB7Ij2YnsTHYhu5LdyO6kSBm5mBxCDiX3ktPI5+Qwchw5mpxLriSXUE6OooIcTE4mP5KfyLFUkiOoIu+SH8h55CryC/mZ/EouIteSJ8nj5DoynbSRE0g7eZqUyBPkKfI8eYY8S54jX5AZ5CXyAnmRXE86yPfkRPIqeZm8QjrJV+QbciTZg5TJTNJNukgPuYBUyCzSS/pIPxkkA2Q2mUO+JHuSvchcsjfZl+xD7iAXkv3JfuQAciD5mnxL7qKaGmppgjbRZvIP+ZeOo+PpBDqR/EcJnYfOS+ejlM5PF6AL0oXownQRuihdjC5Ol6BL0qXI7+QPujRdhi5Ll6PL0xXoinQlujJdha5KV6Or0zXoJLom+ZO8RifTJPWoTx1N0TTN0CzN0bXo2nQdui5dj3xIPqLr0w1onrbQAm2lAQ3phnQjOoVuTDehm9LNyA3kRro5nUq3oFvSrejWdBs6jW5LtyN/kb/Jx+QTuj3dge5Id6I7013ornQ3ujst0um0jbbTEp1BO2gnLdM96EzaRbvJ3bSHVmgvnUU+JZ/RPtpPB+ggnU3n0D3pXLoX3ZvuQ/el+9H96QH0QHoQPZgeQi6jh9LD6OH0CHokPYoeTY+hx9Lj6PH0BHoiPYmeTE+hp9LT6On0DHomPYueTc+h59Lz6Pn0AnohvYheTC+hl9LL6OX0CnolvYpeTa+h19Lr6PX0BnojvYneTG+ht9Lb6O30DnonvYveTe+h99L76P30AfogfYg+TB+hj9LH6OP0CfokfYo+TZ+hz9Ln6PP0Bfoi/R99ib5MX6Gv0tfo6/QN+iZ9i75N36Hv0vfo+/QD+iH9iH5MP6Gf0s/o5/QL+iX9in5Nv6Hf0u/o9/QH+iP9if5Mf6G/0t/o7/QP+if9i/5N/6H/0v8YYZQxxplgkimmmWGWJVgTa2bj2Hg2gU1k87B52XxsfrYAW5AtxBZmi7BF2WJscbYEW5ItxZZmy7Bl2XJsebYCW5GtxFZmq7BV2WpsdbYGm8TWZJNZknnMZ46lWJplWJbl2FpsbbYOW5etx9ZnG7A8a2EF1soCFrIN2UZsCtuYbcI2ZZuxzdlUtgXbkm3FtmbbsGlsW7Yd257twHZkO7Gd2S5sV7Yb250V2XTWxtpZic1gHayTldkebCbrYt2sh1VYL5vF+lg/G2CDbDabw/Zkc9lebG+2D9uX7cf2ZwewA9lB7GB2CDuUHcYOZ0ewI9lR7Gh2DDuWHceOZyewE9lJ7GR2CjuVncZOZ2ewM9lZ7Gx2DjuXncfOZxewC9lF7GJ2CbuUXcYuZ1ewK9lV7Gp2DbuWXceuZzewG9lN7GZ2C7uV3cZuJ6+TD9gd5E12J7uL3c3uYfey+9j97AH2IHuIPcweYY+yx8hb5G3yDnmfvEHeY4+zJ9iT7Cn2NHuGPcueY8+zF9iL7H/sJfYye4W9yl5jr7M32JvsLfY2e4e9y95j77MP2IfsI/Yx+4R9yj5jn7Mv2JfsK/Y1+4Z9y75j37Mf2I/sJ/Yz+4X9yn5jv7M/2J/sL/Y3+4f9y/7jhFPOOOeCS6645oZbnuBNvJmP4+P5BD6Rz8Pn5fPx+fkCfEG+EF+YL8IX5YvxxfkSfEm+FF+aL8OX5cvx5fkKfEW+El+Zr8JX5avx1fkafBJfk0/mSe5xnzue4mme4Vme42vxtfk6fF2+Hl+fb8DzvIUXeCsPeMg35BvxKXxjvgnflG/GN+dT+RZ8S74V35pvw6fxbfl2fHu+A9+R78R35rvwXflufHde5NN5G2/nJT6Dd/BOXuZ78Jm8i3eTK3gPr/BePov38X4+wAf5bD6H78nn8r343nwfvi/fj+/PDyDn8wP5Qfxgfgg/lB/GD+dH8CP5Ufxofgw/lh/Hj+cn8BP5SeR0fjI/hZ9Kzuan8dP5GfxMfhY/m5/Dz+Xn8fP5BfxCfhG/mF/CL+WX8cv5FfxKfhW/ml/Dr+XX8ev5DfxGfhO/md/Cb+W38dv5HfxOfhe/m9/D7+X38fv5A/xB/hB/mD/CH+WP8cf5E/xJ/hR/mj/Dn+XP8ef5C/xF/j/+En+Zv8Jf5a/x1/kb/E3+Fn+bv8Pf5e/x9/kH/EP+Ef+Yf8I/5Z/xz/kX/Ev+Ff+af8O/5d/x7/kP/Ef+E/+Z/8J/5b/x3/kf/E/+F/+b/8P/5f8JIqhgggshpFBCCyOsSIgm0SzGifFigpgo5hHzivnE/GIBsaBYSCwsFhGLisXE4mIJsaRYSiwtlhHLiuXE8mIFsaJYSawsVhGritXE6mINMUmsKSaLpPCEL5xIibTIiKzIibXE2mIdsa5YT6wvNhB50SIKolUEIhQbio3EFLGx2ERsKjYTm4upYguxpdhKbC22EdPEtmI7sb3YQewodhI7i13ErmI3sbsoiumiTbSLkpghOkSnKIs9xEzRJbpFj6iIXjFL9Il+MSAGxWwxR+wp5oq9xN5iH7Gv2E/sLw4QB4qDxMHiEHGoOEwcLo4QR4qjxNHiGHGsOE4cL04QJ4qTxMniFHGqOE2cLs4QZ4qzxNniHHGuOE+cLy4QF4qLxMXiEnGpuExcLq4QV4qrxNXiGnGtuE5cL24QN4qbxM3iFnGruE3cLu4Qd4q7xN3iHnGvuE/cLx4QD4qHxMPiEfGoeEw8Lp4QT4qnxNPiGfGseE48L14QL4r/iZfEy+IV8ap4Tbwu3hBvirfE2+Id8a54T7wvPhAfio/Ex+IT8an4THwuvhBfiq/E1+Ib8a34TnwvfhA/ip/Ez+IX8av4Tfwu/hB/ir/E3+If8a/4TxJJJZNcCimlkloaaWVCNslmOU6OlxPkRDmPnFfOJ+eXC8gF5UJyYbmIXFQuJheXS8gl5VJyabmMXFYuJ5eXK8gV5UpyZbmKXFWuJleXa8hJck05WSalJ33pZEqmZUZmZU6uJdeW68h15XpyfbmBzMsWWZCtMpCh3FBuJKfIjeUmclO5mdxcTpVbyC3lVnJruY2cJreV28nt5Q5yR7mT3FnuIneVu8ndZVFOl22yXZbkDNkhO2VZ7iFnyi7ZLXtkRfbKWbJP9ssBOShnyzlyTzlX7iX3lvvIfeV+cn95gDxQHiQPlofIQ+Vh8nB5hDxSHiWPlsfIY+Vx8nh5gjxRniRPlqfIU+Vp8nR5hjxTniXPlufIc+V58nx5gbxQXiQvlpfIS+Vl8nJ5hbxSXiWvltfIa+V18np5g7xR3iRvlrfIW+Vt8nZ5h7xT3iXvlvfIe+V98n75gHxQPiQflo/IR+Vj8nH5hHxSPiWfls/IZ+Vz8nn5gnxR/k++JF+Wr8hX5WvydfmGfFO+Jd+W78h35XvyffmB/FB+JD+Wn8hP5Wfyc/mF/FJ+Jb+W38hv5Xfye/mD/FH+JH+Wv8hf5W/yd/mH/FP+Jf+W/8h/5X+KKKqY4kooqZTSyiirEqpJNatxaryaoCaqedS8aj41v1pALagWUgurRdSiajG1uFpCLamWUkurZdSyajm1vFpBrahWUiurVdSqajW1ulpDTVJrqskqqTzlK6dSKq0yKqtyai21tlpHravWU+urDVRetaiCalWBCtWGaiM1RW2sNlGbqs3U5mqq2kJtqbZSW6tt1DS1rdpOba92UDuqndTOahe1q9pN7a6KarpqU+2qpGaoDtWpymoPNVN1qW7VoyqqV81SfapfDahBNVvNUXuquWovtbfaR+2r9lP7qwPUgeogdbA6RB2qDlOHqyPUkeoodbQ6Rh2rjlPHqxPUieokdbI6RZ2qTlOnqzPUmeosdbY6R52rzlPnqwvUheoidbG6RF2qLlOXqyvUleoqdbW6Rl2rrlPXqxvUjeomdbO6Rd2qblO3qzvUneoudbe6R92r7lP3qwfUg+oh9bB6RD2qHlOPqyfUk+op9bR6Rj2rnlPPqxfUi+p/6iX1snpFvapeU6+rN9Sb6i31tnpHvaveU++rD9SH6iP1sfpEfao+U5+rL9SX6iv1tfpGfau+U9+rH9SP6if1s/pF/ap+U7+rP9Sf6i/1t/pH/av+00RTzTTXQkuttNZGW53QTbpZj9Pj9QQ9Uc+j59Xz6fn1AnpBvZBeWC+iF9WL6cX1EnpJvZReWi+jl9XL6eX1CnpFvZJeWa+iV9Wr6dX1GnqSXlNP1kntaV87ndJpndFZndNr6bX1OnpdvZ5eX2+g87pFF3SrDnSoN9Qb6Sl6Y72J3lRvpjfXU/UWeku9ld5ab6On6W31dnp7vYPeUe+kd9a76F31bnp3XdTTdZtu1yU9Q3foTl3We+iZukt36x5d0b16lu7T/XpAD+rZeo7eU8/Ve+m99T56X72f3l8foA/UB+mD9SH6UH2YPlwfoY/UR+mj9TH6WH2cPl6foE/UJ+mT9Sn6VH2aPl2foc/UZ+mz9Tn6XH2ePl9foC/UF+mL9SX6Un2Zvlxfoa/UV+mr9TX6Wn2dvl7foG/UN+mb9S36Vn2bvl3foe/Ud+m79T36Xn2fvl8/oB/UD+mH9SP6Uf2Yflw/oZ/UT+mn9TP6Wf2cfl6/oF/U/9Mv6Zf1K/pV/Zp+Xb+h39Rv6bf1O/pd/Z5+X3+gP9Qf6Y/1J/pT/Zn+XH+hv9Rf6a/1N/pb/Z3+Xv+gf9Q/6Z/1L/pX/Zv+Xf+h/9R/6b/1P/pf/Z8h5CZys6GGGU5uI7eTR4wgt5BbyaNGkoPIQ+RwcrVRRhtjrEmYJvKYaTbjzHhyH7nfTDATyT1mHjOvmc/MbxYwC5qFzMJmEbOoWcwsbpYwS5qlzNJmGbOsWc4sT34zK5gVzUpmZbOKWdWsZlY3a5hJZk0z2SSNZ3zjTMqkTcZkTc6sZdYmx5h1zLpmPbO+2cDkTYspmFYTmNBsaDYyU8zGZhOzqdmMnGE2J2eRM8l3Zip5mFxKTjJbmC3JOeRycrzZipxCTjVbm23MNLOt2c5sb3YwO5qdzM5mF7Or2c3sbopmumkz7aZkZpgO02nKZg8z03SZbtNjKqbXzDJ9pt8MmEEz28wxe5q5Zi+zt9nH7Gv2M/ubA8yB5iBzsDnEHGoOM4ebI8yR5ihztDnGHGuOM8eTO80J5kRzkjnZnGJONaeZ080Z5kxzljnbnGPONeeZ880F5kJzkbnYXGIuNZeZy80V5kpzlbnaXGOuNdeZ680N5kZzk7nZ3GJuNbeZ280d5k5zl7nb3GPuNfeZ+80D5kHzkHnYPGIeNY+Zx80T5knzlHnaPGOeNc+Z580L5kXzP/OSedm8Yl41r5nXzRvmTfOWedu8Y94175n3zQfmQ/OR+dh8Yj41n5nPzRfmS/OV+dp8Y74135nvzQ/mR/OT+dn8Yn41v5nfzR/mT/OX+dv8Y/41/1liqWWWW2GlVVZbY61N2CbbbMfZ8XaCnWjnsfPa+ez8dgG7oF3ILmwXsYvaxezidgm7pF3KLm2Xscva5ezydgW7ol3JrmxXsava1ezqdg07ya5pJ9uk9axvnU3ZtM3YrM3Ztezadh27rl3Prm83sHnbYgu21QY2tBvajewUu7HdxG5qN7Ob26l2C7ul3cpubbex0+y2dju7vd3B7mh3sjvbXeyudje7uy3a6bbNttuSnWE7bKct2z3sTNtlu22PrdheO8v22X47YAftbDvH7mnn2r3s3nYfu6/dz+5vD7AH2oPswfYQe6g9zB5uj7BH2qPs0fYYe6w9zh5vT7An2pPsyfYUe6o9zZ5uz7Bn2rPs2fYce649z55vL7AX2ovsxfYSe6m9zF5ur7BX2qvs1fYae629zl5vb7A32pvszfYWe6u9zd5u77B32rvs3fYee6+9z95vH7AP2ofsw/YR+6h9zD5un7BP2qfs0/YZ+6x9zj5vX7Av2v/Zl+zL9hX7qn3Nvm7fsG/at+zb9h37rn3Pvm8/sB/aj+zH9hP7qf3Mfm6/sF/ar+zX9hv7rf3Ofm9/sD/an+zP9hf7q/3N/m7/sH/av+zf9h/7r/0vQRI0wRI8IRIyoRI6YRI2kUg0JZoT4xLjExMSExPzJOZNzJeYP7FAYsHEQomFE4skFk0sllg8sURiST3YU548OT8ZsdVWZpf6+tsqfSXePZhU3eX29sqAzncX2/oqPboYRZWf3leaXVLFetD5SkelpzRTF6PYVGgr97UNds/oKu3Z1DbSThSqXRXb2ko9A4m24aZqbSvWumyPQmu1/+KADgAsARhEwFI9JIKRjkrDTR1gGKUoqiDqsVQPTRs2DKqjYVAbjvTVMdxs3rCt0t1dRNLRkDRt1NBP50hbbDS92Cc6q7/UlIFyV3tJletBT8GRlHEkU6IjKUdTNwVjLkeRTdmYlfdo2riBscdIu3mTxlHNHJV09JVKPV3FnvZym9q02DY4UFJd9dC8aeN2XQ2J2jSaoK56EJtWj150VX+pzaP9e6L9N2/cv6dx/82j/XuiCe4p9lb6B/oqvZ0lHvR08FJPh56Kg6/g4KdGB1+ph3FTOwd7Oop9g91dxcGBcZXGTG0VjaEvGsNWjWPoaxzDVtEY+qKwdbRXfz00bd0wjf0N07hNY28Djb1tE3UzEM3INrVTOlA7pdOiUzoYndJpOKpBHNW06KgG60FO6yv3dMjB2u9x00Yd4WBjpqfh1A/ir2a7htHOaWjv0NCeO9JWO0bHulc9JHYc+RjvNdyUXZWejv76n3YyOxkxiegh+ogOMYWYRswgZhFziHnEFsQCYitigBhGMQd+DvwcuDlwc+DmwM2BmwM3B24O3By4OXBz4ObAzYVyamelr1p+1n5Hy/I45jzYebDzYOfBzoOdBzsPdh7sPNh5sPNg5wM5rc4cHGG24HhbwG4BuwXsFrBbwG4BuwXsFrBbwG4BuwXsFrBbcNwtmO8C5rsAfgH8AvgF8AvgF8AvgF8AvwB+AfwC+AXwC+AXwC+A3wp+K/it4LeC3wp+K/it4LeC3wp+K/it4LeC3wp+K/it4LeCH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4Afgh+CH4Ifgh+CH4Ifgh+CH4If5hL52rUk+jMvDjd1PohisRRd7ab2dxX7O6N2ZaRd78WbPBkxiegh+ogOMYWYRswgZhFziHnEFsQCYitigBjNhpcEPwl+Evwk+Enwk+AnwU9mmrduvFr3NyTYAiNJYiRJjCSJkSQxkiRG4mEkHkbiYSQeRuJhJB5G4mEkHmbCw0x4mAkPfA98D3wPfA98D3wffB98H3wffB98H3w/bfeYVL2id5X6+7EEI/AxAh8j8DECHyPwMQIfI/AxAocROIzAYQQOI3AYgcMIHGbAYQYc+A58B74D34HvwHfgO/BT4KfAT4GfAj8Ffgr8FPgp8FPgp8BPgZ8CPwV+CvwU+Cnw0+CnwU+DnwY/DX4a/DT4afDT4KfBT4OfBj8Nfhr8NPhp8DPgZ8DPgJ8BPwN+BvwM+BnwM+BnwM+AnwE/A34G/Az4GfDhBDw4AQ9OwIMT8OAEPDgBD07AgxPw4AQ8OAEPTsCDE/DgBDw4AQ9OwIMT8OAEPDgBLwc+HIEHR+DBEXhwBB4cgQdH4MEReHAEHhyBB0fgwRF4cAReDnwUO14efLgCD67Agyvw4Ao8uAIPrsCDK/DgCjy4Ag+uwIMr8OAKvDz4efBbwIcz8OAMPDgDD87AgzPw4Aw8OAMPzsCDM/DgDDw4Aw/OwIMz8OAMPDgDD87AgzPw4Aw8OAMPzsCDM/DgBDw4AA8OwIMD8OAAPDgADw7AgwPw4AA8OAAPDsCDA/DgADw4AA8OwIOie1B0D4ruQdE9KLoHRfeg6B4U3YOie1B0D4ruQdE9KLoHRfeg6B4U3YOie1B0D4ruQdE9KLoHRfeg6B4U3YOie1B0D4ruheCH4Ifgh+CH4Ifgh6Ht6CvOLlWlb7qta3qtVV/nT/ZsvSZpWOIQU4hpxAxidlxnpTKzOL0yu3GvPGILYgGxFTFAjObCh5770HMfeu5Dz33ouQ8996HnfhKjSGYRc4jgQ8V9qLgPFfeh4j5U3IeK+1Bx3/Oaqxo5vdRVmTNyUJByH1LuQ8p9SLkPKfch5T6k3IeU+5ByH1LuQ8p9SLkPKfch5T6k3IeU+5ByH1Lu++D74EPIfQi5DyH3IeQ+hNyHkPsQch9C7kPIfQi5DyH3IeQ+hNyHkPsQch9C7kPIfQi5DyH3IeQ+hNyHkPsQch9C7kPIfQi5DyH3IeQ+hNyHkPsQch9C7kPIfQi5DyH3IeQ+hNyHkPsQch9C7kPIfQi5DyH3IeQ+hNyHkPsQch9C7kPIfQi5DyH3IeQ+hNyHkPsQch9C7kOofQi1DyH2IcQ+hNiHEPuZQA5Ueir949rLpb5Sf7m/niXyXb2dxXrTFnsqA6WuUrnYHPT2l6vVe32xCQawfkoFreap3eXavYcomdawcWJqd6kj2miecnXzUSxZZ4mW0kBRblisOmkNjtixuohXOXKbzmpL1EByk2Jvb1FtWuye3l5kmw2yzQfZ9mUNMtuizLfqrMityx3dRb5NcVBjFHyLzjIvVH+26C83T2kYwQRsMJQnisMH3lxqPNzS0OGWhw53/sHRu0YHU99fTK8dTEftYGR7qWugqNGX2Kt2SLWVA/VDqnUmZ9YPqSs6pJ5BtmdZV6Lj4X2dFdVfO5ikrAc+UD0mcHlv9Xjaqj/VVFZqE9zcOLcTYsNrrjSencHGs1MZPjvRZwIi6UMkfYikD5H0IZI+RNKHSPoQSR9lso8y2UeZ7KNM9lEm+yiTfYiqD1H1Iao+RNWHqPoQVR+i6kNUfYiqD1H1Iao+RNWHqPoQVR+i6kNUfYiqD1H1Iao+RNWHqPoQVR+i6kNUfYiqD1H1Iao+RNWHqPoQVR+i6kNUfYiqH0Z8h8LYoTB2KIwdCmMHOXWQUwc5dZBTh8LYoTB2EFIHIXUQUgchdRBSByF1EFIHIXUQUgchdRBSByF1EFIHIXUQUgchdRBSByF1EFIHIXUQUgchdRBSByF1KIcdymEHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQBw110FAHDXXQUAcNddBQh2LYoRh2KIYdimEHjXXQWIdi2KEYdiiGHYphBw120GAHDXbQYIdi2KEYdiiGHYphh2LYoRh2KIYdimGHYtihGHYohh2KYYdi2KEYdiiGHYphh2LYoRh2KIYdimGHYtihGHYohh2KYYdi2KEYdiiGHYphh2LYoRh2KIYdimGHYtihGHYohh2KYYdi2KEYdiiGHYphh2LYoRh2KIYdimGHYtihGHYohh2KYYdi2KEYdiiGHYphh2LYoRh2KIYdimGHYtihGHYohh2KYYdi2KEYdiiGHYphh2LYoRh2KIYdimGHYtihGHYohh2KYYfb5A63yR2KY4fb5A5FskOR7FAkOxTJDkWyQ5HsoP8O+u+g/w7676D/DvrvoP8O+u9as7Y4o1xOTs4OXZngABwcgIMDcHAADg7AwQE4OAAHB+DgABwcgIMDcHAADg7AwQE4OAAHB+DgABwcgIMDcHAADg7AwQE4OAAHB+DgABwcgIMDcHAADg7AwQE4OAAHB+DgABwcgIMDcHAADg7AwQGk4ABScAApOIAUHEAKDiAFB5CCA0jBAaTgAFJwACk4gBQcQAoOIAUHkIIDSMEBpOAAUnAAKTiAFBxACoqegqKnoOgpKHoKV44UrhwpXDlSuHKkcOVI4cqRwpUjhStHCleOFK4cKVw5UrhypHJDHIwbV44UrhwpXDlSuHKkcOVI4cqRwpUjhStHCleOFK4cKVw5UrhypHDlSOHKkcKVI4UrRyofyv7O0uxiolo7FGf0lzoqXVGzt/qrs6nenFXsLg70y85yX3mWHOivunJZ31DWt1FDqyvVQiDqtCWvZg1OHxzoV+3FjlJ/p+wuDZQ6ZHdxVnGG6CvOKFX37C/N0v2d5Z7aI/L+ejD9lSq1f3CWHeztLfXtVlvUVZlT6qu9M1Hvt5BuimCzquAeUewqzeDVgkV2lLtLXbK9mg+wzhKfXZwt9yrOLffwaqnCB6o/cyvtZka5p9g1sziDV39kdaglLOoudfPqT5T0DPbw6o/qr66f2Slqnej6it4S6y0l6s2B/mqpIuu/+axK9YCqRyhqh1KtcWarKnx2FKpQVf2phY5aJdNpq6G/s9pnfZqSrdHfSjUmET1EH9EhphDTiBnELGIOMY/YglhAbEUMEMMoJsFPgp8EPwl+Evwk+Enwk+AnwU+CnwQ/CX4S/CT4SfCT4Hvge+B74Hvge+B74Hvge+B74Hvge+B74Hvge+B74Hvg++D74Pvg++D74Pvg++D74Pvg++D74Pvg++D74Pvg++A78B34DnwHvgPfge/Ad+A78B34DnwHvgPfge/Ad+CnwE+BnwI/BX4K/BT4KfBT4KfAT4GfAj8Ffgr8FPgp8FPgp8FPg58GPw1+Gvw0+Gnw0+CnwU+DnwY/DX4a/DT4afDT4GfAz4CfAT8Dfgb8DPgZ8DPgZ8DPgJ8BPwN+BvwM+BnwM+Bnwc+CnwU/C34W/Cz4WfCz4GfBz4KfBT8Lfhb8LPhZ8LPg58DPgZ8DPwd+Dvwc+Dnwc+DnwM+BnwM/B34O/Bz4OfBz4OfBz4OfBz8Pfh78PPh58PPg58HPg58HPw9+Hvw8+Hnw8+C3gN8Cfgv4LeC3gN8Cfgv4LeC3gN8Cfgv4LeC3gN8Cfgv4LeAXwC+AXwC/AH4B/AL4BfAL4BfAL4BfAD8EJ/JkyQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgTQmQA6E0BnAuhMAJ0JoDMBdCaAzgSZUG1Xf9ap5kRhu+glxzn1YLcbusFu5wy1ov2gMwF0JoDOBNCZADoTQGcC6EwAnQmgMwF0JoDOBNCZADoTQGcC6EwAnQmgMwF0JoDOBNCZADoTQGeCXGDzQ88rbXGolcgPP5lNFIebE/MjL33Wp2FiMb6gYYv6tDVuUV8wf8MWwx3PXxxjYWNf9SfLjX3VF8zXsMXQyOcr/v9lTdFL4tELacWGdrS8Pi4sr7cnRMuHRzKhODrHfvUxYL96e3y0fAg7vjgqtcFwa3hZIhiZ55H+VRC95Bv1OjGIT3IpviCIz3opPuvBWLNeGmvWg/isl+KzHowx66X/vywxZeTYysNNO2V4FsrDranDrcrw3lNH9q6MjG5q/NAr8QVT43NRic/F1LHmojLWXEyNz0UlPhdTx5iLyhhzUX8BOHpxsjLSrC+tDypaWm+Ory8dHsT4yqg02qcOj/apN8fVlw7RxlUaMzttuDU4PJ5pIx0OjjSnjQxtcKQ5bWSUgyOjnDZ6lIOjRzltZJSDI6OcNmqUg42Z2iG6zM6tB7vD8JjnDo95h5Hu5478rewQ/a3MjV6Ir13TQni2EJ4thGcL4dlCeLYQni2EZwvh2UJ4thCeLYRnC+HZQni2EJ4thGcL4dlCeLYQni2EZwvh2UJ4thCeLYRHC+HRQni0EB4thEcL4dFCeLIQniyEJwvhyUJ4shCeLIQnC+HJQniyEJ4shCcL4clCeLLQG+Lh+ODJQniyEJ4shCcL4clCeLIQniyEJwvhyUJ4shCeLIQnC+HJQniyEJ4shCcL4clCeLIQniyEJwvhyUJ4shCeLIQHC+HBQniwEB4shAcL4cFCeK4QniuE5wrhuUJ4rhCeK4TnCuG5QnitEB4rTA31i/HDU4XwVCE8VQhPFcJThfBUITxVCE8VwlOF8FQhPFUITxXCU4XwVCE8VQhPFcJThfBUITxVCE8VwlOF8FQhPFUITxXCU4XwVCE8VQhPFcJThfBUIWr1ELV6iFo9RK0eolYPUauH8FAhPFQIDxXCQ4XwUCE8VAgPFWaHeDheeKgQHiqEhwrhoUJ4qBAeKoSHCuGhQnioEB4qhIcK4aFCeKgQtXqIWj1ErR6iVg9Rq4eo1UPU6iFq9RC1eohaPUStHqJWD1Grh6jVQ9TqIWr1ELV6iFo9RK0eolYPUauHqNVD1OohavUQtXqIGj1EjR6iRg9Ro4eo0UPU6CFq9BA1eogaPUSNHqJGD1Gjh6jRQ9ToIWr0ELV5iNo8RG0eojYPUZuHBXAL4BbALYBbALcV3FZwW8FtBbcVvFbwWsFrBa8VvFbwWsFpBacVnACcAJwAnACcAMcX4LwG4AbgBuAG4AbgBuAGOM4A/AD8APwQvBC8ELwQnBCcEJwQnBCcEJwQnBCc6B6INznS0WpMInqIPqJDTCGmETOIWcQcYh6xBbGA2Io4xA2jmAQvif6T6XGDPe34Umj79K5xswYrA6Wax+7rL7VjG+zrgeWB5YHlgeWB5YWqu9xT/6peqa3Sg158Z0t7tnUVu6sU21dsL7cVq24uWpfCnmkQ0iCkQUiDkB7aLmyeURns6x/sLfWVK33NM8qzS0PJuP7q4HuGs1K5o3NgKLPDy6N+cjgbOZyNHGYnh7ORw9nIY7s8tst7oqvcV0SCqcynVW+pvzQwtBhnKp9T/Z2lWaUu0V7p6RDBYF8FK3BQeRxUHtPcAlgLYC0YVAsG1YJBtYAbPWL1kvjIJCNLVI1pxAyf2tltS/0D5e7iAE5qMhLmagxMpac00Fnua7cDcyr1Rr+tLqpPXGfzQGdfCe3+pto8o91cn2YkUVdZZ4t9fZU5XaUZA7reGuxN1GNfbbNoZXtlTk/Uml6FWWzW3tM83JreX/ecHr6m5HnJVKLSN9BZ+yZlsau53DNQ+2y2DZQrPU2lWYPl2dXPUU9bSXZWBvtL46of3a5KR+3D1VMZSNQ2rrrfroHe4eb0+sM7D0+GPTwR9vAk18MT22p0iFlErPewHJ/+lI/cR57C/pHTqUb0HzmdasT2kdOpxjRiBhG8yPFUYx6xBXGI04oYIEYfn1Qa/DT4afDT4KfBT4OfBj8Nfhr8NPj4m0zhbzJV+5vsnd5VaZupq+eqFmWUdc2IYt8A8oH+zmJ7SdZ/6/aZ9WhnlLu6qheaSvSXj+fLHp4PV2NLItqir3qG9UBfudgx2BvFPuTtPVHsmqFqVWFX9GlJFTAvhdCWe2ZPH6x2MlBrRdskKr2lHizs7y5XP6LFtlL1szR7OOH9gz1qRqm7+mkStV+yv7c6XtHWNThddpaKVXp7udhdvZw1dQ/24/NVGt/Qrl7X6iNIR57QK+BMFHAmCjgTBZyJAs5EAWeigDNRwJko4EwUcCYKOBMFnIkCro4FXB0LGXAy4GTAyYCTAScDTuQ9PdzXzmeGYxYxh5hHbEEsILYiBohhFKNaqhqTUcyivyz6y6K/LPqLvGbVUiURvShG/Vdj0Bw9t96t/oB/QvXPuVQtpAeqF6PaA3FTe+4+p1z9bNWfuNdaqrNUC3pmMVpRf7xeazUPPWKvJab2ELy+3UBxdn1ttefdersG+/vLHT1NtUfoeCMgUW/Xm/PUF9VfI8DKiQ1L6gtsbUD1oSZqregVgfrC7mJveZadXhqINm+qvyiAdn3wUdt0lqKGnV2cjdX1FwiwdGBoQ1udlKg1fuh1AqwYbjXVjx1LqweOVs8gOmuOXi2IknF4twDDGGo01V8uwJ6zKug5UZs+NEemwA4MDdlUBx+9hFE94NpbFrXTUYtVmayF+ozUR1c/zXgsEuKxSIjHIiEei4RVS9XU8P1QW78ROKltbt/E+vf5G1bN09Duq71kXjL1OyCTBttM/fZLtTFu5IZSbXG9i2qjaejOc21h/fZHtTGh8Zv9tRURerAtEXVb/dQkR5reSNNPRLj6BsNNb6Tpjx++6VLfaHTqjU79RDSgem/DTS8Rjaa2dELDQdXycUP3eWIjcCPN1Mho3UgzNZrsRqepEXrDmNxIs2GD9EgzM9LMjhqZNyrzR2VuVJYalTX0nRu1IjMqGw3LjR81KZNHp8nRqTc69UenbnSaaho5P5Mb2smGttfQrh9o7Yu/5ejkVT/ktS9w1b7kNamt2NuQJ2N5IZZPbsgzsf39UbkXpPCTjuWZWJ6N5bmGPF2LsTwdyzOxPBvLc00NecO6TKzvzBjrM7E8G8sb+27cNhvrOxvrOzvG9tlY3th347pcrO9crO9crO/cGPs39j003+mhcxDL07E8E8uzsXyo73Ssr7HyTCzPxvLGsWVi+2diY8vE+svE+svExta4bTbWdzbWd3aM7bOxvLHvxnW5WN+5WN+5WN+5MfZv7HtoTjKx8zWUp2N5JpZnY/lQ35lYX+kx8nQsz8TybCxv7Ltx3zhrrPXZWN543NnY/tnY/tnY2LKx/rKxsTWuy8X6zsX6zsX6zo2xf2PfQ+POxs7XUJ6O5ZlYno3lQ31nY32lx8jTsTwTy7OxvLHvxn0zsb4zY6zPxPJsLG/su3Hb+HHE2WNt3zinudj+udj+udj+udjYcrGxDfWdi52voTwdyzOxPBvLh/rOxfpKj5GnY3kmlmdjeWPfjftmYn1nxlifieXZWN7Yd+O22Vjf2Vjf2TG2z8byxr4b18XnKH5c8bFE+1etebWSL7ftVhnoLvbNhB9xMb/iYv7GHyPPNuTJmsdpyAux3A1t3zy92Fce+r9V5quvbElGGyRrnU4eY1kytsyNsZ2LbZceo7/0GP2lx+gvHesvN8b4cmOMLzfG+HJjjC83xvhyY4wvN8b4cv9/fIXU/x/fqGXx7dwY28X7S4/RX3qM/tJj9DfW/GWHPmRjLItvlx5ju3SMG+tv1LL4dukxtqv3V/v/CwZK7eV63WWCno665R9qeEMN3+xV6qvUWrrSU68S9MCcem7r92FrLVO78x01ylE9pvvL9XrP1m/J1lv1+7L1jXrKUUcTYi91TIi9wjF+9MsaE2JvZSRGXvFJjLzVY4df4kmMvLIzb4w0qatt3hisumie0bzRG0VFUlfbuBHqcDbUQfMwe3jV8G6D0SOdSf2dlb6BpvoXsqP2xPr9hvpdCdy5GFkwfAslumEzbiitfx9lvuGbFSNfTBk/vCyW1r+TMrHhNlV9af1mEG6o1D4iqeolINXSirbX0PZrbbH1bi3B/wFAU/KKAAAAeJw9Ut1rW2UYf59zkgVX1jdbXWz69XSV5sNsZE2p+JGYt714jfQiWeOBJRUTwQtFWA6cVATRhkFlw3aJOpwwtbvwQichaTU7Rza2/gnNFC/U2ipzt4mwgjBKfE4Wdsjv93u+nzfnPbMaxBnA80yDl3o6B4I9yRBmSZH0RTYNL1D8OVLKs2+IHxAUiLAYTFFmijrDpKfJt/UkBFmHOoMUf4b8AMX9pP6e7yN/knSy5z8NE936iZ4fojwpS4GLAQt3uQYOkYLtA7hzAO4DKDwE8RBK+5X9a/vqv+0ZDLfX20quBeFWrlVorbd2W87798bxn3sx/HvPj3/txXA3tqP9GVM1tnN6R9kBVQvP9sEYzXYTjxMEQe1swZgIeEfkH2oH2e/wmyOKv9wdwZ/v+jDfrDS3mqotdTL2mk6rs/VD0zsqSX9sHj4iuQUeweHObR+Km8FZKW5O+KUFJ4TvRgyZBQULLPMwMhOYOW4KM2/qptOWirlttk2nBePiSIJKG/mGcq2x3VBosuhv9PVLvpnbVDbUKNrH9rI4IUlQWZkY6PBeEfAFJdbCtXhtvebgNRC1fo9kVb1aqqp71XZV+f76DF5P+fAnGIahzah9oqEbwL8D/i3cgqdggEXpHo6LD1NR/PqqH78ifEkoXYUvZADXr9SuKJ/LGeSX8bLyWcWHn37iQ17GcqG8XC6XnZdWfZhcA74KYrWPS34RLyofrXDMrcCz5+V55V3avUQoEgxCUIdhHVQdHujwq35fV97SIaOD1WmLD3R6nYVzCTwnIzgEg5p3elBzTavaIbqXN6g3n4tgjvT1bAJfk35czL6HWTmFA5FjmpNu1xFRtYIKXI2rSbWgLqvOXBpEOnBSivTYBNHAoHxn4f2FjxfUM8kRTBG8yWBSySTfTioWHBOn5CS+Ir2YkCfwZfrT/0l6CTCSGNY8kePaUeCaO8I1BeiLZR204Ojm8BMkbnGKFHmc5/gyd3Ae5kle4GW+yzvcFadYi6sFBkkGJQ84wYLKxqvpUGjecnUW5uuu1GIdLtQn0zaLM9n6oQt1pmUXz24AXMqsrK2xudH5eiR9tp4fzczX3yRD2EaJDPfohofNZYyiUVwK9R4wirYwWwwyDMNOgR16XNING0axWGSPWoyQwUI2UwKImdEtpBq72J7V+4HNzF7XXQPdSqNoF3Wbl2zuenbUHtR9aIPxeH138iMZ/B9kQkUH);} 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DvWGJryowvGLb6I9HLMDTxlfkq1FCKTbk7aLyvu/I0Ld55IEeaJopWUGSPfu2nuMjritottXaszhqRpxk1B3XR2tfzt0MzxRrE2i2MU8Wl3momSXYYrYZZRgnceDxxWGJxDoRTUXL0PRyrLoY+rKEqsadle8vyHya9Yw67baE7zrfXMXmxoEO3bgnk9uhpvEwVVUn8T1IjlVeeEnjElyRdm76306fM0lyOmR64rc8926gc7uc596AVugfhTGL26UAJ+FAC/hQAvYcf5zSGxZP9a31NKOwS3YzvVCCgAFAEd3KYLaacJvMcbOF9cAnH6VM3yxbLpQ9pUjC9rtL73Y8x8KeH38Z6Vc6/qmtXy3jzMsZhfCwYAI49OeBxwK8DC4V42DrVJu9/uP0TNs3WQ4iGCw1CPIkm7rWV/P8AN66lvxhBp15rlromfEuqXtpaKssdnMo4673LcFsEfmK0xcac6qpe9KSXR/i/M5cmq4mhhZ4z91ThOTack/uSXT/glr4RXd4w1jTLmW5eOynUQrc/6yMHcCp9Og49c1plNSb56cm7J6X3ObjHD0V7DE00k5p35dna2q+/fsL8UrPVbi706aO0v77SIlY3VvZylHLZ4Jxk4xjnBHX1ozOFWUotJuC3SFwpiMJSp1YynGFZ25ZTV1btr576o5zUtbht/BltYaBf6tsur5orn7Q2Z4V2g+Up9DntjOD0riqYlRw6hRk9XrfdeR7+GyydXM51sbTheEE48vwyd37z9PPbzLug2+oaT4r099F0vxNDYSsIr6PUI8qQTjfxwMdfbFa0I1KNeLpRkove5x5hWw+Ny+qsXVpOotYOD19P08zrviazp4F1NkZlYKmCpwfvr3FelmTaw07f1qfMcLpSzaimu/5M8813TLrSvC+g+JbfWL830+xfmk4jBUlQvsMY5614tajKlQp14zd2fdYDG0sZj8Tl9SjH2cb9N9db+v4GxLpUvhj4h+HktdUvbj+0WAuTO+d+Ths+oOc+2K6XReFxdPlk3zb3PKhjo5vk2KdSlGPs17tltpdfNfiZQml8S6pq11qVv4iu3jlMVsmmjKW+Ccbhn26d+a5+Z4mc5TUn25eh6TpQyqhQp4eVKKavJ1N5bXt/WmhJ4iutd/4Vzpy6sl5DeQakYlabKPImwlSfXrjPtTxE631SKqXTUv0Iy2hgf7aqvCuLhKnd2s0nza+nct+ONHu9B8GxtNqtzdXl5qKTTybiuG8s5UEHOK1xtCWHw+sm25Jv7jmyLMKWZZm1CkowhBqK305lq/MXxPoNvffFS1sZLi7VNQt/OkaOTDodjcIew+UfmaMRho1McoNv3lf8OhOV5rUw/D860YxvTlZXWj1W/d6kevSvqXjS60e+h1y70/TIlihttP8AvkhVHmP9c9foKVduriXSmpOMdLLf1Zpl8Fhcshi6LpxqVW25T21b91f5erOk+F7axFFf6fqVvqKWsEgaye9jKvsJOV/DAOO2a7ss9qlKE07La58/xUsHOVKvh5Rc5L31B3V1bX+tztK9U+TF7UAJQAtAC9h/nvSGxZP9a31NKOwS3YzvVCCgAFAAetIDzi48DG48XXltajUNM0SWHzJGimGyZyeUUdhyeD0+leHLLXLESjG8YNfefe0+KFSy6nUqctSunZXWsV3b6vzW/qbt14Is21CK/wBP1XVNNnSFYHeCXLSIoAGS3OcAc+wrrll0HNThJxdraHjUuJqyoyo16UKkW3JJrRN66JdLl3wt4Ys/Ds17JaXF1N9rZWYTMGK4z36nr1NbYXBwwzk4tu/c482zutmcacasUuS+3nbp026CeI/DMWsXsN+mp6lp13AnlpLay4+XOcY/rSxGDVaSmpOLXYeW51PA0pUXShUhJ3akuvqVYfAuiroM2kzG5uPPm8+S5d/3vmdAwPQcE8d8nNZrLaKpOm7u7vfrc6Z8UY14uOKhaPKuVRS93l7f18h2g+EI9M1SLUJta1XUJYUKQrPN8qKRgjA6/Q8U6GAVKam5ttbXJzDiCWLoOhChCCk7uy1b9en5mv4h0uHWtHuNLuJJIopwAzx43DBB4z9K6cRRVem6b2Z5mXY6eAxMcRBJuPR7bWMzVvCNlqXh7T9ElurlIbEqUkQLubaCOcjHesKuBhUoxpNu0T0MJxBXwuNq4yME5VL3TvZXd9CzrHh621LW9M1aWeeOXTjmNExtbnPOefyrSrhY1asKjesTnweb1cJha2GjFNVN273XTQzdV8D2dzqc+oWGp6jpMtzzcC0fCyHucds1z1cthObnCTi3vY9DCcT1qNCNCtSjVUfh5lqibUfBmn3nh6y0Q3d6kFnL5qOXDux56lu3PQdKupl9OdKNK7sjLDcR4ihjKmMUIuU1Zq1l+Bc8WeH7bxHp8VldTzwpFKJQ0QGSQCMc/WtcVhY4mChJ2tqcmUZvVyutKtTim2ra3736FPxT4Ps9evbe+e9vLK5gj8oSW5AJXt16Hk8j1rLFYCGIkpttNaaHVlXEVbLaUqKhGcZO9pd/8vIbrPgyy1C7hvre+vtOvooliNzbPhpFUYG71OB1pVsvhUkpxk4yWl0VguI6+Gpyo1KcalNtvlktE276eXkafhrRIdCsntobm7ujJIZZJbiQszMep9B+Fb4bDLDx5U2/U8/M8znmNVVJxjGyslFWSX6mpXSecHagAoAWgA7D/PekNjpM+a31NKOwS3YznNUIOaAAZoAOc0AFIAFMAGaADnmgA5oAOaADnNABzmgA5xQAvNAAc4oAQ5oAOxoAQUALzmgA5oAOcUAHNAC80AHOB/nvSGx0n+tb6mlHYJbsZ3qhBQACgA70AAyeAMk9AO9JglfRHqWqfCj7J4Pk1JLy5fUorYTPb7V2bgAWUd+BnHuK+Yo8Q8+KVNxXI3a/XyZ+g4ngn2OXuupt1FG7Wlu7Xc8tHSvpz8+D14oAX8KAD8KAE79KADv0pgKenSkAH6UAB6dKAENMDY8F6RFrviey0meWSGO4ZgzxgbhhSeM/SuPH4l4bDyqxV2v8z08nwMcfjaeGm2lK+q9GzsNa+HWn2XjXRdBj1ScRX6SPJJKF3Db2XHGT715FDOqlTC1K7grxtt59z6fGcJ0KGY0MJGo7Tvdu19O3qZvxW8HWPhO6svsF5NNHdKxMcxBdNuOeAODn9K6cnzKpjoy9pGzXbY8/ijIaOUzp+xm2pX0e6tb8Dia9o+VDtQAUALQAdh/nvSGx0n+tb6mlHYJbsZ3qhBQAooATvQB1/wAItD/tvxnbGVN1tZf6TNnodp+Ufi2PyNeRnWL+r4V23lov1/A+m4Ty767mMXJe7D3n8tvxPbbbxNa3Hji78L4QvBarLuzncxPzL+ClT+Jr4yWBnDCRxPd2/wAn99z9Up5vSqZlPAdYxT+fVfc1+J4D8QtEPh/xXfaeq7Yd3m2//XNuR+XI/CvussxX1rDRqddn6o/Hs/y7+z8fUor4d16Pb7tj1248EeBIPDcGo6lZR2USRRyzTCVxngZB5PUnoOa+UjmuYSrunTldttJWR+kT4dyWGDjWrwUUkm3d/wBa+QWPhL4eeLdI8/R7ZI40fYZbYtG6sOxDe3qKKmY5lgavLWevZ6oKOSZFm9Dnw0bJO143T/H9URaXpfwsn1Q+HLW1s7i9XcpDB2ZmX7wDnuMHoaqtXzaNP6xJtR+X5EYbB8Nzr/UqcYufzvpvr3MP/hAtI0/4p2OmSwG60m9tpZkhkY5VlHK5HJwcEfWu3+161XL5VE7Ti0rnk/6s4XD53ToSjzUpxbSfRrpc5340aLpeheIrW20mzS0hezEjKpJy25hnknsBXoZFiquJoSlVld3/AER4nGGX4bA4uEMPDlTjfrvd9zq9d8I+HLf4TNrMOlRJfjTopfODtneQuTjOO5ry8PmOJlmXsXP3eZq2m2p9FjMiy+nkf1mNNc/JF3u93bzNceB/A6+FLXUdRsY7SNbeKae4ErL2BOee5449eK5P7Vx7xMqdOV9WkrI9FcO5OsDCtWgorli27vsvz/4YXTvDXw58W6RMNFtIAIz5ZlgDRyRN2Jz1/HINFXHZngaq9s3r0dmmPD5RkOb4eX1aK00urpr7/wBTifAXw6OqeIdSg1eRxZaZOYJPLODO47A9hjBPfkCvZzHOvY0ISpfFNX9EfK5Hwp9axdWOJfuU3Z26v9FbVnfaOvw4sfFUGl6ZDZJq8LsI/LRyyuAcjf0zjPU14Vd5nUw7q1G+R+n5H2GEWQUMdHD0FFVVtZPe2uv/AATO+Itlbah8TvClneRebBKkodckZxyORyOQK6MsqzpZfXnB2ascWf4eniM5wdKorxdzlPjrpGn6VqWmGxgaNpopDIzSvIWwRjliTxk16vD2JqVqc+d7NdEvyPneN8DQwtak6StdO+re1u7Z5xX0R8OL2oAKACgBew/z3pDYsh/et9TSjsEt2MzzVCDNACg0AIetAHvXwX0qHQ/Bb6xeskDXv+kSPIcBIV+7k9hjLfjXwme4iWJxaow15dPn1/yP2Dg/AwwGXPE1dHP3m30itv8AP5klqPhvbeIj4gi1uzGoNI0hlOoE5LDB4zjGD0pT/tOdD2Dpvl2ty9i6f9gU8X9cjWj7S7d+fv5XsZnx+0VbzQbbX7YB2tP3crLzmJ+h+gbH/fVdHDmKdOtKhLr+a/4Bw8c5eq2GhjIauOj9H/k/zNX4m/8AJIZv+ve2/wDQkrmyr/kZr1l+p38R/wDIgl6Q/NGX+zuf+JFqn/X2v/oArp4m/jQ9P1PP4A/3Wr/iX5HE+FD/AMXnj5/5is/83r2cZ/yKn/hX6Hy2V/8AJRL/AK+S/U9V191T4qeF9zAbrW7UZ7naK+Ywyby6v6xP0PHSSzrC36xn+SOM+POjare+ItPubLT7m6ie18kGGIvhw5ODjp1Fevw7iaNOhOM5JO99X5Hy/HGX4mvi6U6UHJONtE3rd/5nV+L4JrX4LT21xGY5otMiR0PVWAUEV5eCnGeaqUXo5P8AU+izSnKlw84TVmoRT/ATx1j/AIUxL/14W/8ANKeX/wDI1X+J/qTnX/JOv/BD/wBtOa/Z0Pza5z/zx/8AZ69Hijal8/0PC8Pv+Yj/ALd/U7jwPPE994mtVIEsWryM474ZF2n9D+VeLmEGoUZPZxX4Nn1mTVIyqYqmt1Uf4pW/ryPLvAXhzXdO+KVst3p12Ftp5WlmMZ8vaVbDbuhByPzr6bMcbh6uXvkktUtOvTofAZHlONw+eR9pTdot3dtNnrfzO28aH/i7fhD/AHZf5GvGwP8AyLcR8j6rOP8Ake4L/t45v9oo/wDEy0b/AK4y/wDoS16PDHwVPVfqeF4g/wAWh6S/NHlOa+pPzwXPFABmgAzQAueB/nvSGwkP71vqaUdgluxueaoQZoAAaAFUjeNw3LnkZxkelJ7DTSep3XiX4j6jrHhx9Dj0u3sbd1VCYnYkIuPlGR04Arw8LklOhXVdzcn5237n12Y8WV8ZhHhI01CLstL7LocJtJ/hP5V7h8jyvsd3b/Ee/HhIeHbzSoLuH7MbZpHdgxXGB26gY/KvDlklP6z9YhNp3v0Pr6fFldYH6lUpKS5eW+t7dPuGeIfiJf6z4VfQJdLgijaONPNV2LfIQc4xjtTw2S08PiPbqbb1006kY/iqtjcC8HKkkrJX16W/yK/gTxzeeE7K4tbfToboTyiQtIzKQQMY4FaZjlMMdNSlK1lYwyPiOtlFOVOFNS5nfW5kabrk9j4tXxElqryi5e48okhctnjPXvXXVwkamG+rt6WSv6Hm4bMZ0Mf9dUbvmcra9b/5mr4t8c6nruq6bqSWyWFzp5YwtEzNySDk5Ht+tcuDymlhqc6bfMpb3PRzXiTE4+vSrxjySp7Wv+p0kfxl1VbMI+iWrXIGPNEjhCfXbj9M15z4Zo811Udu2n5/8A9yPH2JVOzorm73dvu/4Jla78TdW1nwzcaNeadbZuIvLknQsD1ByF6fhXVh8io4euq0JPR7HBjeMMVjMHLDVKa95Wb1/Ij1n4i3+p+Em8OyaXbxxNBHD5quxbC45xjHaqoZLTo4n6wpu927adTPGcV18TgHgnSSVkr69Lf5FDwH4xu/CJvDbWEV19q2bvMZl27c9MfWt8xyyGO5eaVrX/E4siz6rk/PyU+bmtvfpf8AzGWfjTV7HxdeeIrJEiku33T25BaNx6Hv9D1FOpldGpho4eevLs+oqPEOLoY+eNpKzm9VrZ/13OsuPjLqjLH9n0O2jIYGTfKzbh6DgY+vNeXHhmkr81Rv5I+iqcfYl25KKXe7b/RWMLVviDfaj4o0rXn0uBJdODBIg7FX3epxxXbRyanSw86Cm7S9DycVxTWxONo4t0knTvprrcz/AB74uufFlxaS3NjFam2RlAjZju3EHv8ASujLsuhgVJRle5w57ntTN5QlOCjy32v19Tmc16Z4IZ4oAM0ALmgAzwP896Q2Ok/1rc9zSjsEt2M79aoQfjQAD60ASW8giuYpSCwR1Yj1wQaia5otGlKahNSfRnsv/C4NC/6AV7/5D/xr5D/VvEf8/F+J+nf6+YL/AJ8y/AP+FwaF/wBAK9/8h/40f6t4j/n4vxD/AF7wX/PmX4B/wuDQv+gFe/8AkP8Axo/1bxH/AD8X4h/r3gv+fMvwD/hcGhc/8SK9/wDIf+NH+reI/wCfi/EP9e8F/wA+ZfgH/C4NC/6Ad5/5D/xo/wBW8R/z8X4h/r5gv+fMvwD/AIXBoX/QDvP/ACH/AI0f6t4j/n4vxD/XzBf8+ZfgH/C4dC/6AV5/5D/xo/1bxH/PxfiH+vmC/wCfMvwD/hcGhZ/5AV7/AOQ/8aP9W8R/z8X4h/r5gv8AnzL8A/4XBoWP+QFe/wDkP/Gj/VvEf8/F+If6+YL/AJ8y/AP+FwaF/wBAK9/8h/40f6t4j/n4vxD/AF8wX/PmX4AfjBoX/QDvP/If+NH+reI/5+L8Q/18wX/PmX4Cf8Lg0L/oBXv/AJD/AMaP9W8R/wA/F+If6+YL/nzL8Bf+Fw6Fj/kB3n/kP/Gj/VvEf8/F+If6+YL/AJ8y/AT/AIXDoX/QCvf/ACHR/q3iP+fi/EP9e8F/z5l+Bw/xN8WWXiu6sZbKymtRbI6sJNvzbiOm36V7eU5dUwUZKcr3sfJcSZ5RzadOVKDjyp72627HH/jXrnzQdutAB+NAC/jQAdhz/nNIbFk/1rfU0o7BLdjO9UIKAFFACd6ACgAFAC9BQB6Pc6X4Yg0nSYopNJu77Tp4Gv4zcBPtCyffVnPBCsQOCcDOcV85DEYqVSo2pKMk+XS9rbWXmj7qpgsup0KMYuEp03HmV7c3Num9tHba9luacNp4f/t+4iePRMTW0bF2W2/0P5m3Bk3bJMjGWQhgAOM1zSqYn2KactG/5ve0WztdeSelzvhRwP1qUWoaxWvue5q73V+WWlruLTtYydVXTLHwTp15p1vodzcRIrXBeOFmc+YRkgt5hyMcYxiuqi6tTFzhUckntv29LHnYpYahltOrQjTlJWvdRd9X0b5u2ltgkm0CT4rLBNZ6QNGto34ijVY5B5O7k5wx3cD3wKajiFl3MpS53be91rb8hSqYGWeKEoQ9lFPZKz92/o3fYtyaR4NibRI4L3T5bazkuJ76eRgDMAquiMOSRlguMdmxWKxONl7Ryi05cqS7bpv8L/cdLwOUw9hGEouMHNybtromk+rWqXyY+1sPBcd7qf2qTT3s726tJLKWNlPkB8lhg8hAw2kHGFIzSnWxzhDlvzRUk13tt87arzLp4bKI1KvtHHknKDi1b3b3b87JqzXZ6kEuk+F5NO1y3N1pUV9fXNzLp+JBmFIm/dqpHChsN1IyCMZq1iMWp0pWk4xUVLzbWt+umn4mEsDl0qOIg5QU5ym4a7KL91Lor69Vpaxf+w+GH1DSpVOgjSxexrAm1N8kJhOTK27OQ/UMODjmsPa4pQqJ83PZ33snfordtrM7Pq2XOrRkvZ+z5lba7jyu/M7333TW9tSuNN8MXLaxbatLpdn5rWwtJofJDRgB2biNiBnaVOD3XNae3xUPZypKTtzXTvrsluvO/wB5j9Uy6r7aniHCN+Tla5dN2/hbWtrP1Vyze23hqWLXm0u30UOZIjaq/kYVDbAkDewx83XGTnNZ054pOkqrlbW/xfzeS7bX0sb1qWXyjiHQjC91y35duRd2uu9tblDVj4TtvDdzeWFvprapa2Nl+6kVXSVyVLMB3bllYewzW9H65OuoVG+RuWuqa30/Jo5MV/ZdLCSqUox9pGNPR2ab0ba891L8TmfiTPYv4iNvpttp0NrFDGVNnGqhiyKzZI64bI9ulellUKioc1Rttt7+TdvwPA4jqUZYvkoRiopL4UtbpN3tvZ/ccxXpngC9qACgAoAXsP8APekNiyZ81vqaUdgluxvOaoQc0AAzQAc5oAOaAAZoABmgBMe36UAGBxwPyoAXHOcD8qADHbFACY56fpQAY9v0oAXHsPyoACPYflQAhHsPyoAMDHQflQAAc9KADv0oAXmgA5xQAc0ALzQAc4H+e9IbFk/1rdeppR2CW7G9+9UIPzoAB+NAB370AH50AA/GgAH40AHr1oAPzoAPzoAO/egA796ADt3oAPzoAD070AB/GgA7HrQAn50AL370AH50AHbvQAfnQAv50AHYdf8AJpDY6THmt9TSjsEt2M4zVCDigAGKADjNABxQADFAAMUAHHNAC8UAHFACcZoAOM0AHGKAF4oADjFACHFABxg0AHFABxmgA4oAXjFACcUALxQAvGB/nvSGxZP9a31NKOwS3YzvVCCgAFAB3oAKAAUAAoAPWgAoAKADvQAd6ADtQAtAAelACGgA7GgAoAO9ABQAdqACgBaADsP896Q2Z0viDQvOf/idad94/wDLyv8AjXOsVQt8a+89CWU4+7/cy/8AAWN/4SDQs/8AIb03/wACV/xp/WqH86+8n+ycf/z5l/4Cw/4SDQv+g3pv/gSv+NH1qh/OvvD+ycf/AM+Zf+AsB4g0L/oN6b/4Er/jR9aofzr7w/snH/8APmX/AICw/wCEg0LP/Ib03/wJX/Gj61Q/nX3h/ZOP/wCfMv8AwFh/wkGhf9BvTf8AwJX/ABo+tUP5194f2Tj/APnzL/wFgPEGhf8AQb03/wACV/xo+tUP5194f2Tj/wDnzL/wFgPEGhf9BvTf/Alf8aPrVD+dfeH9k4//AJ8y/wDAWH/CQaFz/wATvTf/AAJX/Gj61Q/nX3h/ZOP/AOfMv/AWH/CQaF/0G9N/8CV/xo+tUP5194f2Tj/+fMv/AAFh/wAJBoX/AEG9N/8AAlf8aPrVD+dfeH9k4/8A58y/8BYf8JBoWf8AkN6b/wCBK/40fWqH86+8P7Jx/wDz5l/4Cw/4SDQs/wDIb03/AMCV/wAaPrVD+dfeH9k4/wD58y/8BYf8JBoWP+Q3pv8A4Er/AI0fWqH86+8P7Jx//PmX/gLD/hINC/6Dem/+BK/40fWqH86+8P7Jx/8Az5l/4CwPiDQsf8hvTf8AwJX/ABo+tUP5194f2Tj/APnzL/wFgfEGhf8AQb03/wACV/xo+tUP5194f2Tj/wDnzL/wFh/wkGhYP/E703/wJX/Gj61Q/nX3h/ZOP/58y/8AAWJ/wkGhf9BvTf8AwJX/ABo+tUP5194f2Tj/APnzL/wFh/wkGhZ/5Dem/wDgSv8AjR9aofzr7w/snH/8+Zf+AsX/AISDQv8AoN6b/wCBK/40fWqH86+8P7Jx/wDz5l/4Cw/4SDQsf8hvTf8AwJX/ABo+tUP5194f2Tj/APnzL/wFh/wkGhf9BvTf/Alf8aPrVD+dfeH9k4//AJ8y/wDAWL/wkGhf9BvTf/Alf8aPrVD+dfeH9k4//nzL/wABYf8ACQaFtH/E607/AMCV9T70fWqH86+8bynH/wDPmX/gLPAbmGL7TJ8v8R7+9fEn7tzMj8iLP3P1phzMPIi/ufrQHMwEEX9z9aA5mHkRZ+5+tAczDyIv7n60BzMBBF/c/W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</svg>" alt="" /></div><div id="t1_1" class="S3 SB S2">LCL EMISSIONS </div><div id="t2_1" class="S4 SB S2">Rapport Annuel 20</div><div id="t3_1" class="S5 SC S2">2</div><div id="t4_1" class="S6 SD S2">1 </div><div id="t5_1" class="S7 SE S2">LCL </div><div id="t6_1" class="S8 SE S2">EMISSIONS </div><div id="t7_1" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t8_1" class="SA SE S2">1/58 </div></div><div id="p2" class="S0"><div id="pg2Overlay" class="S1"></div><div id="pg2" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_2" class="SF S16 S2">Sommaire </div><div id="t2_2" class="S10 S17 S2">Rapports du Conseil d'Administration sur l'exercice clos le 31 décembre 2021 </div><div id="t3_2" class="S11 S17 S2">Rapports du Commissaire aux Comptes </div><div id="t4_2" class="S12 S17 S2">Déclaration du Directeur Général </div><div id="t5_2" class="S13 S17 S2">3 </div><div id="t6_2" class="S14 S17 S2">30 </div><div id="t7_2" class="S15 S17 S2">56 </div><div id="t8_2" class="S7 SE S2">LCL </div><div id="t9_2" class="S8 SE S2">EMISSIONS </div><div id="ta_2" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="tb_2" class="SA SE S2">2/58 </div></div><div id="p3" class="S0"><div id="pg3Overlay" class="S1"></div><div id="pg3" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_3" class="S18 S22 S2">0</div><div id="t2_3" class="S19 S23 S2">1 </div><div id="t3_3" class="S1A S24 S2"> Rapport sur le Gouvernement d'Entreprise </div><div id="t4_3" class="S1B S25 S2">Rapport </div><div id="t5_3" class="S1C S25 S2">du Conseil d'Administration sur </div><div id="t6_3" class="S1D S25 S2">l'exercice clos le 31 decembre 2021</div><div id="t9_3" class="S20 S28 S2">: </div><div id="ta_3" class="S21 S24 S2"> Rapport de gestion </div><div id="tb_3" class="S7 SE S2">LCL </div><div id="tc_3" class="S8 SE S2">EMISSIONS </div><div id="td_3" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="te_3" class="SA SE S2">3/58 </div></div><div id="p4" class="S0"><div id="pg4Overlay" class="S1"></div><div id="pg4" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_4" class="S29 S52 S2">Rapport </div><div id="t2_4" class="S2A S53 S2">d’activité </div><div id="t3_4" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_4" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_4" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_4" class="S2E S55 S2">RAPPORT DE GESTION </div><div id="t7_4" class="S2F S56 S2">DU CONSEIL D’ADMINISTRATION </div><div id="t8_4" class="S30 S55 S2">DE LA SOCIETE LCL EMISSIONS </div><div id="t9_4" class="S31 S55 S2">sur les comptes au 31 décembre 2021 </div><div id="ta_4" class="S32 S57 S2">FAITS MARQUANTS DE L</div><div id="tb_4" class="S33 S58 S2">’EXERCICE </div><div id="tc_4" class="S34 S57 S2">2021 </div><div id="td_4" class="S35 S59 S2">L’épidémie de Covid</div><div id="te_4" class="S36 S5A S2">-19 a </div><div id="tf_4" class="S37 S59 S2">marqué l’année 2020 au travers d’une crise sanitaire devenue crise </div><div id="tg_4" class="S38 S5A S2">économique, en entrainant une baisse des marchés financiers et une volatilité accrue. </div><div id="th_4" class="S39 S59 S2">Cette épidémie s’est poursuivie tout au long de l’année 2021 sans créer, d’impact notable sur </div><div id="ti_4" class="S3A S59 S2">l’activit</div><div id="tj_4" class="S3B S5A S2">é de la société. </div><div id="tk_4" class="S3C S59 S2">Néanmoins, l’ampleur et la durée de cette crise restent encore aujourd’hui difficiles à prévoir. </div><div id="tl_4" class="S3D S59 S2">LCL EMISSIONS a pour activité principale l’émission de titres obligataires. Au cours de </div><div id="tm_4" class="S3E S59 S2">l’exercice LCL EMISSIONS a poursuivi son activité d’émission de titres </div><div id="tn_4" class="S3F S5B S2">1 </div><div id="to_4" class="S40 S5A S2">pour le réseau LCL, </div><div id="tp_4" class="S41 S5A S2">en France en émettant pour 1,888 milliard </div><div id="tq_4" class="S42 S59 S2">d’euros </div><div id="tr_4" class="S43 S5A S2">(contre 1,872 </div><div id="ts_4" class="S44 S59 S2">milliard d’euros émis lors </div><div id="tt_4" class="S45 S59 S2">l’exercice </div><div id="tu_4" class="S46 S5A S2">2020)</div><div id="tv_4" class="S47 S59 S2">. LCL est une banque française qui distribue des produits d’épargne à sa </div><div id="tw_4" class="S48 S5A S2">clientèle. </div><div id="tx_4" class="S49 S5A S2">Le montant nominal total émis au 31 décembre 2021 </div><div id="ty_4" class="S4A S59 S2">s’élève à </div><div id="tz_4" class="S4B S5A S2">5,361 </div><div id="t10_4" class="S4C S59 S2">milliards d’euros (nominal </div><div id="t11_4" class="S4D S59 S2">hors émissions en cours de commercialisation). L’échéance des titres en circulation est </div><div id="t12_4" class="S4E S5A S2">comprise entre 2022 et 2030. </div><div id="t13_4" class="S4F S5C S2">1 </div><div id="t14_4" class="S50 S5D S2">titres bénéficiant de la garantie du LCL. </div><div id="t15_4" class="S7 SE S2">LCL </div><div id="t16_4" class="S8 SE S2">EMISSIONS </div><div id="t17_4" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t18_4" class="S51 SE S2">4/58 </div></div><div id="p5" class="S0"><div id="pg5Overlay" class="S1"></div><div id="pg5" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_5" class="S29 S52 S2">Rapport </div><div id="t2_5" class="S2A S53 S2">d’activité </div><div id="t3_5" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_5" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_5" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_5" class="S5E S57 S2">COMPTE DE RESULTAT </div><div id="t7_5" class="S5F S5A S2">Le </div><div id="t8_5" class="S60 S52 S2">résultat </div><div id="t9_5" class="S61 S53 S2">d’exploitation </div><div id="ta_5" class="S62 S5A S2">ressort avec une perte de 35 611 </div><div id="tb_5" class="S63 S59 S2">milliers d’euros </div><div id="tc_5" class="S64 S5A S2">contre une perte </div><div id="td_5" class="S65 S5A S2">de 34 987 milliers d'euros au 31 décembre 2020. </div><div id="te_5" class="S66 S5A S2">Les produits d'exploitation sont nuls, l</div><div id="tf_5" class="S67 S59 S2">es charges d’exploitation </div><div id="tg_5" class="S68 S5A S2">s'élèvent à 35 611 milliers </div><div id="th_5" class="S69 S5A S2">d'euros. </div><div id="ti_5" class="S6A S5A S2">Ces charges comprennent principalement : </div><div id="tj_5" class="S6B S5A S2">- </div><div id="tk_5" class="S6C S5A S2">Les commissions de placement pour 22 784 </div><div id="tl_5" class="S6D S59 S2">milliers d’euros </div><div id="tm_5" class="S6E S5A S2">identiques à celles au </div><div id="tn_5" class="S6F S5A S2">31 décembre 2020, </div><div id="to_5" class="S70 S5A S2">- </div><div id="tp_5" class="S71 S5A S2">Les commissions de gestion pour 7 408 </div><div id="tq_5" class="S72 S59 S2">milliers d’euros </div><div id="tr_5" class="S73 S5A S2">contre 7 181 milliers </div><div id="ts_5" class="S74 S59 S2">d’euros </div><div id="tt_5" class="S75 S5A S2">au 31 décembre 2020, </div><div id="tu_5" class="S76 S5A S2">- </div><div id="tv_5" class="S77 S5A S2">Les commissions de garantie pour 5 255 </div><div id="tw_5" class="S78 S59 S2">milliers d’euros </div><div id="tx_5" class="S79 S5A S2">contre 4 844 milliers </div><div id="ty_5" class="S7A S59 S2">d’euros </div><div id="tz_5" class="S7B S5A S2">au 31 décembre 2020. </div><div id="t10_5" class="S7C S5A S2">Le </div><div id="t11_5" class="S7D S52 S2">résultat financier </div><div id="t12_5" class="S7E S5A S2">est un produit de 36 673 </div><div id="t13_5" class="S7F S59 S2">milliers d’euros </div><div id="t14_5" class="S80 S5A S2">contre un produit de 36 694 </div><div id="t15_5" class="S81 S5A S2">milliers d'euros au 31 décembre 2020. Il se compose principalement de : </div><div id="t16_5" class="S82 S5A S2">- </div><div id="t17_5" class="S83 S5A S2">Produits financiers, dont les intérêts courus ou reçus sur les instruments à terme </div><div id="t18_5" class="S84 S5A S2">(swaps de performance) et les dépôts à terme pour 300 530 </div><div id="t19_5" class="S85 S59 S2">milliers d’euros, </div><div id="t1a_5" class="S86 S5A S2">- </div><div id="t1b_5" class="S87 S5A S2">Charges financières, dont le résultat de cessions des actifs de couverture et les </div><div id="t1c_5" class="S88 S5A S2">charges courues ou payées sur les instruments à terme, pour 263 857 milliers </div><div id="t1d_5" class="S89 S59 S2">d’euros</div><div id="t1e_5" class="S8A S5A S2">. </div><div id="t1f_5" class="S8B S5A S2">Le </div><div id="t1g_5" class="S8C S52 S2">résultat courant avant impôts </div><div id="t1h_5" class="S8D S5A S2">au 31 décembre 2021 est un produit de 1 062 milliers </div><div id="t1i_5" class="S8E S5A S2">d'euros contre un produit de 1 707 milliers d'euros au 31 décembre 2020. </div><div id="t1j_5" class="S8F S5A S2">Le poste </div><div id="t1k_5" class="S90 S52 S2">impôts sur les bénéfices </div><div id="t1l_5" class="S91 S5A S2">s'élève à 290 milliers d'euros contre 469 milliers d'euros </div><div id="t1m_5" class="S92 S5A S2">au 31 décembre 2020. </div><div id="t1n_5" class="S93 S5A S2">Le </div><div id="t1o_5" class="S94 S52 S2">résultat net </div><div id="t1p_5" class="S95 S5A S2">est un bénéfice à 773 milliers euros contre un bénéfice de 1 237 milliers </div><div id="t1q_5" class="S96 S59 S2">d’euros </div><div id="t1r_5" class="S97 S5A S2">au 31 décembre 2020. </div><div id="t1s_5" class="S7 SE S2">LCL </div><div id="t1t_5" class="S8 SE S2">EMISSIONS </div><div id="t1u_5" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1v_5" class="S51 SE S2">5/58 </div></div><div id="p6" class="S0"><div id="pg6Overlay" class="S1"></div><div id="pg6" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_6" class="S29 S52 S2">Rapport </div><div id="t2_6" class="S2A S53 S2">d’activité </div><div id="t3_6" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_6" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_6" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_6" class="S98 S57 S2">BILAN </div><div id="t7_6" class="S99 S5A S2">Au 31 décembre 2021</div><div id="t8_6" class="S9A S59 S2">, le total de bilan s’établit à </div><div id="t9_6" class="S9B S5A S2">6 530 millions </div><div id="ta_6" class="S9C S59 S2">d’euros (</div><div id="tb_6" class="S9D S5A S2">6 167 millions </div><div id="tc_6" class="S9E S59 S2">d’euros </div><div id="td_6" class="S9F S5A S2">au 31 décembre 2020). </div><div id="te_6" class="SA0 S53 S2">Les postes de l’actif </div><div id="tf_6" class="SA1 S5A S2">L</div><div id="tg_6" class="SA2 S59 S2">’actif </div><div id="th_6" class="SA3 S5A S2">du bilan au 31 décembre 2021 se compose essentiellement : </div><div id="ti_6" class="SA4 S5A S2">- </div><div id="tj_6" class="SA5 S5A S2">De placements court terme de trésorerie pour 5 800 </div><div id="tk_6" class="SA6 S59 S2">milliers d’euros</div><div id="tl_6" class="SA7 S5A S2">, </div><div id="tm_6" class="SA8 S5A S2">- </div><div id="tn_6" class="SA9 S5A S2">De placement à long terme pour 1 625 </div><div id="to_6" class="SAA S59 S2">300 milliers d’euros, </div><div id="tp_6" class="S6B S5A S2">- </div><div id="tq_6" class="SAB S5A S2">De disponibilité pour un montant de 4 893 </div><div id="tr_6" class="SAC S59 S2">849 milliers d’euros (dont des </div><div id="ts_6" class="SAD S5A S2">actifs de </div><div id="tt_6" class="SAE S5A S2">couverture des titres obligataires émis par LCL Emissions pour 4 891 905 milliers </div><div id="tu_6" class="SAF S59 S2">d’</div><div id="tv_6" class="SB0 S5A S2">euros), </div><div id="tw_6" class="SB1 S5A S2">- </div><div id="tx_6" class="SB2 S5A S2">De produits à recevoir sur les swaps pour 4 122 </div><div id="ty_6" class="SB3 S59 S2">milliers d’euros, </div><div id="tz_6" class="S76 S5A S2">- </div><div id="t10_6" class="SB4 S5A S2">Des sommes disponibles en banque pour 1 971 </div><div id="t11_6" class="SB5 S59 S2">milliers d’euros, </div><div id="t12_6" class="SB6 S5A S2">- </div><div id="t13_6" class="SB7 S5A S2">Des acomptes versés au titre de l'impôt sur les sociétés pour 444 milliers d'euros. </div><div id="t14_6" class="SB8 S52 S2">Les postes du passif </div><div id="t15_6" class="SB9 S5A S2">Le passif du bilan est principalement composé des éléments suivants : </div><div id="t16_6" class="SBA S5A S2">- </div><div id="t17_6" class="SBB S5A S2">Des emprunts obligataires pour 6 512 025 </div><div id="t18_6" class="SBC S59 S2">milliers d’euros </div><div id="t19_6" class="SBD S5A S2">(dont intérêts courus </div><div id="t1a_6" class="SBE S5A S2">pour 30 milliers d'euros), </div><div id="t1b_6" class="SBF S5A S2">- </div><div id="t1c_6" class="SC0 S5A S2">Des emprunts auprès des établissements de crédit pour 659 </div><div id="t1d_6" class="SC1 S59 S2">milliers d’euros, </div><div id="t1e_6" class="S86 S5A S2">- </div><div id="t1f_6" class="SC2 S5A S2">Du poste fournisseurs et factures non parvenues pour 10 769 </div><div id="t1g_6" class="SC3 S59 S2">milliers d’euros</div><div id="t1h_6" class="SC4 S5A S2">, </div><div id="t1i_6" class="SC5 S5A S2">- </div><div id="t1j_6" class="SC6 S5A S2">De la provision pour impôt sur les sociétés pour 290 </div><div id="t1k_6" class="SC7 S59 S2">milliers d’euros</div><div id="t1l_6" class="SC8 S5A S2">, </div><div id="t1m_6" class="SC9 SFE S2">- </div><div id="t1n_6" class="SCA S5A S2">Des capitaux propres, qui </div><div id="t1o_6" class="SCB S59 S2">s’établissent à </div><div id="t1p_6" class="SCC S5A S2">5 815 </div><div id="t1q_6" class="SCD S59 S2">milliers d’euros au </div><div id="t1r_6" class="SCE S5A S2">31 décembre </div><div id="t1s_6" class="SCF S5A S2">2021. </div><div id="t1t_6" class="SD0 SFF S100 S2">En milliers d'euros </div><div id="t1u_6" class="SD1 S5B S100 S2">31/12/2020 </div><div id="t1v_6" class="SD2 S5B S100 S2">Affectation du </div><div id="t1w_6" class="SD3 S5B S100 S2">résultat 2020 </div><div id="t1x_6" class="SD4 S5B S100 S2">Mouvement de </div><div id="t1y_6" class="SD5 S5B S100 S2">la période </div><div id="t1z_6" class="SD6 S5B S100 S2">31/12/2021 </div><div id="t20_6" class="SD7 S5B S100 S2">Capital social </div><div id="t21_6" class="SD8 S5B S100 S2">2 225 </div><div id="t22_6" class="SD9 S5B S100 S2">2 225 </div><div id="t23_6" class="SDA S5B S100 S2">Primes d'emission, de fusion, d'apport </div><div id="t24_6" class="SDB S5B S100 S2">0 </div><div id="t25_6" class="SDC S5B S100 S2">0 </div><div id="t26_6" class="SDD S5B S100 S2">Réserve légale </div><div id="t27_6" class="SDE S5B S100 S2">84 </div><div id="t28_6" class="SDF S5B S100 S2">61 </div><div id="t29_6" class="SE0 S5B S100 S2">145 </div><div id="t2a_6" class="SE1 S5B S100 S2">Réserves statutaires et contractuelles </div><div id="t2b_6" class="SE2 S5B S100 S2">0 </div><div id="t2c_6" class="SE3 S5B S100 S2">0 </div><div id="t2d_6" class="SE4 S5B S100 S2">Autres réserves </div><div id="t2e_6" class="SE5 S5B S100 S2">0 </div><div id="t2f_6" class="SE6 S5B S100 S2">0 </div><div id="t2g_6" class="SE7 S5B S100 S2">Report à nouveau </div><div id="t2h_6" class="SE8 S5B S100 S2">1 496 </div><div id="t2i_6" class="SE9 S5B S100 S2">1 176 </div><div id="t2j_6" class="SEA S5B S100 S2">2 672 </div><div id="t2k_6" class="SEB S5B S100 S2">Résultat de l'exercice </div><div id="t2l_6" class="SEC S5B S100 S2">1 237 </div><div id="t2m_6" class="SED S5B S100 S2">-1 237 </div><div id="t2n_6" class="SEE S5B S100 S2">773 </div><div id="t2o_6" class="SEF S5B S100 S2">773 </div><div id="t2p_6" class="SF0 S5B S100 S2">Provisions règlementées </div><div id="t2q_6" class="SF1 S5B S100 S2">0 </div><div id="t2r_6" class="SF2 S5B S100 S2">0 </div><div id="t2s_6" class="SF3 S5B S100 S2">Distribution de dividendes </div><div id="t2t_6" class="SF4 S5B S100 S2">0 </div><div id="t2u_6" class="SF5 S5B S100 S2">0 </div><div id="t2v_6" class="SF6 S5B S100 S2">Versement de dividendes </div><div id="t2w_6" class="SF7 S5B S100 S2">0 </div><div id="t2x_6" class="SF8 S5B S100 S2">0 </div><div id="t2y_6" class="SF9 S5B S100 S2">TOTAL CAPITAUX PROPRES </div><div id="t2z_6" class="SFA S5B S100 S2">5 042 </div><div id="t30_6" class="SFB S5B S100 S2">0 </div><div id="t31_6" class="SFC S5B S100 S2">773 </div><div id="t32_6" class="SFD S5B S100 S2">5 815 </div><div id="t33_6" class="S7 SE S2">LCL </div><div id="t34_6" class="S8 SE S2">EMISSIONS </div><div id="t35_6" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t36_6" class="S51 SE S2">6/58 </div></div><div id="p7" class="S0"><div id="pg7Overlay" class="S1"></div><div id="pg7" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,77u/PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+DQo8IURPQ1RZUEUgc3ZnIFBVQkxJQyAiLS8vVzNDLy9EVEQgU1ZHIDEuMS8vRU4iICJodHRwOi8vd3d3LnczLm9yZy9HcmFwaGljcy9TVkcvMS4xL0RURC9zdmcxMS5kdGQiW10+DQo8c3ZnIHZpZXdCb3g9IjAgMCA5MDkgMTI4NiIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4NCiAgPGRlZnM+DQogICAgPHN0eWxlIHR5cGU9InRleHQvY3NzIj48IVtDREFUQVsKLmcwXzd7CmZpbGw6ICNGRkZGRkY7Cn0KLmcxXzd7CmZpbGw6ICM5OUNDRkY7Cn0KXV0+PC9zdHlsZT4NCiAgPC9kZWZzPg0KICA8cGF0aCBmaWxsLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0wLDEyODYuMkg5MDkuNVYwSDBWMTI4Ni4yWiIgY2xhc3M9ImcwXzciIC8+DQogIDxwYXRoIGZpbGwtcnVsZT0iZXZlbm9kZCIgZD0iTTEwNi4yLDc2LjFIODAzLjdWNTVIMTA2LjJWNzYuMVoiIGNsYXNzPSJnMV83IiAvPg0KICA8cGF0aCBmaWxsLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0xMDYuMiw5NS4zSDgwMy43Vjc2LjFIMTA2LjJWOTUuM1oiIGNsYXNzPSJnMV83IiAvPg0KICA8cGF0aCBmaWxsLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0xMDYuMiwyMjguMUg4MDMuN1YyMDBIMTA2LjJ2MjguMVoiIGNsYXNzPSJnMV83IiAvPg0KICA8cGF0aCBmaWxsLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0xMDYuMiw0ODguMUg4MDMuN3YtMjhIMTA2LjJ2MjhaIiBjbGFzcz0iZzFfNyIgLz4NCiAgPHBhdGggZmlsbC1ydWxlPSJldmVub2RkIiBkPSJNMTA2LjIsNzI2LjhIODAzLjd2LTI4SDEwNi4ydjI4WiIgY2xhc3M9ImcxXzciIC8+DQo8L3N2Zz4=" alt="" /></div><div id="t1_7" class="S29 S52 S2">Rapport </div><div id="t2_7" class="S2A S53 S2">d’activité </div><div id="t3_7" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_7" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_7" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_7" class="S101 S5A S2">Le capital social est divisé en 139 063 actions de 16 euros de valeur nominale. </div><div id="t7_7" class="S102 S57 S2">DISTRIBUTION DE DIVIDENDES </div><div id="t8_7" class="S103 S5A S2">Lors de l'assemblée générale du 17 mai 2022, il a été décidé d'affecter 38 627,11 euros à la </div><div id="t9_7" class="S104 S5A S2">réserve légale et 733 915,16 euros en report à nouveau, celui-ci s'élèvera après cette </div><div id="ta_7" class="S105 S5A S2">affectation à 3 405 473,06 euros. </div><div id="tb_7" class="S106 S59 S2">Nous vous informons qu’aucun dividende n’a été distribué au cours des trois derniers </div><div id="tc_7" class="S107 S5A S2">exercices. </div><div id="td_7" class="S108 S57 S2">HORS BILAN </div><div id="te_7" class="S109 S5A S2">Au 31 décembre 2021, des instruments financiers à terme (IFT) sont comptabilisés pour un </div><div id="tf_7" class="S10A S5A S2">total de 4 891 905 </div><div id="tg_7" class="S10B S59 S2">milliers d’euros </div><div id="th_7" class="S10C S5A S2">et sont composés de swaps de performance pour 4 887 711 </div><div id="ti_7" class="S10D S59 S2">milliers d’euros et de swaps de taux pour </div><div id="tj_7" class="S10E S5A S2">4 194 </div><div id="tk_7" class="S10F S59 S2">milliers d’euros</div><div id="tl_7" class="S110 S5A S2">. </div><div id="tm_7" class="S111 S5A S2">Le poste « engagements de garantie reçue » s</div><div id="tn_7" class="S112 S59 S2">’élève à </div><div id="to_7" class="S113 S5A S2">6 512 027 </div><div id="tp_7" class="S114 S59 S2">milliers d’euros</div><div id="tq_7" class="S115 S5A S2">. </div><div id="tr_7" class="S116 S57 S2">RISQUES </div><div id="ts_7" class="S117 S59 S2">Chacun de l’Emetteur et du Garant estime que les facteurs suivants peuvent affecter sa </div><div id="tt_7" class="S118 S5A S2">capacité à remplir ses obligations relatives aux Titres et peuvent être significatifs pour </div><div id="tu_7" class="S119 S5A S2">l'évaluation des risques de marché associés aux Titres émis dans le cadre du Programme. </div><div id="tv_7" class="S11A S5A S2">Tous ces facteurs sont des éventualités qui peuvent ou non se produire. </div><div id="tw_7" class="S11B S5A S2">Les facteurs que l'Emetteur et le Garant estiment être spécifiques à l'Emetteur et au Garant </div><div id="tx_7" class="S11C S5A S2">et/ou aux Titres et qui sont importants pour une décision d'investissement éclairée concernant </div><div id="ty_7" class="S11D S5A S2">l'investissement dans les Titres émis dans le cadre du Programme sont décrits ci-dessous. </div><div id="tz_7" class="S11E S59 S2">Chacun de l’Emetteur et du Garant estime que les facteurs décrits ci</div><div id="t10_7" class="S11F S5A S2">-dessous représentent les </div><div id="t11_7" class="S120 S5A S2">principaux risques inhérents à l'investissement dans les Titres émis dans le cadre du </div><div id="t12_7" class="S121 S5A S2">Programme, mais l'incapacité de l'Emetteur et, le cas échéant, du Garant, à payer les intérêts, </div><div id="t13_7" class="S122 S5A S2">le principal ou tout autre montant dû au titre des Titres, pour d'autres raisons (i) lesquelles ne </div><div id="t14_7" class="S123 S59 S2">sont pas connues de l’Emetteur et du Garant au jour du présent Programme ou (ii) qui peuvent </div><div id="t15_7" class="S124 S59 S2">ne pas être considérées comme des risques significatifs par l’Emetteur et le cas échéant, par </div><div id="t16_7" class="S125 S5A S2">le Garant au regard des informations dont il(s) dispose(nt) au jour du présent Programme. </div><div id="t17_7" class="S7 SE S2">LCL </div><div id="t18_7" class="S8 SE S2">EMISSIONS </div><div id="t19_7" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1a_7" class="S51 SE S2">7/58 </div></div><div id="p8" class="S0"><div id="pg8Overlay" class="S1"></div><div id="pg8" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_8" class="S29 S52 S2">Rapport </div><div id="t2_8" class="S2A S53 S2">d’activité </div><div id="t3_8" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_8" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_8" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_8" class="S126 S5A S2">Les investisseurs potentiels doivent également lire les informations détaillées figurant dans le </div><div id="t7_8" class="S127 S5A S2">présent Prospectus de Base (y compris tout document qui y est incorporé par référence) et se </div><div id="t8_8" class="S128 S5A S2">forger leur propre opinion avant de prendre toute décision d'investissement. </div><div id="t9_8" class="S129 S5A S2">Dans chaque sous-catégorie ci-dessous, l'Emetteur et, le cas échéant, le Garant, présente en </div><div id="ta_8" class="S12A S5A S2">premier lieu les risques les plus importants, dans son évaluation, en tenant compte de </div><div id="tb_8" class="S12B S5A S2">l'ampleur prévue de leur impact négatif et de la probabilité de leur survenance. </div><div id="tc_8" class="S12C S59 S2">FACTEURS DE RISQUE LIES A L’EMETTEUR </div><div id="td_8" class="S12D S59 S2">LCL Emissions est une société dont l’objet est d'emprunter et de lever des fonds, notamment </div><div id="te_8" class="S12E S5A S2">via l'émission de valeurs mobilières de toute nature, telles que des Titres, et de conclure tout </div><div id="tf_8" class="S12F S59 S2">contrat y afférent. L’Emetteur est exposé à certains facteurs de risque qui peuvent avoir une </div><div id="tg_8" class="S130 S5A S2">incidence sur sa capacité à respecter ses engagements en vertu des Titres émis dans le cadre </div><div id="th_8" class="S131 S5A S2">du Programme. </div><div id="ti_8" class="S132 S59 S2">L’Emetteur est exposé à certains facteurs d</div><div id="tj_8" class="S133 S5A S2">e risque qui peuvent avoir une incidence </div><div id="tk_8" class="S134 S5A S2">défavorable sur sa capacité à respecter ses engagements en vertu des Titres émis dans le </div><div id="tl_8" class="S135 S5A S2">cadre du Programme. </div><div id="tm_8" class="S136 S52 S2">Risque de crédit et de contrepartie </div><div id="tn_8" class="S137 S5A S2">L'Emetteur est exposé aux risques de crédit et de contrepartie </div><div id="to_8" class="S138 S59 S2">susceptibles d’avoir un effet </div><div id="tp_8" class="S139 S5A S2">défavorable significatif sur son activité, sa situation financière et ses résultats en cas de défaut </div><div id="tq_8" class="S13A S5A S2">du Garant. </div><div id="tr_8" class="S13B S59 S2">L'Emetteur utilise le produit net de l’émission de Titres pour les besoins du financement de son </div><div id="ts_8" class="S13C S5A S2">activité en général et la couverture de ses obligations en vertu des Titres. Ainsi, il utilise tout </div><div id="tt_8" class="S13D S59 S2">ou partie du produit de l’émission de Titres pour acquérir des actifs qui pourront être, de </div><div id="tu_8" class="S13E S5A S2">manière non limitative, une ou plusieurs valeurs mobilières, un ou plusieurs contrats de dépôt, </div><div id="tv_8" class="S13F S59 S2">un ou plusieurs contrats d’échange (les "Contrats de Couverture"). Au 31 décembre 2021, le </div><div id="tw_8" class="S140 S59 S2">montant nominal total des titres en circulation s’élève à 4,89 milliards d’euros (nominal hors </div><div id="tx_8" class="S141 S5A S2">émissions en cours de commercialisation). La capacité de l'Emetteur à satisfaire ses </div><div id="ty_8" class="S142 S5A S2">obligations relatives aux Titres dépendra alors de la réception des paiements qui lui sont dus </div><div id="tz_8" class="S143 S5A S2">au titre de ces Contrats de Couverture. Le risque comprend également le risque de règlement </div><div id="t10_8" class="S144 S5A S2">inhérent à toute transaction impliquant un paiement de cash ou une livraison d'actifs en dehors </div><div id="t11_8" class="S145 S5A S2">d'un système de règlement sécurisé. </div><div id="t12_8" class="S146 S59 S2">Quoique l’Emetteur soit exposé au risque de défaut de réception des paiements qui lui sont </div><div id="t13_8" class="S147 S5A S2">dus au titre de ces Contrats de Couverture, risque accru dans le cadre </div><div id="t14_8" class="S148 S59 S2">d’une crise sanitaire </div><div id="t15_8" class="S149 S59 S2">devenue une crise économique telle que celle liée à l’épidémie de Covid</div><div id="t16_8" class="S14A S5A S2">-19, il convient </div><div id="t17_8" class="S7 SE S2">LCL </div><div id="t18_8" class="S8 SE S2">EMISSIONS </div><div id="t19_8" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1a_8" class="S51 SE S2">8/58 </div></div><div id="p9" class="S0"><div id="pg9Overlay" class="S1"></div><div id="pg9" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_9" class="S29 S52 S2">Rapport </div><div id="t2_9" class="S2A S53 S2">d’activité </div><div id="t3_9" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_9" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_9" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_9" class="S14B S59 S2">cependant de noter que l’Emetteur est seulement exposé au risque de défaut du Garant, </div><div id="t7_9" class="S14C S59 S2">puisqu’en cas d’occurrence d’un événement de crédit ou d’une défaillance d’une contrepartie </div><div id="t8_9" class="S14D S59 S2">d’un Contrat de Couverture, le Garant ferait face à tout risque de cette nature pour le compte </div><div id="t9_9" class="S14E S59 S2">de l’Emetteur. La survenance d’un tel événement pourrait générer une perte en résultat de </div><div id="ta_9" class="S14F S59 S2">l’Emetteur. </div><div id="tb_9" class="S150 S59 S2">Au 31 décembre 2021, l’exposition au risque de crédit et de contrepartie s’élevait à 4,88 </div><div id="tc_9" class="S151 S59 S2">milliards d’euros pour un nominal de titres en circulation de 4,89 milliards d’euros. </div><div id="td_9" class="S152 S52 S2">Risques opérationnels et risques connexes </div><div id="te_9" class="S153 S16D S2"> </div><div id="tf_9" class="S154 S5A S2">Risque lié à la réglementation </div><div id="tg_9" class="S155 S59 S2">L’Emetteur est soumis à un </div><div id="th_9" class="S156 S5A S2">cadre règlementaire et environnemental en France. Les </div><div id="ti_9" class="S157 S59 S2">modifications de ce cadre sont susceptibles d’avoir un effet défavorable important sur son </div><div id="tj_9" class="S158 S5A S2">activité et ses résultats. </div><div id="tk_9" class="S159 S59 S2">L’Emetteur a pour activité principale l’émission de titres obligataires. Au cours de l’exercice </div><div id="tl_9" class="S15A S59 S2">2021, l’Emetteur a poursuivi son activité d’émission de titres obligataires pour le réseau LCL </div><div id="tm_9" class="S15B S5A S2">en France, en procédant à 10 nouvelles émissions pour un montant cumulé de 1,888 milliards </div><div id="tn_9" class="S15C S59 S2">d’euros. En tant que société anonyme de droit français ay</div><div id="to_9" class="S15D S5A S2">ant pour objet social d'emprunter et </div><div id="tp_9" class="S15E S59 S2">lever des fonds, notamment par l’émission de valeurs mobilières de toute nature, la capacité </div><div id="tq_9" class="S15F S5A S2">de l'Emetteur à développer ses activités ou à exercer certaines activités existantes peut être </div><div id="tr_9" class="S160 S5A S2">limitée par des exigences réglementaires et systémiques nouvelles, y compris des contraintes </div><div id="ts_9" class="S161 S5A S2">imposées en réponse à une crise financière mondiale telle que la crise financière de 2008, par </div><div id="tt_9" class="S162 S5A S2">des incertitudes politico-économiques telles que celles générées par le Brexit. </div><div id="tu_9" class="S163 S59 S2">La nature et l’imp</div><div id="tv_9" class="S164 S5A S2">act de ces changements ne sont pas prévisibles et peuvent être hors du </div><div id="tw_9" class="S165 S59 S2">contrôle de l’Emetteur. Depuis sa création, les modifications du cadre règlementaire auquel </div><div id="tx_9" class="S166 S59 S2">l’Emetteur est soumis n’ont pas eu d’effet défavorable sur son activité ou ses résultats. </div><div id="ty_9" class="S167 S16D S2"> </div><div id="tz_9" class="S168 S5A S2">Risques opérationnels </div><div id="t10_9" class="S169 S59 S2">Les risques opérationnels résultent principalement de l’inadéquation ou de la défaillance des </div><div id="t11_9" class="S16A S5A S2">processus, des systèmes, ou des personnes en charge du traitement des opérations, ainsi </div><div id="t12_9" class="S16B S5A S2">que des risques associés à des événements externes. Ils pourraient avoir un impact négatif </div><div id="t13_9" class="S16C S59 S2">sur les résultats de l’Emetteur. </div><div id="t14_9" class="S7 SE S2">LCL </div><div id="t15_9" class="S8 SE S2">EMISSIONS </div><div id="t16_9" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t17_9" class="S51 SE S2">9/58 </div></div><div id="p10" class="S0"><div id="pg10Overlay" class="S1"></div><div id="pg10" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,77u/PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+DQo8IURPQ1RZUEUgc3ZnIFBVQkxJQyAiLS8vVzNDLy9EVEQgU1ZHIDEuMS8vRU4iICJodHRwOi8vd3d3LnczLm9yZy9HcmFwaGljcy9TVkcvMS4xL0RURC9zdmcxMS5kdGQiW10+DQo8c3ZnIHZpZXdCb3g9IjAgMCA5MDkgMTI4NiIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4NCiAgPGRlZnM+DQogICAgPHN0eWxlIHR5cGU9InRleHQvY3NzIj48IVtDREFUQVsKLmcwXzEwewpmaWxsOiAjRkZGRkZGOwp9Ci5nMV8xMHsKZmlsbDogIzk5Q0NGRjsKfQpdXT48L3N0eWxlPg0KICA8L2RlZnM+DQogIDxwYXRoIGZpbGwtcnVsZT0iZXZlbm9kZCIgZD0iTTAsMTI4Ni4ySDkwOS41VjBIMFYxMjg2LjJaIiBjbGFzcz0iZzBfMTAiIC8+DQogIDxwYXRoIGZpbGwtcnVsZT0iZXZlbm9kZCIgZD0iTTEwNi4yLDc2LjFIODAzLjdWNTVIMTA2LjJWNzYuMVoiIGNsYXNzPSJnMV8xMCIgLz4NCiAgPHBhdGggZmlsbC1ydWxlPSJldmVub2RkIiBkPSJNMTA2LjIsOTUuM0g4MDMuN1Y3Ni4xSDEwNi4yVjk1LjNaIiBjbGFzcz0iZzFfMTAiIC8+DQo8L3N2Zz4=" alt="" /></div><div id="t1_10" class="S29 S52 S2">Rapport </div><div id="t2_10" class="S2A S53 S2">d’activité </div><div id="t3_10" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_10" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_10" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_10" class="S16E S59 S2">Du fait de son activité principale, l’Emetteur est exposé aux risques de dysfonctionnements </div><div id="t7_10" class="S16F S59 S2">opérationnels de ses systèmes de communication et d’information. Le risque d’erreur </div><div id="t8_10" class="S170 S5A S2">involonta</div><div id="t9_10" class="S171 S59 S2">ire par une personne lors de la réalisation d’une tâche ne peut également pas être </div><div id="ta_10" class="S172 S59 S2">totalement exclu. L’Emetteur est exposé à la cybercriminalité ciblant ses clients, ses </div><div id="tb_10" class="S173 S5A S2">fournisseurs ou partenaires mais également ses propres infrastructures et données </div><div id="tc_10" class="S174 S5A S2">info</div><div id="td_10" class="S175 S59 S2">rmatiques. L’interconnexion entre les différentes entreprises de marché et la concentration </div><div id="te_10" class="S176 S5A S2">de celles-</div><div id="tf_10" class="S177 S59 S2">ci augmentent le risque d’un impact sur l’Emetteur en cas d’attaques visant l’un des </div><div id="tg_10" class="S178 S5A S2">maillons de cette chaine tenant notamment compte de la complexité des systèmes devant être </div><div id="th_10" class="S179 S59 S2">coordonnés dans des délais contraints. Les conséquences d’un dysfonctionnement </div><div id="ti_10" class="S17A S59 S2">opérationnel ou d’une erreur humaine, même brèves et temporaires, pourraient entraîner des </div><div id="tj_10" class="S17B S59 S2">perturbations importantes dans l’activité de l’Emetteur. Malgré </div><div id="tk_10" class="S17C S5A S2">un contexte exceptionnel en </div><div id="tl_10" class="S17D S59 S2">2021 dû à l’épidémie de Covid</div><div id="tm_10" class="S17E S5A S2">-</div><div id="tn_10" class="S17F S59 S2">19, l’Emetteur n’a pas eu à déplorer d’incident opérationnel </div><div id="to_10" class="S180 S59 S2">susceptible d’avoir un impact négatif sur ses résultats depuis sa création. </div><div id="tp_10" class="S135 S52 S2">Risques de non-conformité et juridiques </div><div id="tq_10" class="S181 S5A S2">Les risques de non-conformité relatifs au non-respect des dispositions réglementaires et </div><div id="tr_10" class="S182 S5A S2">légales en France, et les risques de réputation qui pourraient survenir du fait du non-respect </div><div id="ts_10" class="S183 S5A S2">de ses obligations réglementaires ou légales, ou des normes déontologiques pourraient avoir </div><div id="tt_10" class="S184 S59 S2">un impact défavorable sur les résultats et les perspectives d’activité de l’Emetteur. </div><div id="tu_10" class="S185 S59 S2">Compte tenu de son activité qui consiste à emprunter et lever des fonds, l’Emetteur est exposé </div><div id="tv_10" class="S186 S5A S2">au risque de litiges avec les Porteurs, à des procédures civiles ou pénales, ou à des mesures </div><div id="tw_10" class="S187 S5A S2">réglementaires. Les plaignants dans ce type d'actions peuvent demander le recouvrement de </div><div id="tx_10" class="S188 S5A S2">montants importants ou indéterminés ou d'autres mesures correctives qui peuvent affecter la </div><div id="ty_10" class="S189 S59 S2">capacité de l’Emetteur à exercer son activité. La survenance d’un tel risque pourrait générer </div><div id="tz_10" class="S18A S59 S2">une perte de valeur ou une atteinte à la réputation de l’Emetteur. L’Emetteur n’a pas été </div><div id="t10_10" class="S18B S59 S2">exposé à un litige avec un Porteur susceptible d’avoir un impact défavorable sur ses résultats </div><div id="t11_10" class="S18C S59 S2">et ses perspectives d’activité </div><div id="t12_10" class="S18D S5A S2">depuis sa création. </div><div id="t13_10" class="S18E S5A S2">Au 31 décembre 2021, les montants des actifs pondérés par les risques relatifs aux risques </div><div id="t14_10" class="S18F S59 S2">opérationnels et risques connexes s’élevaient à 1,7 millions d’euros (1,4 millions d’euros au </div><div id="t15_10" class="S190 S5A S2">31 décembre 2020). </div><div id="t16_10" class="S7 SE S2">LCL </div><div id="t17_10" class="S8 SE S2">EMISSIONS </div><div id="t18_10" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t19_10" class="S191 SE S2">10/58 </div></div><div id="p11" class="S0"><div id="pg11Overlay" class="S1"></div><div id="pg11" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_11" class="S29 S52 S2">Rapport </div><div id="t2_11" class="S2A S53 S2">d’activité </div><div id="t3_11" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_11" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_11" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_11" class="S192 S57 S2">PROCEDURES DE CONTROLE INTERNE ET DE GESTION </div><div id="t7_11" class="S193 S57 S2">DES RISQUES </div><div id="t8_11" class="S194 S59 S2">Le contrôle interne et la gestion des risques de LCL Emissions s’inscrivent dans le cadre du </div><div id="t9_11" class="S195 S5A S2">dispositif du groupe Amundi. </div><div id="ta_11" class="S196 S5A S2">Le champ du contrôle interne ne se limite pas aux procédures permettant de fiabiliser les </div><div id="tb_11" class="S197 S5A S2">informations comptables et financières. </div><div id="tc_11" class="S198 S59 S2">Le dispositif de contrôle interne est défini comme l’ensemble des dispositifs visant la maîtrise </div><div id="td_11" class="S199 S59 S2">des activités et des risques de toute nature et permettant la régularité, la sécurité et l’efficacité </div><div id="te_11" class="S19A S5A S2">des opérations. </div><div id="tf_11" class="S19B S5A S2">Ce dispositif comporte toutefois des limites inhérentes aux défaillances techniques ou </div><div id="tg_11" class="S19C S5A S2">humaines. </div><div id="th_11" class="S19D S5A S2">Il se caractérise par les objectifs qui lui sont assignés : </div><div id="ti_11" class="S19E S1B9 S2">- </div><div id="tj_11" class="S19F S5A S2">Application des instructions et orientations fixées par la Direction Générale, </div><div id="tk_11" class="S1A0 S1B9 S2">- </div><div id="tl_11" class="S1A1 S5A S2">Performance financière </div><div id="tm_11" class="S1A2 S59 S2">par l’utilisation efficace et adéquate des actifs et ressources du </div><div id="tn_11" class="S1A3 S5A S2">groupe ainsi que la protection contre les risques de pertes, </div><div id="to_11" class="S1A4 S1B9 S2">- </div><div id="tp_11" class="S1A5 S5A S2">Connaissance exhaustive, précise et régulière des données nécessaires à la prise de </div><div id="tq_11" class="S1A6 S5A S2">décision et à la gestion des risques, en pa</div><div id="tr_11" class="S1A7 S59 S2">rticulier la conformité de l’ensemble des activités </div><div id="ts_11" class="S1A8 S5A S2">de gestion aux règlementations, contrats et autres engagements applicables, </div><div id="tt_11" class="S1A9 S1B9 S2">- </div><div id="tu_11" class="S1AA S5A S2">Conformité aux lois et règlements et aux normes internes, </div><div id="tv_11" class="S1AB S1B9 S2">- </div><div id="tw_11" class="S1AC S5A S2">Prévention et détection des fraudes et erreurs, </div><div id="tx_11" class="S1AD S1B9 S2">- </div><div id="ty_11" class="S1AE S5A S2">Exactitude, exhaustivité des enregistrements comptables et établissement en temps voulu </div><div id="tz_11" class="S1AF S59 S2">d’informations comptables et financières fiables. </div><div id="t10_11" class="S1B0 S59 S2">Le dispositif de contrôle interne d’Amundi répond notamment aux dispositions prévues par le </div><div id="t11_11" class="S1B1 S5A S2">Code monétaire et financier (article L. 511-41)</div><div id="t12_11" class="S1B2 S59 S2">, l’arrêté du 3 </div><div id="t13_11" class="S1B3 S5A S2">novembre 2014 relatif au contrôle </div><div id="t14_11" class="S1B4 S5A S2">interne des entreprises du secteur de la banque, des services de paiement et des services </div><div id="t15_11" class="S1B5 S59 S2">d’investissement soumises au contrôle de l’Autorité de contrôle prudentiel et de résolution, le </div><div id="t16_11" class="S1B6 S5A S2">Règlement Général de </div><div id="t17_11" class="S1B7 S59 S2">l’AMF et les textes relatifs à la gouvernance d’entreprise, émis </div><div id="t18_11" class="S1B8 S59 S2">notamment par l’Autorité bancaire européenne et le Comité de Bâle. </div><div id="t19_11" class="S7 SE S2">LCL </div><div id="t1a_11" class="S8 SE S2">EMISSIONS </div><div id="t1b_11" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1c_11" class="S191 SE S2">11/58 </div></div><div id="p12" class="S0"><div id="pg12Overlay" class="S1"></div><div id="pg12" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,77u/PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+DQo8IURPQ1RZUEUgc3ZnIFBVQkxJQyAiLS8vVzNDLy9EVEQgU1ZHIDEuMS8vRU4iICJodHRwOi8vd3d3LnczLm9yZy9HcmFwaGljcy9TVkcvMS4xL0RURC9zdmcxMS5kdGQiW10+DQo8c3ZnIHZpZXdCb3g9IjAgMCA5MDkgMTI4NiIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4NCiAgPGRlZnM+DQogICAgPHN0eWxlIHR5cGU9InRleHQvY3NzIj48IVtDREFUQVsKLmcwXzEyewpmaWxsOiAjRkZGRkZGOwp9Ci5nMV8xMnsKZmlsbDogIzk5Q0NGRjsKfQouZzJfMTJ7Cn0KXV0+PC9zdHlsZT4NCiAgPC9kZWZzPg0KICA8cGF0aCBmaWxsLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0wLDEyODYuMkg5MDkuNVYwSDBWMTI4Ni4yWiIgY2xhc3M9ImcwXzEyIiAvPg0KICA8cGF0aCBmaWxsLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0xMDYuMiw3Ni4xSDgwMy43VjU1SDEwNi4yVjc2LjFaIiBjbGFzcz0iZzFfMTIiIC8+DQogIDxwYXRoIGZpbGwtcnVsZT0iZXZlbm9kZCIgZD0iTTEwNi4yLDk1LjNIODAzLjdWNzYuMUgxMDYuMlY5NS4zWiIgY2xhc3M9ImcxXzEyIiAvPg0KICA8cGF0aCBmaWxsLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0xOTAuOSw3NDFINjQ3Ljd2LTEuOUgxOTAuOVY3NDFaIiBjbGFzcz0iZzJfMTIiIC8+DQogIDxwYXRoIGZpbGwtcnVsZT0iZXZlbm9kZCIgZD0iTTIwMS45LDc5OC45SDM5Ny4ydi0xLjhIMjAxLjl2MS44WiIgY2xhc3M9ImcyXzEyIiAvPg0KPC9zdmc+" alt="" /></div><div id="t1_12" class="S29 S52 S2">Rapport </div><div id="t2_12" class="S2A S53 S2">d’activité </div><div id="t3_12" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_12" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_12" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_12" class="S1BA S5A S2">Il est en outre structuré de façon cohérente avec les principes édictés par Crédit Agricole S.A. </div><div id="t7_12" class="S1BB S5A S2">et le groupe Crédit Agric</div><div id="t8_12" class="S1BC S59 S2">ole, avec pour finalité d’assurer une approche consolidée des risques </div><div id="t9_12" class="S1BD S5A S2">dans le cadre du contrôle exercé par le Groupe actionnaire majoritaire. </div><div id="ta_12" class="S1BE S5A S2">Ces référentiels externes sont complétés de chartes, normes et procédures internes propres </div><div id="tb_12" class="S1BF S5A S2">à Amundi dans les domaines de contrôle des risques, y compris informatiques et comptables, </div><div id="tc_12" class="S1C0 S59 S2">de contrôle de conformité et d’audit interne. </div><div id="td_12" class="S1C1 S59 S2">Ce dispositif de contrôle interne s’applique de manière homogène à l’ensemble des entités du </div><div id="te_12" class="S1C2 S5A S2">Groupe Amundi (hors joint-ventures dans lesquelles Amundi est actionnaire minoritaire) et </div><div id="tf_12" class="S1C3 S59 S2">couvre l’encadrement et la maîtrise des activités ainsi que la mesure et la surveillance des </div><div id="tg_12" class="S1C4 S59 S2">risques. Le dispositif mis en œuvre par Amundi est décliné et adapté par les différentes </div><div id="th_12" class="S1C5 S5A S2">fonctions et filiales en fonction de leurs spécificités notamment au regard de leurs obligations </div><div id="ti_12" class="S1C6 S5A S2">réglementaires. </div><div id="tj_12" class="S1C7 S59 S2">Les moyens, outils et reportings mis en œuvre dans cet environnement normatif permettent </div><div id="tk_12" class="S1C8 S59 S2">une information régulière du Conseil d’administration et de la Direction Généra</div><div id="tl_12" class="S1C9 S5A S2">le sur le </div><div id="tm_12" class="S1CA S5A S2">fonctionnement des dispositifs de contrôle interne et sur leur adéquation au regard du profil de </div><div id="tn_12" class="S1CB S5A S2">risque du Groupe. </div><div id="to_12" class="S1CC S52 S2">1. </div><div id="tp_12" class="S1CD S53 S2">Principes d’organisation du dispositif de contrôle interne </div><div id="tq_12" class="S1CE S52 S2">a. </div><div id="tr_12" class="S1CF S52 S2">Principes fondamentaux </div><div id="ts_12" class="S1D0 S59 S2">Le dispositif de contrôle interne d’Amundi rep</div><div id="tt_12" class="S1D1 S5A S2">ose sur les principes fondamentaux suivants : </div><div id="tu_12" class="S1D2 S5A S2">- </div><div id="tv_12" class="S1D3 S5A S2">U</div><div id="tw_12" class="S1D4 S59 S2">ne information systématique du Conseil d’administration portant sur l’encadrement </div><div id="tx_12" class="S1D5 S5A S2">des risques, le suivi des limites accordées, les activités et les résultats des contrôles </div><div id="ty_12" class="S1D6 S59 S2">mis en œuvre par les différentes comp</div><div id="tz_12" class="S1D7 S5A S2">osantes du dispositif de contrôle interne ainsi </div><div id="t10_12" class="S1D8 S5A S2">que les incidents significatifs ; </div><div id="t11_12" class="S1D9 S5A S2">- </div><div id="t12_12" class="S1DA S5A S2">U</div><div id="t13_12" class="S1DB S59 S2">ne implication directe de la Direction Générale dans l’organisation et le </div><div id="t14_12" class="S1DC S5A S2">fonctionnement du dispositif de contrôle interne ; </div><div id="t15_12" class="S1DD S5A S2">- </div><div id="t16_12" class="S1DE S5A S2">Une couverture exhaustive des activités et des risques ; </div><div id="t17_12" class="S1DF S5A S2">- </div><div id="t18_12" class="S1E0 S5A S2">Une définition claire des responsabilités, une séparation effective des fonctions </div><div id="t19_12" class="S1E1 S59 S2">d’engagement et de contrôle au travers de délégations formalisées et mises à jour. </div><div id="t1a_12" class="S7 SE S2">LCL </div><div id="t1b_12" class="S8 SE S2">EMISSIONS </div><div id="t1c_12" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1d_12" class="S191 SE S2">12/58 </div></div><div id="p13" class="S0"><div id="pg13Overlay" class="S1"></div><div id="pg13" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_13" class="S29 S52 S2">Rapport </div><div id="t2_13" class="S2A S53 S2">d’activité </div><div id="t3_13" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_13" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_13" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_13" class="S1E2 S59 S2">Il s’appuie schématiquement sur deux principaux piliers </div><div id="t7_13" class="S1E3 S5A S2">: </div><div id="t8_13" class="S1E4 S5A S2">- </div><div id="t9_13" class="S1E5 S5A S2">Des dispositifs de mesure, de surveillance et de maîtrise des risques : risques </div><div id="ta_13" class="S1E6 S5A S2">financiers, risques opérationnels (traitements opérationnels, information comptable et </div><div id="tb_13" class="S1E7 S59 S2">financière, systèmes d’information), risques juridiques et risques de non</div><div id="tc_13" class="S1E8 S5A S2">-conformité ; </div><div id="td_13" class="S1E9 S5A S2">- </div><div id="te_13" class="S1EA S5A S2">Un dispositif de contrôle comprenant des contrôles permanents réalisés directement </div><div id="tf_13" class="S1EB S5A S2">par les entités opérationnelles ou par des collaborateurs dédiés et un contrôle </div><div id="tg_13" class="S1EC S59 S2">périodique mis en œuvre par l’Inspection. </div><div id="th_13" class="S1ED S52 S2">b. </div><div id="ti_13" class="S1EE S52 S2">Pilotage du dispositif </div><div id="tj_13" class="S1EF S5A S2">Le groupe Amundi est en charge du dispositif de contrôle interne de LCL Emissions. </div><div id="tk_13" class="S1F0 S59 S2">Le dispositif de contrôle interne d’Amundi repose sur le contrôle permanent de premier niveau, </div><div id="tl_13" class="S1F1 S5A S2">le contrôle permanent de second niveau assuré par les fonctions Risques et Conformité et </div><div id="tm_13" class="S1F2 S5A S2">pour partie par la fonction Sécurité </div><div id="tn_13" class="S1F3 S59 S2">s’agissant du système d’information et le contrôle </div><div id="to_13" class="S1F4 S59 S2">périodique exercé par l’Inspection. Il couvre l’ensemble du Groupe en France et à </div><div id="tp_13" class="S1F5 S59 S2">l’international à l’exception des </div><div id="tq_13" class="S1F6 S5A S2">joint-ventures dans lesquelles Amundi est actionnaire </div><div id="tr_13" class="S1F7 S5A S2">minoritaire. </div><div id="ts_13" class="S1F8 S5A S2">Le Comité de Contrôle Interne, co-</div><div id="tt_13" class="S1F9 S59 S2">présidé par le Directeur d’Amundi en charge de la Division </div><div id="tu_13" class="S1FA S59 S2">Business Support et Contrôle et le Représentant de l’Inspection générale du groupe Crédit </div><div id="tv_13" class="S1FB S59 S2">Agricole, actionnaire majoritaire d’Amundi, s’assure de la cohérence, de l’efficacité et de </div><div id="tw_13" class="S1FC S5A S2">l</div><div id="tx_13" class="S1FD S59 S2">’exhaustivité du dispositif de contrôle interne et coordonne les activités de Contrôle </div><div id="ty_13" class="S1FE S5A S2">Périodique, de Contrôle Permanent, de Contrôle des Risques et de Contrôle de la Conformité. </div><div id="tz_13" class="S1FF S5A S2">Il est composé également du Directeur des Risques, du Directeur de la Conformité, du </div><div id="t10_13" class="S200 S59 S2">Directeur de la Sécurité et du Directeur de l’Inspection d’Amundi. Il se réunit deux fois par an. </div><div id="t11_13" class="S201 S5A S2">Le Comité est chargé de : </div><div id="t12_13" class="S202 S5A S2">- </div><div id="t13_13" class="S203 S5A S2">Faire un point sur le dispositif de contrôle interne et le système de contrôle mis en </div><div id="t14_13" class="S204 S59 S2">œuvre </div><div id="t15_13" class="S205 S5A S2">; </div><div id="t16_13" class="S206 S5A S2">- </div><div id="t17_13" class="S207 S5A S2">P</div><div id="t18_13" class="S208 S59 S2">rocéder à l’examen des princ</div><div id="t19_13" class="S209 S5A S2">ipaux risques de toute nature auxquels est exposée </div><div id="t1a_13" class="S20A S5A S2">Amundi et des évolutions intervenues dans les systèmes de mesure des risques et des </div><div id="t1b_13" class="S20B S5A S2">résultats ; </div><div id="t1c_13" class="S20C S5A S2">- </div><div id="t1d_13" class="S20D S5A S2">Prendre toute décision nécessaire pour remédier aux faiblesses du contrôle interne ; </div><div id="t1e_13" class="S20E S5A S2">- </div><div id="t1f_13" class="S20F S5A S2">S</div><div id="t1g_13" class="S210 S59 S2">uivre la mise en œuvre des engagements pris à la suite des missions d’audit internes </div><div id="t1h_13" class="S211 S5A S2">et externes ; </div><div id="t1i_13" class="S7 SE S2">LCL </div><div id="t1j_13" class="S8 SE S2">EMISSIONS </div><div id="t1k_13" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1l_13" class="S191 SE S2">13/58 </div></div><div id="p14" class="S0"><div id="pg14Overlay" class="S1"></div><div id="pg14" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_14" class="S29 S52 S2">Rapport </div><div id="t2_14" class="S2A S53 S2">d’activité </div><div id="t3_14" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_14" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_14" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_14" class="S212 S5A S2">- </div><div id="t7_14" class="S213 S5A S2">D</div><div id="t8_14" class="S214 S59 S2">écider des mesures correctives des carences relevées par les missions d’audit ainsi </div><div id="t9_14" class="S215 S59 S2">que par les reportings d’activité et de contrôle dont disposent les responsables des </div><div id="ta_14" class="S216 S5A S2">fonctions </div><div id="tb_14" class="S217 S59 S2">de contrôle ou le management au sein de l’entité. </div><div id="tc_14" class="S218 S52 S2">c. </div><div id="td_14" class="S219 S53 S2">Rôle de l’organe délibérant </div><div id="te_14" class="S21A S59 S2">L’organe délibérant est informé de l’organisation, de l’activité et des résultats du contrôle </div><div id="tf_14" class="S21B S5A S2">interne. Il est impliqué dans la compréhension des principaux risques encourus par </div><div id="tg_14" class="S21C S59 S2">l’entreprise. Il détermine et arrête les stratégies et limites de risques de la société. </div><div id="th_14" class="S21D S59 S2">Il approuve l’organisation générale de l’entreprise ainsi que celle de son dispositif de contrôle </div><div id="ti_14" class="S1EF S5A S2">interne, notamment aux procédures de gestion des risques. </div><div id="tj_14" class="S21E S52 S2">d. </div><div id="tk_14" class="S21F S52 S2">Rôle de </div><div id="tl_14" class="S220 S53 S2">l’organe exécutif </div><div id="tm_14" class="S221 S59 S2">L’organe exécutif est directement impliqué dans l’organisation et le fonctionnement du </div><div id="tn_14" class="S222 S59 S2">dispositif de contrôle interne. Il s’assure que les stratégies et limites de risques sont </div><div id="to_14" class="S223 S5A S2">compatibles avec la situation financière (niveaux des fonds propres, résultats) et les stratégies </div><div id="tp_14" class="S224 S59 S2">arrêtées par l’organe délibérant. </div><div id="tq_14" class="S225 S59 S2">L’organe exécutif définit l’organisation générale de l’entreprise et s’assure de sa mise en </div><div id="tr_14" class="S226 S59 S2">œuvre efficiente par des personnes compétentes. En particulier, il fixe clairement les rôl </div><div id="ts_14" class="S227 S5A S2">es et </div><div id="tt_14" class="S228 S59 S2">responsabilités en matière de contrôle interne et s’assure que les moyens attribués sont </div><div id="tu_14" class="S229 S5A S2">adéquats. </div><div id="tv_14" class="S22A S59 S2">Il veille à ce que des systèmes d’identification et de mesure des risques, adaptés aux activités </div><div id="tw_14" class="S22B S59 S2">et à l’organisation de l’entreprise, soient adoptés. </div><div id="tx_14" class="S22C S5A S2">Il veille également à ce que les principales </div><div id="ty_14" class="S22D S5A S2">informations issues de ces systèmes lui soient régulièrement reportées. </div><div id="tz_14" class="S22E S59 S2">Il s’assure que le dispositif de contrôle interne fait l’objet d’un suivi permanent, destiné à vérifier </div><div id="t10_14" class="S22F S5A S2">son adéquation et son efficacité. Il est informé des principaux dysfonctionnements que le </div><div id="t11_14" class="S230 S59 S2">dispositif de contrôle interne permet d’identifier et des mesures correctrices proposées. </div><div id="t12_14" class="S7 SE S2">LCL </div><div id="t13_14" class="S8 SE S2">EMISSIONS </div><div id="t14_14" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t15_14" class="S191 SE S2">14/58 </div></div><div id="p15" class="S0"><div id="pg15Overlay" class="S1"></div><div id="pg15" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_15" class="S29 S52 S2">Rapport </div><div id="t2_15" class="S2A S53 S2">d’activité </div><div id="t3_15" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_15" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_15" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_15" class="S231 S52 S2">e. </div><div id="t7_15" class="S232 S52 S2">Contrôle interne consolidé </div><div id="t8_15" class="S233 S5A S2">Conformément aux principes en vigueur au sein du Groupe, le dispositif de contrôle interne du </div><div id="t9_15" class="S234 S59 S2">groupe Amundi s’applique sur un périmètre large visant à l’encadrement et à la maîtrise des </div><div id="ta_15" class="S235 S5A S2">activités et à la mesure et à la surveillance des risques sur base consolidée. </div><div id="tb_15" class="S236 S5A S2">Ce principe appliqué par chaque entité du Groupe Crédit Agricole à ses propres filiales, permet </div><div id="tc_15" class="S237 S5A S2">de décliner le dispositif de contrôle interne selon une logique pyramidale et renforce la </div><div id="td_15" class="S238 S5A S2">cohérence entre les différentes entités du Groupe. </div><div id="te_15" class="S239 S5A S2">Ainsi, pour ce qui concerne LCL Emissions, le groupe Amundi effectue une identification et </div><div id="tf_15" class="S23A S5A S2">une surveillance consolidée des activités, des risques et de la qualité des contrôles au sein de </div><div id="tg_15" class="S23B S5A S2">ses filiales, notamment en ce qui concerne les informations comptables et financières. </div><div id="th_15" class="S23C S5A S2">- </div><div id="ti_15" class="S23D S52 S2">Dispositif de prévention et contrôles des risques de non-conformité </div><div id="tj_15" class="S23E S5A S2">Le Groupe Amundi a renforcé son dispositif de connaissance des clients (« KYC »). </div><div id="tk_15" class="S23F S5A S2">Le dispositif de lutte anti-</div><div id="tl_15" class="S240 S59 S2">corruption déployé dans l’ensemble du Groupe a fait l’objet d’une </div><div id="tm_15" class="S241 S5A S2">certification « ISO 37001 ». </div><div id="tn_15" class="S242 S59 S2">Le dispositif de gestion des conflits d’intérê</div><div id="to_15" class="S243 S5A S2">ts a été adapté comme suit : </div><div id="tp_15" class="S244 S1B9 S2">- </div><div id="tq_15" class="S245 S5A S2">Une Charte de Déontologie boursière a été rédigée ; </div><div id="tr_15" class="S246 S1B9 S2">- </div><div id="ts_15" class="S247 S5A S2">Une politique de restriction de détention de titres Amundi dans les portefeuilles gérés </div><div id="tt_15" class="S248 S5A S2">pour compte de tiers et pour compte propre a été mise en place ; </div><div id="tu_15" class="S249 S1B9 S2">- </div><div id="tv_15" class="S24A S5A S2">La cartographie des co</div><div id="tw_15" class="S24B S59 S2">nflits d’intérêts a été mise à jour. </div><div id="tx_15" class="S24C S5A S2">- </div><div id="ty_15" class="S24D S52 S2">Dispositif de contrôle périodique </div><div id="tz_15" class="S24E S59 S2">La démarche suivie par l’Inspection d’Amundi a fait l’objet d’un processus d’assurance et </div><div id="t10_15" class="S24F S59 S2">d’amélioration continue de la qualité. </div><div id="t11_15" class="S250 S5A S2">- </div><div id="t12_15" class="S251 S52 S2">Contrôle interne en matière de sécurité des systèmes </div><div id="t13_15" class="S252 S53 S2">d’information </div><div id="t14_15" class="S253 S59 S2">En matière de cyber sécurité, des tests d’intrusion ont été réalisés, tout au long de l’année, </div><div id="t15_15" class="S254 S59 S2">par une société externe spécialisée, tant en interne qu’en externe. Ces tests font </div><div id="t16_15" class="S255 S59 S2">systématiquement l’objet d’un bilan et des mesures sont prises l</div><div id="t17_15" class="S256 S5A S2">orsque des incidents sont </div><div id="t18_15" class="S257 S5A S2">identifiés. </div><div id="t19_15" class="S7 SE S2">LCL </div><div id="t1a_15" class="S8 SE S2">EMISSIONS </div><div id="t1b_15" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1c_15" class="S191 SE S2">15/58 </div></div><div id="p16" class="S0"><div id="pg16Overlay" class="S1"></div><div id="pg16" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_16" class="S29 S52 S2">Rapport </div><div id="t2_16" class="S2A S53 S2">d’activité </div><div id="t3_16" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_16" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_16" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_16" class="S258 S5A S2">- </div><div id="t7_16" class="S259 S53 S2">Plan de continuité d’activité (PCA) </div><div id="t8_16" class="S25A S59 S2">Au cours de l’année 202</div><div id="t9_16" class="S25B S5A S2">1</div><div id="ta_16" class="S25C S59 S2">, des tests du dispositif PCA d’Amundi ont été mené</div><div id="tb_16" class="S25D S5A S2">s : </div><div id="tc_16" class="S25E S16D S2"> </div><div id="td_16" class="S25F S5A S2">Le Plan de Secours Informatique (PSI) a été testé du 11 au 18 septembre 2021 en </div><div id="te_16" class="S260 S59 S2">simulant la perte d’un datacenter</div><div id="tf_16" class="S261 S5A S2">. </div><div id="tg_16" class="S262 S16D S2"> </div><div id="th_16" class="S263 S5A S2">Le Plan de Repli Utilisateurs (PRU) a été testé le 05 juillet 2021 pour les Salles de Repli </div><div id="ti_16" class="S264 S5A S2">Immédiat, les 19 mars et 15 octobre 2021 pour les tests de tenue de charge des </div><div id="tj_16" class="S265 S5A S2">connexions à distance. </div><div id="tk_16" class="S266 S52 S2">2. </div><div id="tl_16" class="S267 S52 S2">Description synthétique du dispositif de contrôle interne et de maîtrise des </div><div id="tm_16" class="S268 S53 S2">risques auxquels est soumise l’entreprise </div><div id="tn_16" class="S269 S52 S2">a. </div><div id="to_16" class="S26A S52 S2">Typologie des risques </div><div id="tp_16" class="S26B S5A S2">LCL Emissions est exposée aux risques décrits au chapitre « Risques » ci-dessus : risque de </div><div id="tq_16" class="S26C S5A S2">crédit et de contrepartie, risque lié à la règlementation, risques opérationnels, risques de non- </div><div id="tr_16" class="S26D S59 S2">conformité et juridiques, risques liés à l’environnement dans lequel l’Emetteur évolue. </div><div id="ts_16" class="S26E S5A S2">Risques financiers liés aux effets du changement climatique : en application des dispositions </div><div id="tt_16" class="S26F S59 S2">de l’article L.225</div><div id="tu_16" class="S270 S5A S2">-102-1 du code de commerce, LCL Emissions est tenue de reporter des </div><div id="tv_16" class="S271 S5A S2">informations sur la manière dont la société prend en compte les conséquences sociales et </div><div id="tw_16" class="S272 S5A S2">environnementales de son activité, incluant les conséquences sur le changement climatique </div><div id="tx_16" class="S273 S5A S2">de son activité et de l'usage des biens et services qu'elle produit, ainsi que sur ses </div><div id="ty_16" class="S274 S5A S2">engagements sociétaux en faveur du développement durable, de l'économie circulaire, de la </div><div id="tz_16" class="S275 S5A S2">lutte contre le gaspillage alimentaire et en faveur de la lutte contre les discriminations et de la </div><div id="t10_16" class="S276 S5A S2">promotion des diversités. </div><div id="t11_16" class="S277 S59 S2">Cependant, LCL Emissions ne dispose d’aucun salarié. De ce fait, aucune information sociale </div><div id="t12_16" class="S278 S59 S2">ne peut être communiquée. Par ailleurs, l’entité ne dispose pas de bâtiments en </div><div id="t13_16" class="S279 S59 S2">propre et n’a </div><div id="t14_16" class="S27A S59 S2">donc pas d’empreinte environnementale directe. L’impact environnemental et l’impact sociétal </div><div id="t15_16" class="S27B S59 S2">de ses activités s’inscrit dans le cadre des politiques définies par Amundi et présentées dans </div><div id="t16_16" class="S27C S5A S2">son rapport de gestion. </div><div id="t17_16" class="S7 SE S2">LCL </div><div id="t18_16" class="S8 SE S2">EMISSIONS </div><div id="t19_16" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1a_16" class="S191 SE S2">16/58 </div></div><div id="p17" class="S0"><div id="pg17Overlay" class="S1"></div><div id="pg17" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_17" class="S29 S52 S2">Rapport </div><div id="t2_17" class="S2A S53 S2">d’activité </div><div id="t3_17" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_17" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_17" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_17" class="S27D S52 S2">b. </div><div id="t7_17" class="S27E S52 S2">Dispositif de contrôle des risques </div><div id="t8_17" class="S25A S59 S2">Le dispositif de contrôle des risques de l’activité de LCL Emissions repose sur </div><div id="t9_17" class="S27F S5A S2">: </div><div id="ta_17" class="S280 S1B9 S2">- </div><div id="tb_17" class="S281 S5A S2">L</div><div id="tc_17" class="S282 S59 S2">a définition d’une stratégie risques pour l’activité, qui impose un adossement des </div><div id="td_17" class="S283 S5A S2">opérations et définit les produits autorisés ; la stratégie risque précise également les </div><div id="te_17" class="S284 S5A S2">limites applicables aux expositions résiduelles qui peuvent être portées par LCL </div><div id="tf_17" class="S285 S5A S2">Emissions ; </div><div id="tg_17" class="S286 S1B9 S2">- </div><div id="th_17" class="S287 S5A S2">Une validation de ce dispositif en Comité Risques du groupe Amundi ; </div><div id="ti_17" class="S288 S1B9 S2">- </div><div id="tj_17" class="S289 S5A S2">Une surveillance des risques de contrepartie, du correct adossement des opérations </div><div id="tk_17" class="S28A S5A S2">et du respect des règles de gestion et des limites applicables aux expositions </div><div id="tl_17" class="S28B S5A S2">résiduelles conservées par LCL Emissions. </div><div id="tm_17" class="S28C S52 S2">c. </div><div id="tn_17" class="S28D S52 S2">Dispositif de contrôle des risques de non-conformité </div><div id="to_17" class="S28E S5A S2">Le dispositif de contrôle des risques de non-conformité vise à se prémunir contre les risques </div><div id="tp_17" class="S28F S5A S2">de non-conformité aux lois, règlements et normes internes relatives notamment aux activités </div><div id="tq_17" class="S290 S59 S2">de services d’investissement, à la prévention du blanchiment de ca</div><div id="tr_17" class="S291 S5A S2">pitaux et la lutte contre le </div><div id="ts_17" class="S292 S5A S2">financement du terrorisme et la prévention et lutte contre la fraude externe et interne. </div><div id="tt_17" class="S293 S59 S2">Ce dispositif est mis en œuvre conformément aux procédures et recommandations édictées </div><div id="tu_17" class="S294 S5A S2">par les régulateurs Français et Européens. </div><div id="tv_17" class="S295 S5A S2">Le dispositif de contrôle des risques de non-conformité, y compris en matière de lutte anti- </div><div id="tw_17" class="S296 S5A S2">blanchiment et de lutte contre le financement du terrorisme, de prévention de la fraude et de </div><div id="tx_17" class="S297 S59 S2">la corruption, fait l’objet d’une revue mensuelle lors du comité Conformité</div><div id="ty_17" class="S298 S5A S2">. Lors de ce Comité, </div><div id="tz_17" class="S299 S59 S2">les résultats des contrôles effectués sont commentés, et d’éventuelles mesures correctrices </div><div id="t10_17" class="S29A S5A S2">décidées. Cette instance est également chargée de valider la cartographie des risques de non- </div><div id="t11_17" class="S29B S59 S2">conformité et le plan d’action qui l’accompagne. </div><div id="t12_17" class="S29C S52 S2">d. </div><div id="t13_17" class="S29D S52 S2">Dispositif de Sécurité Financière </div><div id="t14_17" class="S29E S5A S2">Le dispositif de lutte contre le blanchiment des capitaux et le financement du terrorisme est </div><div id="t15_17" class="S29F S5A S2">encadré par des procédures spécifiques, qui prévoient, notamment, un ajustement des </div><div id="t16_17" class="S2A0 S59 S2">diligences d’entrée en relation en fonctio</div><div id="t17_17" class="S2A1 S5A S2">n de la typologie des clients et de leur lieu de </div><div id="t18_17" class="S2A2 S5A S2">résidence. </div><div id="t19_17" class="S7 SE S2">LCL </div><div id="t1a_17" class="S8 SE S2">EMISSIONS </div><div id="t1b_17" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1c_17" class="S191 SE S2">17/58 </div></div><div id="p18" class="S0"><div id="pg18Overlay" class="S1"></div><div id="pg18" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_18" class="S29 S52 S2">Rapport </div><div id="t2_18" class="S2A S53 S2">d’activité </div><div id="t3_18" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_18" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_18" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_18" class="S2A3 S5A S2">Le placement des notes émises par LCL Emissions est effectué par Amundi Finance qui en </div><div id="t7_18" class="S2A4 S5A S2">assure la commercialisation uniquement au profit de distributeurs et clients directs </div><div id="t8_18" class="S2A5 S5A S2">institutionnels régulés avec lesquels sont conclus des contrats de souscription et contrats de </div><div id="t9_18" class="S2A6 S59 S2">distribution qui prévoient que le distributeur s’acquittera des obligations en matière de </div><div id="ta_18" class="S2A7 S5A S2">connaissance relative à sa clientèle. </div><div id="tb_18" class="S2A8 S5A S2">Les dossiers clients sont constitués, répertoriés et validés par la Compliance dans un système </div><div id="tc_18" class="S2A9 S5A S2">informatique dédié. </div><div id="td_18" class="S2AA S5A S2">Le dispositif de surveillance inclut également le contrôle des personnes politiquement </div><div id="te_18" class="S2AB S5A S2">exposées. </div><div id="tf_18" class="S2AC S52 S2">e. </div><div id="tg_18" class="S2AD S52 S2">Dispositif spécifique de contrôle interne de </div><div id="th_18" class="S2AE S53 S2">l’information </div><div id="ti_18" class="S2AF S53 S2">comptable </div><div id="tj_18" class="S2B0 S52 S2">et financière ; Rôle et responsabilités dans </div><div id="tk_18" class="S2B1 S53 S2">l’élaboration et </div><div id="tl_18" class="S2B2 S52 S2">le traitement </div><div id="tm_18" class="S2B3 S52 S2">de </div><div id="tn_18" class="S2B4 S53 S2">l’information comptable et </div><div id="to_18" class="S2B5 S52 S2">financière </div><div id="tp_18" class="S2B6 S5A S2">LCL Emissions publie des comptes individuels, qui sont consolidés dans les comptes du </div><div id="tq_18" class="S2B7 S5A S2">groupe Amundi et de ses actionnaires. </div><div id="tr_18" class="S2B8 S59 S2">La Direction Financière du groupe Amundi assure la responsabilité de l’élaboration des états </div><div id="ts_18" class="S2B9 S5A S2">financiers de LCL Emissions. </div><div id="tt_18" class="S2BA S59 S2">La Direction Financière met en œuvre les systèmes d’information comptable et financière lui </div><div id="tu_18" class="S2BB S59 S2">permettant d’élaborer les données de LCL </div><div id="tv_18" class="S2BC S5A S2">Emissions dans des conditions de sécurité </div><div id="tw_18" class="S2BD S5A S2">satisfaisantes. </div><div id="tx_18" class="S2BE S59 S2">Sous l’autorité de la Direction Générale, la Direction Financière d’Amundi assure la </div><div id="ty_18" class="S2BF S59 S2">responsabilité de l’élaboration de l’information comptable et financière. En particulier, la </div><div id="tz_18" class="S2C0 S5A S2">Direction Financière : </div><div id="t10_18" class="S2C1 S16D S2"> </div><div id="t11_18" class="S2C2 S5A S2">Etablit les états financiers consolidés selon les normes comptables internationales </div><div id="t12_18" class="S2C3 S5A S2">(IFRS) et conformément aux règles et principes comptables communiqués et définis </div><div id="t13_18" class="S2C4 S5A S2">par le groupe Crédit Agricole ; </div><div id="t14_18" class="S2C5 S16D S2"> </div><div id="t15_18" class="S2C6 S5A S2">Etablit les états financiers sociaux de chacune de ses entités conformément aux </div><div id="t16_18" class="S2C7 S5A S2">normes comptables locales en vigueur ; </div><div id="t17_18" class="S2C8 S16D S2"> </div><div id="t18_18" class="S2C9 S5A S2">Elabore les différents </div><div id="t19_18" class="S2CA S2D3 S2">reportings </div><div id="t1a_18" class="S2CB S5A S2">réglementaires, prudentiels et fiscaux ; </div><div id="t1b_18" class="S2CC S16D S2"> </div><div id="t1c_18" class="S2CD S5A S2">P</div><div id="t1d_18" class="S2CE S59 S2">roduit les différentes informations de gestion nécessaires au pilotage de l’activité </div><div id="t1e_18" class="S2CF S5A S2">; </div><div id="t1f_18" class="S2D0 S16D S2"> </div><div id="t1g_18" class="S2D1 S5A S2">Assure la communication financ</div><div id="t1h_18" class="S2D2 S59 S2">ière d’Amundi auprès des investisseurs. </div><div id="t1i_18" class="S7 SE S2">LCL </div><div id="t1j_18" class="S8 SE S2">EMISSIONS </div><div id="t1k_18" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1l_18" class="S191 SE S2">18/58 </div></div><div id="p19" class="S0"><div id="pg19Overlay" class="S1"></div><div id="pg19" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_19" class="S29 S52 S2">Rapport </div><div id="t2_19" class="S2A S53 S2">d’activité </div><div id="t3_19" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_19" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_19" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_19" class="S2D4 S52 S2">f. </div><div id="t7_19" class="S2D5 S52 S2">Contrôle permanent de </div><div id="t8_19" class="S2D6 S53 S2">l’information comptable et </div><div id="t9_19" class="S2D7 S52 S2">financière </div><div id="ta_19" class="S2D8 S59 S2">Le dispositif de contrôle de l’information comptable et financière au sein de la Direction </div><div id="tb_19" class="S2D9 S59 S2">Financière s’appuie sur les contrôles exercés d’une part par </div><div id="tc_19" class="S2DA S5A S2">les équipes de la Comptabilité, </div><div id="td_19" class="S2DB S59 S2">du Contrôle de gestion et de la trésorerie, et d’autre part par une cellule de contrôle comptable </div><div id="te_19" class="S2DC S5A S2">dédiée, rattachée directement au Directeur Financier. Ce dispositif est complété par un </div><div id="tf_19" class="S2DD S5A S2">contrôle permanent comptable assuré par une équipe indépendante, rattachée à la Direction </div><div id="tg_19" class="S2DE S5A S2">des Risques. </div><div id="th_19" class="S2DF S59 S2">Les objectifs du contrôle permanent comptable visent à s’assurer de la couverture adéquate </div><div id="ti_19" class="S2E0 S59 S2">des risques comptables majeurs, susceptibles d’altérer la qualité de l’information comptable </div><div id="tj_19" class="S2E1 S5A S2">et financière en termes de : </div><div id="tk_19" class="S2E2 S16D S2"> </div><div id="tl_19" class="S2E3 S5A S2">Conformité des données au regard des dispositions légales et réglementaires, et des </div><div id="tm_19" class="S2E4 S5A S2">normes du groupe Crédit Agricole ; </div><div id="tn_19" class="S2E5 S16D S2"> </div><div id="to_19" class="S2E6 S5A S2">Fiabilité et sincérité des données, permettant de donner une image fidèle des résultats </div><div id="tp_19" class="S2E7 S5A S2">et de la situation </div><div id="tq_19" class="S2E8 S59 S2">financière d’Amundi et des entités intégrées dans son périmètre de </div><div id="tr_19" class="S2E9 S5A S2">consolidation ; </div><div id="ts_19" class="S2EA S16D S2"> </div><div id="tt_19" class="S2EB S5A S2">S</div><div id="tu_19" class="S2EC S59 S2">écurité des processus d’élaboration et de traitement des données, limitant les risques </div><div id="tv_19" class="S2ED S59 S2">opérationnels, au regard de l’engagement d’Amundi sur l’information publiée </div><div id="tw_19" class="S2EE S5A S2">; </div><div id="tx_19" class="S2EF S16D S2"> </div><div id="ty_19" class="S2F0 S5A S2">Prévent</div><div id="tz_19" class="S2F1 S59 S2">ion des risques de fraudes et d’irrégularités comptables. </div><div id="t10_19" class="S2F2 S59 S2">Le contrôle permanent de l’information comptable et financière s’appuie sur l’évaluation des </div><div id="t11_19" class="S2F3 S5A S2">risques et des contrôles des processus comptables gérés par les services opérationnels. En </div><div id="t12_19" class="S2F4 S5A S2">particulier, les risques suivis par la Direction des Risques, et en particulier ceux liés aux </div><div id="t13_19" class="S2F5 S59 S2">engagements hors bilan, font l’objet d’un rapprochement avec la comptabilité afin de s’assurer </div><div id="t14_19" class="S2F6 S59 S2">de l’exhaustivité de l’information et de la bonne évaluation dans les états fina</div><div id="t15_19" class="S2F7 S5A S2">nciers. </div><div id="t16_19" class="S2F8 S59 S2">Le responsable du contrôle permanent comptable d’Amundi s’assure de la mise en œuvre des </div><div id="t17_19" class="S2F9 S5A S2">éventuelles actions correctives, pour renforcer le dispositif de contrôle permanent comptable. </div><div id="t18_19" class="S2FA S52 S2">g. </div><div id="t19_19" class="S2FB S52 S2">Relations avec les commissaires aux comptes </div><div id="t1a_19" class="S2FC S5A S2">Conformément aux normes professionnelles en vigueur, le commissaire aux comptes met en </div><div id="t1b_19" class="S2FD S59 S2">œuvre les diligences qu’il juge appropriées sur l’information comptable et financière publiée </div><div id="t1c_19" class="S2FE S5A S2">: </div><div id="t1d_19" class="S2FF S16D S2"> </div><div id="t1e_19" class="S300 S5A S2">Audit des comptes individuels de la société LCL Emissions ; </div><div id="t1f_19" class="S301 S16D S2"> </div><div id="t1g_19" class="S302 S5A S2">Examen limité des comptes annuels de la société LCL Emissions. </div><div id="t1h_19" class="S7 SE S2">LCL </div><div id="t1i_19" class="S8 SE S2">EMISSIONS </div><div id="t1j_19" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1k_19" class="S191 SE S2">19/58 </div></div><div id="p20" class="S0"><div id="pg20Overlay" class="S1"></div><div id="pg20" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_20" class="S29 S52 S2">Rapport </div><div id="t2_20" class="S2A S53 S2">d’activité </div><div id="t3_20" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_20" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_20" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_20" class="S303 S5A S2">Dans le cadre de sa mission légale, le commissaire aux comptes présente les conclusions de </div><div id="t7_20" class="S304 S59 S2">ses travaux au Conseil d’administration de LCL Emissions. </div><div id="t8_20" class="S305 S52 S2">h. </div><div id="t9_20" class="S306 S52 S2">Contrôle périodique (Inspection Générale / Audit) </div><div id="ta_20" class="S307 S59 S2">L’Inspection </div><div id="tb_20" class="S308 S5A S2">du groupe Amundi assure le contrôle périodique de LCL Emissions, de façon </div><div id="tc_20" class="S309 S59 S2">indépendante des unités opérationnelles, en application de l’arrêté du 3 novembre 2014 relatif </div><div id="td_20" class="S30A S5A S2">au contrôle interne des entreprises du secteur de la banque, des services de paiement et des </div><div id="te_20" class="S30B S5A S2">serv</div><div id="tf_20" class="S30C S59 S2">ices d’investissement </div><div id="tg_20" class="S30D S59 S2">Le plan d’audit est établi sur la base du programme pluriannuel d’audit découlant de la </div><div id="th_20" class="S30E S5A S2">cartographie des risques du Groupe Amundi. </div><div id="ti_20" class="S30F S59 S2">L’objectif du programme pluriannuel est de couvrir le périmètre d’audit (calé sur le périmètre </div><div id="tj_20" class="S310 S5A S2">des entités surveillées) sur une période de 5 ans au maximum et la fréquence moyenne </div><div id="tk_20" class="S311 S59 S2">retenue est de l’ordre de 3 </div><div id="tl_20" class="S312 S5A S2">ans. </div><div id="tm_20" class="S313 S52 S2">i. </div><div id="tn_20" class="S314 S53 S2">Dispositif de contrôle de la Continuité d’Activité </div><div id="to_20" class="S315 S59 S2">Le plan de continuité d’activité (PCA) de LCL Emissions est intégré dans celui d’Amundi. </div><div id="tp_20" class="S316 S59 S2">Le plan de continuité d’activité (PCA) décrit les solutions de secours et leurs modalités de mise </div><div id="tq_20" class="S317 S59 S2">en œuvre en fonction du scénario de crise opérationnelle concerné et est validé en comité de </div><div id="tr_20" class="S318 S59 S2">niveau direction : le Comité de Sécurité d’Amundi. </div><div id="ts_20" class="S319 S5A S2">Ce dispositif opérationnel comporte cinq éléments clés : </div><div id="tt_20" class="S31A S16D S2"> </div><div id="tu_20" class="S31B S5A S2">U</div><div id="tv_20" class="S31C S59 S2">n dispositif de gestion de crise qui s’appuie sur une organisation et des </div><div id="tw_20" class="S31D S59 S2">moyens disponibles 24 h/24 et 7 j/7 afin notamment d’alerter, analyser ou suivre </div><div id="tx_20" class="S31E S5A S2">la situation mais également de décider ou de communiquer ; </div><div id="ty_20" class="S31F S16D S2"> </div><div id="tz_20" class="S320 S5A S2">Un plan de repli utilisateurs (PRU) activable en 4 h qui repose, pour les entités </div><div id="t10_20" class="S321 S5A S2">parisiennes, sur un site situé à 25 kilomètres de Paris comprenant 230 positions </div><div id="t11_20" class="S322 S5A S2">dédiées qui peuvent être étendues à 700 en cas de besoin et sur une plateforme </div><div id="t12_20" class="S323 S5A S2">de travail à distance permettant 1 000 connexions simultanées extensible à </div><div id="t13_20" class="S324 S59 S2">2000 ; s’agissant de la négociation, un dispositif permet de reprendre l’activité </div><div id="t14_20" class="S325 S59 S2">sous 2 h en cas d’indisponibilité des locaux dédiés dans le cadre d’un plan de </div><div id="t15_20" class="S326 S5A S2">repli immédiat ; </div><div id="t16_20" class="S327 S16D S2"> </div><div id="t17_20" class="S328 S5A S2">Un plan de sec</div><div id="t18_20" class="S329 S59 S2">ours informatique (PSI) activable en 4 h qui s’appuie sur 2 data </div><div id="t19_20" class="S32A S5A S2">centers gérés en actif/actif avec une redondance des plateformes ; 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</div><div id="t8_21" class="S32D S16D S2"> </div><div id="t9_21" class="S32E S5A S2">U</div><div id="ta_21" class="S32F S59 S2">n dispositif de pilotage du plan de continuité d’activité (PCA) reposa</div><div id="tb_21" class="S330 S5A S2">nt sur une </div><div id="tc_21" class="S331 S59 S2">organisation transverse. Amundi réalise des analyses d’impact sur les activités </div><div id="td_21" class="S332 S5A S2">(BIA) pour chacun de ses métiers, définissant pour chaque processus un niveau </div><div id="te_21" class="S333 S59 S2">de criticité et des besoins nécessaires afin de maintenir l’activité considérée. </div><div id="tf_21" class="S334 S5A S2">Ce pl</div><div id="tg_21" class="S335 S59 S2">an d’urgence et de poursuite de l’activité est régulièrement mis à jour et testé </div><div id="th_21" class="S336 S5A S2">annuellement. </div><div id="ti_21" class="S337 S5A S2">Les scenarii de sinistre potentiel couverts sont : </div><div id="tj_21" class="S338 S16D S2"> </div><div id="tk_21" class="S339 S5A S2">I</div><div id="tl_21" class="S33A S59 S2">ndisponibilité d’environnement de travail local causée par l’inaccessibilité du </div><div id="tm_21" class="S33B S5A S2">site ou par la défaillance des installations techniques (panne électricité, perte </div><div id="tn_21" class="S33C S59 S2">d’accès des moyens télécom…). Ce scénario intègre l’indisponibilité d’un </div><div id="to_21" class="S33D S59 S2">immeuble ou d’un ensemble d’immeubles lorsque ceux</div><div id="tp_21" class="S33E S5A S2">-ci sont regroupés ; </div><div id="tq_21" class="S33F S16D S2"> </div><div id="tr_21" class="S340 S5A S2">Indisponibilité du personnel causée par une grève de transports publics, une </div><div id="ts_21" class="S341 S5A S2">épidémie, une crue, etc. Les solutions permettant de couvrir ce scénario doivent </div><div id="tt_21" class="S342 S5A S2">permettre à Amundi de maintenir la continuité de ses activités dès lors que 30 </div><div id="tu_21" class="S343 S5A S2">% de ses effectifs sont disponibles ; </div><div id="tv_21" class="S344 S16D S2"> </div><div id="tw_21" class="S345 S5A S2">I</div><div id="tx_21" class="S346 S59 S2">ndisponibilité physique des systèmes d’</div><div id="ty_21" class="S347 S5A S2">information causée par la destruction </div><div id="tz_21" class="S348 S59 S2">physique de matériels du Datacenter ou des moyens d’accès réseau au </div><div id="t10_21" class="S349 S5A S2">Datacenter ; </div><div id="t11_21" class="S34A S16D S2"> </div><div id="t12_21" class="S34B S5A S2">I</div><div id="t13_21" class="S34C S59 S2">ndisponibilité logique des systèmes d’information Datacenter causée par </div><div id="t14_21" class="S34D S5A S2">malveillance, erreur ou accident (attaque virale, intrusion, destruction </div><div id="t15_21" class="S34E S59 S2">accidentelle d’une baie de données ou un « bug » informatique altérant des </div><div id="t16_21" class="S34F S5A S2">bases de données) ; </div><div id="t17_21" class="S350 S16D S2"> </div><div id="t18_21" class="S351 S5A S2">Indisponibilité massive des postes de travail causé, par exemple, par une </div><div id="t19_21" class="S352 S5A S2">attaque virale massive qui toucherait les postes de travail. </div><div id="t1a_21" class="S353 S59 S2">Ce plan d’urgence et de poursuite de l’activité est régulièrement entretenu et testé </div><div id="t1b_21" class="S354 S5A S2">annuellement. </div><div id="t1c_21" class="S355 S5A S2">* * * </div><div id="t1d_21" class="S356 S5A S2">Conformément aux dispositifs et procédures existants au sein de LCL Emissions et aux </div><div id="t1e_21" class="S357 S59 S2">modalités d’organisation communes aux entités du Groupe Crédit Agricole décrite</div><div id="t1f_21" class="S358 S5A S2">s ci-avant, </div><div id="t1g_21" class="S359 S59 S2">le Conseil d’Administration, la Direction Générale et les composantes concernées de </div><div id="t1h_21" class="S35A S59 S2">l’entreprise sont tenus informés avec précision du contrôle interne et du niveau d’exposition </div><div id="t1i_21" class="S35B S5A S2">aux risques, ainsi que des axes de progrès enregistrés en la matiè</div><div id="t1j_21" class="S35C S59 S2">re et de l’avancement des </div><div id="t1k_21" class="S7 SE S2">LCL </div><div id="t1l_21" class="S8 SE S2">EMISSIONS </div><div id="t1m_21" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1n_21" class="S191 SE S2">21/58 </div></div><div id="p22" class="S0"><div id="pg22Overlay" class="S1"></div><div id="pg22" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_22" class="S29 S52 S2">Rapport </div><div id="t2_22" class="S2A S53 S2">d’activité </div><div id="t3_22" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_22" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_22" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_22" class="S35D S59 S2">mesures correctrices adoptées dans le cadre d’une démarche d’amélioration continue. Cette </div><div id="t7_22" class="S35E S59 S2">information est retranscrite notamment au moyen de reportings réguliers d’activité, des risques </div><div id="t8_22" class="S35F S5A S2">et de contrôle. </div><div id="t9_22" class="S360 S57 S2">INFORMATIONS SUR LES DELAIS DE PAIEMENT </div><div id="ta_22" class="S361 S57 S2">FOURNISSEURS ET CLIENTS </div><div id="tb_22" class="S362 S5A S2">Factures reçues et émises non réglées à la date de clôture de l'exercice dont le terme est échu </div><div id="tc_22" class="S363 S5A S2">(Tableau prévu à l'article L. 441-14 du code de commerce) : </div><div id="td_22" class="S364 S3BB S2">Article D.441 I.-1° : Factures reçues non réglées </div><div id="te_22" class="S365 S3BB S2">à la date de clôture de l'exercice dont le terme </div><div id="tf_22" class="S366 S3BB S2">est échu </div><div id="tg_22" class="S367 S3BB S2">Article D.441 I.-2° : Factures émises non réglées </div><div id="th_22" class="S368 S3BB S2">à la date de clôture de l'exercice dont le terme </div><div id="ti_22" class="S369 S3BB S2">est échu </div><div id="tj_22" class="S36A S3BC S2">(en milliers </div><div id="tk_22" class="S36B S3BC S2">d'euros) </div><div id="tl_22" class="S36C S3BC S2">0 jour </div><div id="tm_22" class="S36D S3BC S2">1 à 30 </div><div id="tn_22" class="S36E S3BC S2">jours </div><div id="to_22" class="S36F S3BC S2">31 à 60 </div><div id="tp_22" class="S370 S3BC S2">jours </div><div id="tq_22" class="S371 S3BC S2">61 à 90 </div><div id="tr_22" class="S372 S3BC S2">jours </div><div id="ts_22" class="S373 S3BC S2">91 jours </div><div id="tt_22" class="S374 S3BC S2">et plus </div><div id="tu_22" class="S375 S3BC S2">Total (1 </div><div id="tv_22" class="S376 S3BC S2">jour et </div><div id="tw_22" class="S377 S3BC S2">plus) </div><div id="tx_22" class="S378 S3BC S2">0 jour </div><div id="ty_22" class="S379 S3BC S2">1 à 30 </div><div id="tz_22" class="S37A S3BC S2">jours </div><div id="t10_22" class="S37B S3BC S2">31 à 60 </div><div id="t11_22" class="S37C S3BC S2">jours </div><div id="t12_22" class="S37D S3BC S2">61 à 90 </div><div id="t13_22" class="S37E S3BC S2">jours </div><div id="t14_22" class="S37F S3BC S2">91 jours </div><div id="t15_22" class="S380 S3BC S2">et plus </div><div id="t16_22" class="S381 S3BC S2">Total (1 </div><div id="t17_22" class="S382 S3BC S2">jour et </div><div id="t18_22" class="S383 S3BC S2">plus) </div><div id="t19_22" class="S384 S3BB S2">(A) Tranches de retard de paiement </div><div id="t1a_22" class="S385 S3BD S2">Nombre de </div><div id="t1b_22" class="S386 S3BD S2">factures </div><div id="t1c_22" class="S387 S3BD S2">concernées </div><div id="t1d_22" class="S388 S3BD S2">1 </div><div id="t1e_22" class="S389 S3BD S2">0 </div><div id="t1f_22" class="S38A S3BD S2">Montant total des </div><div id="t1g_22" class="S38B S3BD S2">factures </div><div id="t1h_22" class="S38C S3BD S2">concernées TTC </div><div id="t1i_22" class="S38D S3BD S2">0 </div><div id="t1j_22" class="S38E S3BD S2">0 </div><div id="t1k_22" class="S38F S3BD S2">0 </div><div id="t1l_22" class="S390 S3BD S2">1 779 </div><div id="t1m_22" class="S391 S3BD S2">0 </div><div id="t1n_22" class="S392 S3BD S2">0 </div><div id="t1o_22" class="S393 S3BD S2">0 </div><div id="t1p_22" class="S394 S3BD S2">0 </div><div id="t1q_22" class="S395 S3BD S2">0 </div><div id="t1r_22" class="S396 S3BD S2">0 </div><div id="t1s_22" class="S397 S3BD S2">0 </div><div id="t1t_22" class="S398 S3BD S2">0 </div><div id="t1u_22" class="S399 S3BD S2">Pourcentage du </div><div id="t1v_22" class="S39A S3BD S2">montant total des </div><div id="t1w_22" class="S39B S3BD S2">achats de </div><div id="t1x_22" class="S39C S3BD S2">l'exercice </div><div id="t1y_22" class="S39D S3BD S2">0,00% </div><div id="t1z_22" class="S39E S3BD S2">0,00% </div><div id="t20_22" class="S39F S3BD S2">0,00% </div><div id="t21_22" class="S3A0 S3BD S2">4,80% </div><div id="t22_22" class="S3A1 S3BD S2">0,00% </div><div id="t23_22" class="S3A2 S3BD S2">0,00% </div><div id="t24_22" class="S3A3 S3BD S2">Pourcentage du </div><div id="t25_22" class="S3A4 S3BD S2">chiffre d'affaires </div><div id="t26_22" class="S3A5 S3BD S2">de l'exercice </div><div id="t27_22" class="S3A6 S3BD S2">0,00% </div><div id="t28_22" class="S3A7 S3BD S2">0,00% </div><div id="t29_22" class="S3A8 S3BD S2">0,00% </div><div id="t2a_22" class="S3A9 S3BD S2">0,00% </div><div id="t2b_22" class="S3AA S3BD S2">0,00% </div><div id="t2c_22" class="S3AB S3BD S2">0,00% </div><div id="t2d_22" class="S3AC S3BB S2">(B) Factures exclues du A relatives à des dettes et créances litigieuses ou non comptabilisées </div><div id="t2e_22" class="S3AD S3BD S2">Nombre des </div><div id="t2f_22" class="S3AE S3BD S2">factures exclus </div><div id="t2g_22" class="S3AF S3BD S2">0 </div><div id="t2h_22" class="S3B0 S3BD S2">0 </div><div id="t2i_22" class="S3B1 S3BD S2">Montant des </div><div id="t2j_22" class="S3B2 S3BD S2">factures exclues </div><div id="t2k_22" class="S3B3 S3BB S2">(C) Délais de paiement de référence utilisées </div><div id="t2l_22" class="S3B4 S3BD S2">Délais de </div><div id="t2m_22" class="S3B5 S3BD S2">paiement utilisés </div><div id="t2n_22" class="S3B6 S3BD S2">pour le calcul des </div><div id="t2o_22" class="S3B7 S3BD S2">retards de </div><div id="t2p_22" class="S3B8 S3BD S2">paiement </div><div id="t2q_22" class="S3B9 S3BD S2">&gt; 30 jours </div><div id="t2r_22" class="S3BA S3BD S2">&gt;30 jours </div><div id="t2s_22" class="S7 SE S2">LCL </div><div id="t2t_22" class="S8 SE S2">EMISSIONS </div><div id="t2u_22" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t2v_22" class="S191 SE S2">22/58 </div></div><div id="p23" class="S0"><div id="pg23Overlay" class="S1"></div><div id="pg23" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_23" class="S29 S52 S2">Rapport </div><div id="t2_23" class="S2A S53 S2">d’activité </div><div id="t3_23" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_23" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_23" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_23" class="S3BE S57 S2">EVENEMENT IMPORTANT POSTERIEUR AU 31 </div><div id="t7_23" class="S3BF S57 S2">DECEMBRE 2021 </div><div id="t8_23" class="S3C0 S59 S2">L’épidémie de Covid</div><div id="t9_23" class="S3C1 S5A S2">-19 étant toujours présente, les incertitudes sur les impacts économiques </div><div id="ta_23" class="S3C2 S5A S2">et sociaux demeurent, même si les campagnes successives de vaccination permettent </div><div id="tb_23" class="S3C3 S59 S2">d’envisager l’avenir avec l’espoir d’en sortir. </div><div id="tc_23" class="S3C4 S59 S2">De plus, fin février 2022, les tensions entre la Russie et l’Ukraine ont débouché </div><div id="td_23" class="S3C5 S5A S2">sur un conflit </div><div id="te_23" class="S3C6 S5A S2">armé. Cette crise a entrainé une baisse des marchés Actions et une hausse de la volatilité. Le </div><div id="tf_23" class="S3C7 S5A S2">Groupe Amundi a adapté rapidement son dispositif opérationnel, avec notamment une </div><div id="tg_23" class="S3C8 S59 S2">politique d’investissement prudente. </div><div id="th_23" class="S3C9 S59 S2">L’ampleur et la durée de ce</div><div id="ti_23" class="S3CA S5A S2">tte crise sont difficiles à prévoir. </div><div id="tj_23" class="S3CB S5A S2">Concernant LCL Emissions, le principal impact immédiat résulte de la sensibilité des actifs et </div><div id="tk_23" class="S3CC S59 S2">des passifs du bilan à cette baisse des marchés financiers. L’impact négatif sur les revenus, </div><div id="tl_23" class="S3CD S5A S2">les résultats et la situation financière de LCL Emissions est impossible à mesurer à ce stade. </div><div id="tm_23" class="S3CE S57 S2">PERSPECTIVES DE DEVELOPPEMENT ET PRINCIPAUX </div><div id="tn_23" class="S3CF S57 S2">RISQUES ET INCERTITUDES </div><div id="to_23" class="S3D0 S5A S2">LCL EMISSIONS </div><div id="tp_23" class="S3D1 S59 S2">poursuivra le développement de son activité d’émission de titr</div><div id="tq_23" class="S3D2 S5A S2">es obligataires </div><div id="tr_23" class="S3D3 S5A S2">sur le second semestre 2021. </div><div id="ts_23" class="S3D4 S5A S2">Certains facteurs de risques peuvent affecter la capacité de la société à honorer ses </div><div id="tt_23" class="S3D5 S5A S2">obligations relatives aux Titres émis dans le cadre du Programme et du Garant à satisfaire ses </div><div id="tu_23" class="S3D6 S5A S2">obligations au titre de la Garantie. Ces facteurs sont décrits dans le prospectus de base du </div><div id="tv_23" class="S3D7 S59 S2">programme d’émission. Ils concernent principalement les risques de crédit, de contrepartie et </div><div id="tw_23" class="S3D8 S5A S2">de marché, la société utilisant tout ou partie du produit des émissions de titres pour acquérir </div><div id="tx_23" class="S3D9 S5A S2">des actifs. </div><div id="ty_23" class="S3DA S57 S2">FILIALES ET PARTICIPATIONS </div><div id="tz_23" class="S3DB S5A S2">LCL Emissions ne détient pas de titre de filiales et participations. </div><div id="t10_23" class="S7 SE S2">LCL </div><div id="t11_23" class="S8 SE S2">EMISSIONS </div><div id="t12_23" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t13_23" class="S191 SE S2">23/58 </div></div><div id="p24" class="S0"><div id="pg24Overlay" class="S1"></div><div id="pg24" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_24" class="S29 S52 S2">Rapport </div><div id="t2_24" class="S2A S53 S2">d’activité </div><div id="t3_24" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_24" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_24" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_24" class="S3DC S57 S2">CONTROLE DE LA SOCIETE </div><div id="t7_24" class="S3DD S5A S2">LCL Emissions est détenu à 99,99% par Amundi Finance entrant dans le périmètre </div><div id="t8_24" class="S3DE S59 S2">d’application du régime de gouvernance d’entreprise suivi par le groupe Amundi. </div><div id="t9_24" class="S3DF S5A S2">Amundi Finance est une filiale du groupe Amundi qui fait partie du Groupe Crédit Agricole. </div><div id="ta_24" class="S3E0 S5A S2">Amundi Finance entre ainsi dans le périmètre de contrôle indirect de Crédit Agricole S.A. </div><div id="tb_24" class="S3E1 S57 S2">CHANGEMENTS APPORTES AUX MODES DE </div><div id="tc_24" class="S3E2 S57 S2">PRESENTATION DES COMPTES </div><div id="td_24" class="S3E3 S5A S2">Aucun </div><div id="te_24" class="S3E4 S59 S2">changement significatif de méthode n’a été apporté au mode de présentation des </div><div id="tf_24" class="S3E5 S5A S2">comptes. </div><div id="tg_24" class="S3E6 S57 S2">PRINCIPE DE COUVERTURE DES EMISSIONS </div><div id="th_24" class="S3E7 S5A S2">La composante optionnelle du coupon sur les émissions fait l'objet systématiquement d'une </div><div id="ti_24" class="S3E8 S5A S2">couverture soit par un actif de même nature, soit par un dérivé répliquant cette rémunération. </div><div id="tj_24" class="S3E9 S5A S2">Les instruments financiers à terme de taux ou de performance sont souscrits à chaque début </div><div id="tk_24" class="S3EA S59 S2">d’émission en couverture des EMTN. Le nominal de ces instruments financiers à terme est </div><div id="tl_24" class="S3EB S5A S2">comptabilisé en hors bilan. </div><div id="tm_24" class="S3EC S5A S2">En conséquence les instruments financiers à terme contractés par LCL Emissions sont </div><div id="tn_24" class="S3ED S5A S2">comptabilisés en opération de couverture des émissions réalisées (règlement ANC n° 2015- </div><div id="to_24" class="S3EE S5A S2">05 du 2 juillet 2015 (PCG art. 628-6 à 628-17 nouveaux)). </div><div id="tp_24" class="S3EF S5A S2">Les produits et charges relatifs aux instruments de couverture sont reconnus au compte de </div><div id="tq_24" class="S3F0 S5A S2">résultat de manière symétrique au mode de comptabilisation des produits et des charges sur </div><div id="tr_24" class="S3F1 S59 S2">l’élément couvert. Ainsi, les variations de valeurs des instruments de couverture ne sont pa</div><div id="ts_24" class="S3F2 S5A S2">s </div><div id="tt_24" class="S3F3 S5A S2">reconnues au bilan. </div><div id="tu_24" class="S7 SE S2">LCL </div><div id="tv_24" class="S8 SE S2">EMISSIONS </div><div id="tw_24" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="tx_24" class="S191 SE S2">24/58 </div></div><div id="p25" class="S0"><div id="pg25Overlay" class="S1"></div><div id="pg25" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_25" class="S29 S52 S2">Rapport </div><div id="t2_25" class="S2A S53 S2">d’activité </div><div id="t3_25" class="S2B S52 S2">sur les comptes sociaux annuels </div><div id="t4_25" class="S2C S54 S2">LCL EMISSIONS </div><div id="t5_25" class="S2D S52 S2">31 décembre 2021 </div><div id="t6_25" class="S3F4 S57 S2">RESULTATS DES CINQ DERNIERS EXERCICES </div><div id="t7_25" class="S3F5 S440 S2">Date d'arrêté </div><div id="t8_25" class="S3F6 S441 S2">31/12/2021 </div><div id="t9_25" class="S3F7 S441 S2">31/12/2020 </div><div id="ta_25" class="S3F8 S441 S2">31/12/2019 </div><div id="tb_25" class="S3F9 S441 S2">31/12/2018 </div><div id="tc_25" class="S3FA S441 S2">31/12/2017 </div><div id="td_25" class="S3FB S440 S2">Durée de l'exercice (mois) </div><div id="te_25" class="S3FC S441 S2">12 </div><div id="tf_25" class="S3FD S441 S2">12 </div><div id="tg_25" class="S3FE S441 S2">12 </div><div id="th_25" class="S3FF S441 S2">12 </div><div id="ti_25" class="S400 S441 S2">12 </div><div id="tj_25" class="S401 S442 S2">CAPITAL EN FIN D'EXERCICE </div><div id="tk_25" class="S402 S443 S2">Capital social </div><div id="tl_25" class="S403 S441 S2">2 225 008 </div><div id="tm_25" class="S404 S441 S2">2 225 008 </div><div id="tn_25" class="S405 S441 S2">2 225 008 </div><div id="to_25" class="S406 S441 S2">2 225 008 </div><div id="tp_25" class="S407 S441 S2">2 225 008 </div><div id="tq_25" class="S408 S443 S2">Nombre d'actions </div><div id="tr_25" class="S409 S443 S2">- ordinaires </div><div id="ts_25" class="S40A S441 S2">139 063 </div><div id="tt_25" class="S40B S441 S2">139 063 </div><div id="tu_25" class="S40C S441 S2">139 063 </div><div id="tv_25" class="S40D S441 S2">139 063 </div><div id="tw_25" class="S40E S441 S2">139 063 </div><div id="tx_25" class="S40F S443 S2">- à dividende prioritaire </div><div id="ty_25" class="S410 S443 S2">Nombre maximum d'actions à créer </div><div id="tz_25" class="S411 S443 S2">- par conversion d'obligations </div><div id="t10_25" class="S412 S443 S2">- par droit de souscription </div><div id="t11_25" class="S413 S442 S2">OPERATIONS ET RESULTATS </div><div id="t12_25" class="S414 S443 S2">Chiffre d'affaires hors taxes </div><div id="t13_25" class="S415 S443 S2">Résultat avant impôt, participation, </div><div id="t14_25" class="S416 S441 S2">1 062 360 </div><div id="t15_25" class="S417 S441 S2">1 706 563 </div><div id="t16_25" class="S418 S441 S2">449 692 </div><div id="t17_25" class="S419 S441 S2">394 735 </div><div id="t18_25" class="S41A S441 S2">461 981 </div><div id="t19_25" class="S41B S443 S2">dot. amortissements et provisions </div><div id="t1a_25" class="S41C S443 S2">Impôts sur les bénéfices </div><div id="t1b_25" class="S41D S441 S2">289 818 </div><div id="t1c_25" class="S41E S441 S2">469 076 </div><div id="t1d_25" class="S41F S441 S2">117 672 </div><div id="t1e_25" class="S420 S441 S2">122 825 </div><div id="t1f_25" class="S421 S441 S2">142 899 </div><div id="t1g_25" class="S422 S443 S2">Participation des salariés </div><div id="t1h_25" class="S423 S443 S2">Dot. Amortissements et provisions </div><div id="t1i_25" class="S424 S443 S2">Résultat net </div><div id="t1j_25" class="S425 S441 S2">772 542 </div><div id="t1k_25" class="S426 S441 S2">1 237 487 </div><div id="t1l_25" class="S427 S441 S2">332 020 </div><div id="t1m_25" class="S428 S441 S2">271 910 </div><div id="t1n_25" class="S429 S441 S2">319 082 </div><div id="t1o_25" class="S42A S443 S2">Résultat distribué </div><div id="t1p_25" class="S42B S442 S2">RESULTAT PAR ACTION EN EUROS </div><div id="t1q_25" class="S42C S443 S2">Résultat après impôt, participation, </div><div id="t1r_25" class="S42D S443 S2">avant dot.amortissements, provisions </div><div id="t1s_25" class="S42E S441 S2">5,56 </div><div id="t1t_25" class="S42F S441 S2">8,90 </div><div id="t1u_25" class="S430 S441 S2">2,39 </div><div id="t1v_25" class="S431 S441 S2">1,96 </div><div id="t1w_25" class="S432 S441 S2">2,29 </div><div id="t1x_25" class="S433 S443 S2">Résultat après impôt, participation </div><div id="t1y_25" class="S434 S443 S2">dot. amortissements et provisions </div><div id="t1z_25" class="S435 S441 S2">5,56 </div><div id="t20_25" class="S436 S441 S2">8,90 </div><div id="t21_25" class="S437 S441 S2">2,39 </div><div id="t22_25" class="S438 S441 S2">1,96 </div><div id="t23_25" class="S439 S441 S2">2,29 </div><div id="t24_25" class="S43A S443 S2">Dividende attribué </div><div id="t25_25" class="S43B S442 S2">PERSONNEL </div><div id="t26_25" class="S43C S443 S2">Effectif moyen des salariés </div><div id="t27_25" class="S43D S443 S2">Masse salariale </div><div id="t28_25" class="S43E S443 S2">Sommes versées en avantages sociaux </div><div id="t29_25" class="S43F S444 S2">(sécurité sociale, œuvres sociales...) </div><div id="t2a_25" class="S7 SE S2">LCL </div><div id="t2b_25" class="S8 SE S2">EMISSIONS </div><div id="t2c_25" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t2d_25" class="S191 SE S2">25/58 </div></div><div id="p26" class="S0"><div id="pg26Overlay" class="S1"></div><div id="pg26" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_26" class="S445 S454 S2">Rapport s</div><div id="t2_26" class="S446 S455 S2">ur le Gouvernement d’Entreprise </div><div id="t3_26" class="S447 S454 S2">(Article L. 22-10-10 du Code de Commerce) </div><div id="t4_26" class="S448 S456 S2">Composition du Conseil d’Administration à la clôture de l’exercice </div><div id="t5_26" class="S449 S457 S2">Président du Conseil d’Administration </div><div id="t6_26" class="S44A S458 S2">Monsieur Jean-Philippe BIANQUIS </div><div id="t7_26" class="S44B S457 S2">Directeur Général et Administrateur </div><div id="t8_26" class="S44C S458 S2">Monsieur Issiaka BERETE </div><div id="t9_26" class="S44D S457 S2">Administrateurs </div><div id="ta_26" class="S44E S459 S2">Jean-François DUPOUY </div><div id="tb_26" class="S44F S459 S2">Monsieur Frédéric FOUQUET </div><div id="tc_26" class="S450 S459 S2">Monsieur Gilles RAYNAUD </div><div id="td_26" class="S451 S457 S2">Commissaire aux Comptes </div><div id="te_26" class="S452 S458 S2">Cabinet PRICEWATERHOUSECOOPERS AUDIT </div><div id="tf_26" class="S453 S458 S2">représenté par Monsieur Laurent TAVERNIER </div><div id="tg_26" class="S7 SE S2">LCL </div><div id="th_26" class="S8 SE S2">EMISSIONS </div><div id="ti_26" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="tj_26" class="S191 SE S2">26/58 </div></div><div id="p27" class="S0"><div id="pg27Overlay" class="S1"></div><div id="pg27" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_27" class="S45A S456 S2">Présentation des travaux du Conseil d’Administration </div><div id="t2_27" class="S45B S4A6 S2">Au cours de l’exercice </div><div id="t3_27" class="S45C S4A6 S2">: </div><div id="t4_27" class="S45D S4A7 S2">Votre Conseil d’Administration s’est réuni deux fois au cours de l’exercice, notamment sur les points </div><div id="t5_27" class="S45E S458 S2">suivants : </div><div id="t6_27" class="S45F S4A8 S2">Conseil d’Administration </div><div id="t7_27" class="S460 S4A6 S2">du 10 mars 2021 </div><div id="t8_27" class="S461 S5A S2">- </div><div id="t9_27" class="S462 S4A7 S2">Rapports du Conseil d’Administration sur l’exercice clos le 31 décembre 2020 </div><div id="ta_27" class="S463 S458 S2">et arrêté des </div><div id="tb_27" class="S464 S4A7 S2">comptes de l’exercice </div><div id="tc_27" class="S465 S5A S2">- </div><div id="td_27" class="S466 S4A7 S2">Renouvellement d’un Administrateur </div><div id="te_27" class="S467 S458 S2">: Monsieur Jean-François DUPOUY </div><div id="tf_27" class="S468 S5A S2">- </div><div id="tg_27" class="S469 S4A7 S2">Renouvellement du programme d’émission d’obligations </div><div id="th_27" class="S46A S5A S2">- </div><div id="ti_27" class="S46B S4A7 S2">Convocation de l’Assemblée Générale Ordinaire </div><div id="tj_27" class="S46C S4A8 S2">Conseil d’Administration </div><div id="tk_27" class="S46D S4A6 S2">du 10 août 2021 </div><div id="tl_27" class="S46E S5A S2">- </div><div id="tm_27" class="S46F S4A7 S2">Rapport d’activité, examen et arrêté des Comptes Semestriels de la Société </div><div id="tn_27" class="S470 S458 S2">au 30 juin 2021 </div><div id="to_27" class="S471 S5A S2">- </div><div id="tp_27" class="S472 S4A7 S2">Propositions d’évolutions statutaires </div><div id="tq_27" class="S473 S16D S2"> </div><div id="tr_27" class="S474 S458 S2">Transfert du siège social </div><div id="ts_27" class="S475 S16D S2"> </div><div id="tt_27" class="S476 S458 S2">Limitation des pouvoirs de la Direction Générale </div><div id="tu_27" class="S477 S5A S2">- </div><div id="tv_27" class="S478 S4A7 S2">Convocation d’une Assemblée Générale Mixte </div><div id="tw_27" class="S479 S4A6 S2">Depuis la clôture de l’exercice </div><div id="tx_27" class="S47A S4A8 S2">: </div><div id="ty_27" class="S47B S4A6 S2">Conseil d’Administration du 20 </div><div id="tz_27" class="S47C S4A8 S2">avril 2022 </div><div id="t10_27" class="S47D S5A S2">- </div><div id="t11_27" class="S47E S458 S2">Démission de Monsieur Jean-François DUPOUY de </div><div id="t12_27" class="S47F S4A7 S2">son mandat d’Administrateur. </div><div id="t13_27" class="S480 S5A S2">- </div><div id="t14_27" class="S481 S458 S2">Cooptation de Monsieur Régis ABGRALL, en remplacement de Monsieur Jean-François </div><div id="t15_27" class="S482 S4A7 S2">DUPOUY en tant qu’Administrateur et proposition de soumettre à l’Assemblée Générale </div><div id="t16_27" class="S483 S458 S2">Ordinaire la ratification de cette cooptation. </div><div id="t17_27" class="S484 S5A S2">- </div><div id="t18_27" class="S485 S458 S2">Arrivée à échéance du mandat de 4 Administrateurs : </div><div id="t19_27" class="S486 S16D S2"> </div><div id="t1a_27" class="S487 S458 S2">Monsieur Jean-Philippe BIANQUIS, </div><div id="t1b_27" class="S488 S16D S2"> </div><div id="t1c_27" class="S489 S458 S2">Monsieur Issiaka BERETE, </div><div id="t1d_27" class="S48A S16D S2"> </div><div id="t1e_27" class="S48B S458 S2">Monsieur Gilles RAYNAUD, </div><div id="t1f_27" class="S48C S16D S2"> </div><div id="t1g_27" class="S48D S458 S2">Monsieur Frédéric FOUQUET. </div><div id="t1h_27" class="S48E S5A S2">- </div><div id="t1i_27" class="S48F S4A7 S2">Proposition de soumettre à l’Assemblée Générale Ordinaire </div><div id="t1j_27" class="S490 S458 S2">le renouvellement des mandats </div><div id="t1k_27" class="S491 S458 S2">des Administrateurs cités ci-dessus. </div><div id="t1l_27" class="S492 S5A S2">- </div><div id="t1m_27" class="S493 S458 S2">Renouvellement de Monsieur Jean-Philippe BIANQUIS comme Président du Conseil </div><div id="t1n_27" class="S494 S458 S2">d’Administration. </div><div id="t1o_27" class="S495 S5A S2">- </div><div id="t1p_27" class="S496 S458 S2">Confirmation de Monsieur Issiaka BERETE dans ses fonctions de Directeur Général. </div><div id="t1q_27" class="S497 S5A S2">- </div><div id="t1r_27" class="S498 S458 S2">Arrivée à échéance et renouvellement du mandat du Commissaire aux Comptes, le Cabinet, </div><div id="t1s_27" class="S499 S458 S2">PRICEWATERHOUSECOOPERS AUDIT. </div><div id="t1t_27" class="S49A S5A S2">- </div><div id="t1u_27" class="S49B S458 S2">Arrivée à échéance et non renouvellement du mandat du Commissaire aux Comptes </div><div id="t1v_27" class="S49C S458 S2">Suppléant : le Cabinet GEORGHIOU Jean-Christophe </div><div id="t1w_27" class="S49D S5A S2">- </div><div id="t1x_27" class="S49E S4A7 S2">Rapports du Conseil d’Administration sur l’exercice clos le 31 décembre 2021 </div><div id="t1y_27" class="S49F S458 S2">et arrêté des </div><div id="t1z_27" class="S4A0 S4A7 S2">comptes de l’exercice. </div><div id="t20_27" class="S4A1 S5A S2">- </div><div id="t21_27" class="S4A2 S4A7 S2">Renouvellement du programme d’émission d’obligations. </div><div id="t22_27" class="S4A3 S5A S2">- </div><div id="t23_27" class="S4A4 S4A7 S2">Convocation de l’Assemblée Générale </div><div id="t24_27" class="S4A5 S458 S2">Ordinaire. </div><div id="t25_27" class="S7 SE S2">LCL </div><div id="t26_27" class="S8 SE S2">EMISSIONS </div><div id="t27_27" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t28_27" class="S191 SE S2">27/58 </div></div><div id="p28" class="S0"><div id="pg28Overlay" class="S1"></div><div id="pg28" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,77u/PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+DQo8IURPQ1RZUEUgc3ZnIFBVQkxJQyAiLS8vVzNDLy9EVEQgU1ZHIDEuMS8vRU4iICJodHRwOi8vd3d3LnczLm9yZy9HcmFwaGljcy9TVkcvMS4xL0RURC9zdmcxMS5kdGQiW10+DQo8c3ZnIHZpZXdCb3g9IjAgMCA5MDkgMTI4NiIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4NCiAgPGRlZnM+DQogIDwvZGVmcz4NCjwvc3ZnPg==" alt="" /></div><div id="t1_28" class="S4A9 S4CB S2">Politique de diversité appliquée aux membres du Conseil d’Administration </div><div id="t2_28" class="S4AA S4A7 S2">Le total de bilan, le chiffre d’affaires ou le nombre de salariés n’excédant pas les seuils fixés par décret </div><div id="t3_28" class="S4AB S4A7 S2">en Conseil d’Etat, la description de la politique de </div><div id="t4_28" class="S4AC S458 S2">diversité appliquée aux membres du Conseil </div><div id="t5_28" class="S4AD S4A7 S2">d’Administration au regard de critères tels que l’âge, le sexe ou les qualifications et l’expérience </div><div id="t6_28" class="S4AE S4A7 S2">professionnelle n’est pas applicable pour LCL </div><div id="t7_28" class="S4AF S458 S2">Emissions. </div><div id="t8_28" class="S4B0 S4CB S2">Limitations apportées par le Conseil d’Administration </div><div id="t9_28" class="S4B1 S4CC S2">aux pouvoirs du </div><div id="ta_28" class="S4B2 S4CC S2">Directeur Général </div><div id="tb_28" class="S4B3 S4A7 S2">Les pouvoirs du Directeur Général ne font pas l’objet de limitations par le Conseil d’Administration. </div><div id="tc_28" class="S4B4 S4CD S2">Modalités d’exercice de la Direction Générale </div><div id="td_28" class="S4B5 S4A7 S2">Le Conseil d’Administration a fait le choix de dissocier les fonctions </div><div id="te_28" class="S4B6 S458 S2">de Président du Conseil </div><div id="tf_28" class="S4B7 S4A7 S2">d’Administration et de Directeur Général. Par conséquent, la Direction Générale de la Société est </div><div id="tg_28" class="S4B8 S4A7 S2">assumée par un Directeur Général, jusqu’à décision contraire. </div><div id="th_28" class="S4B9 S4CB S2">Code de gouvernement d’entreprise </div><div id="ti_28" class="S4BA S4A7 S2">A titre d’information, compte </div><div id="tj_28" class="S4BB S458 S2">tenu de son activité spécifique la Société ne se réfère à aucun code de </div><div id="tk_28" class="S4BC S4A7 S2">gouvernement d’entreprise. </div><div id="tl_28" class="S4BD S4CD S2">Délégations accordées par l’Assemblée Générale des actionnaires en matière </div><div id="tm_28" class="S4BE S4CD S2">d’augmentation de capital </div><div id="tn_28" class="S4BF S458 S2">Néant. </div><div id="to_28" class="S4C0 S4CC S2">Modalités particulières de la participation </div><div id="tp_28" class="S4C1 S4CB S2">des actionnaires à l’Assemblée </div><div id="tq_28" class="S4C2 S4CC S2">Générale </div><div id="tr_28" class="S4C3 S4A7 S2">Les modalités particulières de la participation des actionnaires à l’Assemblée Générale figurent à </div><div id="ts_28" class="S4C4 S4A7 S2">l’article 17 des statuts de la Société. </div><div id="tt_28" class="S4C5 S4CC S2">Conventions règlementées </div><div id="tu_28" class="S4C6 S4A7 S2">Aucune convention relevant de l’article L. 225-38 du Code de Commerce n’a été conclue au cours de </div><div id="tv_28" class="S4C7 S4A7 S2">l’exercice. </div><div id="tw_28" class="S4C8 S4CC S2">Rémunération des mandataires sociaux </div><div id="tx_28" class="S4C9 S4A7 S2">Cette rubrique ne s’applique pas </div><div id="ty_28" class="S4CA S458 S2">à la société LCL Emissions. </div><div id="tz_28" class="S7 SE S2">LCL </div><div id="t10_28" class="S8 SE S2">EMISSIONS </div><div id="t11_28" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t12_28" class="S191 SE S2">28/58 </div></div><div id="p29" class="S0"><div id="pg29Overlay" class="S1"></div><div id="pg29" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_29" class="S4CE S457 S2">Liste des mandats et fonctions exercés au cours </div><div id="t2_29" class="S4CF S4CD S2">de l’exercice par les </div><div id="t3_29" class="S4D0 S457 S2">mandataires sociaux </div><div id="t4_29" class="S4D1 S4A8 S2">Jean-Philippe BIANQUIS </div><div id="t5_29" class="S4D2 S516 S2">Société </div><div id="t6_29" class="S4D3 S516 S2">Fonction </div><div id="t7_29" class="S4D4 S516 S2">Représenté </div><div id="t8_29" class="S4D5 S458 S2">AMUNDI FINANCE EMISSIONS </div><div id="t9_29" class="S4D6 S458 S2">Président du Conseil d'Administration </div><div id="ta_29" class="S4D7 S458 S2">LCL EMISSIONS </div><div id="tb_29" class="S4D8 S458 S2">Président du Conseil d'Administration </div><div id="tc_29" class="S4D9 S458 S2">AMUNDI ISSUANCE </div><div id="td_29" class="S4DA S517 S2">(*) </div><div id="te_29" class="S4DB S458 S2">Président du Conseil d'Administration </div><div id="tf_29" class="S4DC S458 S2">dnA </div><div id="tg_29" class="S4DD S458 S2">Administrateur </div><div id="th_29" class="S4DE S458 S2">(*) Mandat échu au cours de cet exercice </div><div id="ti_29" class="S4DF S4A8 S2">Issiaka BERETE </div><div id="tj_29" class="S4E0 S516 S2">Société </div><div id="tk_29" class="S4E1 S516 S2">Fonction </div><div id="tl_29" class="S4E2 S516 S2">Représenté </div><div id="tm_29" class="S4E3 S458 S2">AMUNDI FINANCE EMISSIONS </div><div id="tn_29" class="S4E4 S458 S2">Directeur Général et Administrateur </div><div id="to_29" class="S4E5 S458 S2">LCL EMISSIONS </div><div id="tp_29" class="S4E6 S458 S2">Directeur Général et Administrateur </div><div id="tq_29" class="S4E7 S458 S2">AMUNDI ISSUANCE </div><div id="tr_29" class="S4E8 S517 S2">(*) </div><div id="ts_29" class="S4E9 S458 S2">Directeur Général et Administrateur </div><div id="tt_29" class="S4EA S458 S2">(*) Mandat échu au cours de cet exercice </div><div id="tu_29" class="S4EB S4A8 S2">Jean-François DUPOUY </div><div id="tv_29" class="S4EC S516 S2">Société </div><div id="tw_29" class="S4ED S516 S2">Fonction </div><div id="tx_29" class="S4EE S516 S2">Représenté </div><div id="ty_29" class="S4EF S458 S2">LCL EMISSIONS </div><div id="tz_29" class="S4F0 S517 S2">(*) </div><div id="t10_29" class="S4F1 S458 S2">Administrateur </div><div id="t11_29" class="S4F2 S458 S2">ANGLE NEUF SAS </div><div id="t12_29" class="S4F3 S458 S2">Administrateur </div><div id="t13_29" class="S4F4 S458 S2">(*) Mandat échu au cours de cet exercice </div><div id="t14_29" class="S4F5 S4A8 S2">Frédéric FOUQUET </div><div id="t15_29" class="S4F6 S516 S2">Société </div><div id="t16_29" class="S4F7 S516 S2">Fonction </div><div id="t17_29" class="S4F8 S516 S2">Représenté </div><div id="t18_29" class="S4F9 S458 S2">AMUNDI FINANCE EMISSIONS </div><div id="t19_29" class="S4FA S458 S2">Administrateur </div><div id="t1a_29" class="S4FB S458 S2">LCL EMISSIONS </div><div id="t1b_29" class="S4FC S458 S2">Administrateur </div><div id="t1c_29" class="S4FD S458 S2">AMUNDI ISSUANCE </div><div id="t1d_29" class="S4FE S517 S2">(*) </div><div id="t1e_29" class="S4FF S458 S2">Administrateur </div><div id="t1f_29" class="S500 S458 S2">(*) Mandat échu au cours de cet exercice </div><div id="t1g_29" class="S501 S4A8 S2">Gilles RAYNAUD </div><div id="t1h_29" class="S502 S516 S2">Société </div><div id="t1i_29" class="S503 S516 S2">Fonction </div><div id="t1j_29" class="S504 S516 S2">Représenté </div><div id="t1k_29" class="S505 S458 S2">LCL EMISSIONS </div><div id="t1l_29" class="S506 S458 S2">Administrateur </div><div id="t1m_29" class="S507 S458 S2">TRANSVALOR SA </div><div id="t1n_29" class="S508 S458 S2">Administrateur </div><div id="t1o_29" class="S509 S458 S2">LCL </div><div id="t1p_29" class="S50A S458 S2">ARMINES </div><div id="t1q_29" class="S50B S458 S2">Administrateur </div><div id="t1r_29" class="S50C S458 S2">LCL </div><div id="t1s_29" class="S50D S458 S2">CAISSE DE REFINANCEMENT DE L'HABITAT - CRH </div><div id="t1t_29" class="S50E S458 S2">Administrateur </div><div id="t1u_29" class="S50F S458 S2">LCL </div><div id="t1v_29" class="S510 S458 S2">CARIOU HOLDING </div><div id="t1w_29" class="S511 S458 S2">Membre du Conseil de Surveillance </div><div id="t1x_29" class="S512 S458 S2">LCL </div><div id="t1y_29" class="S513 S458 S2">LCL DEVELOPPEMENT FONCIER </div><div id="t1z_29" class="S514 S458 S2">Gérant </div><div id="t20_29" class="S515 S458 S2">(*) Mandat échu au cours de cet exercice </div><div id="t21_29" class="S7 SE S2">LCL </div><div id="t22_29" class="S8 SE S2">EMISSIONS </div><div id="t23_29" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t24_29" class="S191 SE S2">29/58 </div></div><div id="p30" class="S0"><div id="pg30Overlay" class="S1"></div><div id="pg30" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" 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alt="" /></div><div id="t1_30" class="S18 S22 S2">0</div><div id="t2_30" class="S19 S23 S2">2 </div><div id="t3_30" class="S518 S25 S2">Rapports d</div><div id="t4_30" class="S519 S51C S2">u </div><div id="t5_30" class="S51A S25 S2">Commissaire aux Comptes </div><div id="t6_30" class="S7 SE S2">LCL </div><div id="t7_30" class="S8 SE S2">EMISSIONS </div><div id="t8_30" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t9_30" class="S51B SE S2">30/58 </div></div><div id="p31" class="S0"><div id="pg31Overlay" class="S1"></div><div id="pg31" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,77u/PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+DQo8IURPQ1RZUEUgc3ZnIFBVQkxJQyAiLS8vVzNDLy9EVEQgU1ZHIDEuMS8vRU4iICJodHRwOi8vd3d3LnczLm9yZy9HcmFwaGljcy9TVkcvMS4xL0RURC9zdmcxMS5kdGQiW10+DQo8c3ZnIHZpZXdCb3g9IjAgMCA5MDkgMTI4NiIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4NCiAgPGRlZnM+DQogIDwvZGVmcz4NCjwvc3ZnPg==" alt="" /></div><div id="t1_31" class="S51D S52 S2">LCL Emissions </div><div id="t2_31" class="S51E S52 S2">Rapport du commissaire aux comptes </div><div id="t3_31" class="S51F S52 S2">sur les comptes annuels </div><div id="t4_31" class="S520 S52 S2">(Exercice </div><div id="t5_31" class="S521 S52 S2">clos le 31 décembre 2021) </div><div id="t6_31" class="S7 SE S2">LCL </div><div id="t7_31" class="S8 SE S2">EMISSIONS </div><div id="t8_31" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t9_31" class="S191 SE S2">31/58 </div></div><div id="p32" class="S0"><div id="pg32Overlay" class="S1"></div><div id="pg32" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_32" class="S522 S54D S2">PricewaterhouseCoopers Audit, SAS, </div><div id="t2_32" class="S523 S54D S2">63, rue de Villiers </div><div id="t3_32" class="S524 S54D S2">92208 Neuilly-sur-Seine Cedex </div><div id="t4_32" class="S525 S54D S2">Téléphone: +33 (0)1 56 57 58 59, www.pwc.fr </div><div id="t5_32" class="S526 S54E S2">Société d'expertise comptable inscrite au tableau de l'ordre de Paris - Ile de France. Société de commissariat aux comptes membre de la compagnie régionale de </div><div id="t6_32" class="S527 S54F S2">Versailles et du Centre. Société par Actions Simplifiée au capital de 2 510 460 €. Si</div><div id="t7_32" class="S528 S54E S2">ège social : 63 rue de Villiers 92200 Neuilly-sur-Seine. RCS Nanterre 672 006 483. </div><div id="t8_32" class="S529 S54E S2">TVA n° FR 76 672 006 483. Siret 672 006 483 00362. Code APE 6920 Z. Bureaux : Bordeaux, Grenoble, Lille, Lyon, Marseille, Metz, Nantes, Neuilly-Sur-Seine, Nice, </div><div id="t9_32" class="S52A S54E S2">Poitiers, Rennes, Rouen, </div><div id="ta_32" class="S52B S54E S2">Strasbourg, Toulouse. </div><div id="tb_32" class="S52C S52 S2">Rapport du commissaire aux comptes </div><div id="tc_32" class="S52D S52 S2">sur les comptes annuels </div><div id="td_32" class="S52E S52 S2">(Exercice clos le 31 décembre 2021) </div><div id="te_32" class="S52F SFE S2">A l'assemblée générale </div><div id="tf_32" class="S530 S550 S2">LCL Emissions </div><div id="tg_32" class="S531 SFE S2">90 boulevard Pasteur </div><div id="th_32" class="S532 SFE S2">75015 Paris </div><div id="ti_32" class="S533 S550 S2">Opinion </div><div id="tj_32" class="S534 SFE S2">En exécution de la mission qui nous a été confiée par votre assemblée générale</div><div id="tk_32" class="S535 S551 S2">, </div><div id="tl_32" class="S536 SFE S2">nous avons effectué </div><div id="tm_32" class="S537 S552 S2">l’audit des comptes annuels de la </div><div id="tn_32" class="S538 SFE S2">société LCL Emissions relatifs </div><div id="to_32" class="S539 S552 S2">à l’exercice </div><div id="tp_32" class="S53A SFE S2">clos le 31 décembre </div><div id="tq_32" class="S53B SFE S2">2021</div><div id="tr_32" class="S53C S552 S2">, tels qu’ils sont joints au présent rapport. </div><div id="ts_32" class="S53D SFE S2">Nous certifions que les comptes annuels sont, au regard des règles et principes comptables français, </div><div id="tt_32" class="S53E SFE S2">réguliers et sincères et donnent une </div><div id="tu_32" class="S53F S552 S2">image fidèle du résultat des opérations de l’exercice écoulé ainsi </div><div id="tv_32" class="S540 SFE S2">que de la situation financière et du patrimoine de la société à la fin de cet exercice. </div><div id="tw_32" class="S541 S552 S2">L’opinion formulée ci</div><div id="tx_32" class="S542 SFE S2">-dessus est cohérente avec le contenu de notre rapport au Conseil </div><div id="ty_32" class="S543 SFE S2">d'administration remplissant les fonctions du comité d'audit. </div><div id="tz_32" class="S544 S553 S2">Fondement de l’opinion </div><div id="t10_32" class="S545 S554 S2">Référentiel d’audit </div><div id="t11_32" class="S546 S552 S2">Nous avons effectué notre audit selon les normes d’exercice professionnel applicables en France. Nous </div><div id="t12_32" class="S547 S552 S2">estimons que les éléments que nous avons collectés sont suffisants et appropriés pour fonder notre </div><div id="t13_32" class="S548 S552 S2">opinion. </div><div id="t14_32" class="S549 S552 S2">Les responsabilités qui nous incombent en vertu de ces normes sont indiquées dans la partie </div><div id="t15_32" class="S54A S552 S2">« </div><div id="t16_32" class="S54B S552 S2">Responsabilités du commissaire aux comptes relatives à l’audit des comptes annuels » du présent </div><div id="t17_32" class="S54C S552 S2">rapport. </div><div id="t18_32" class="S7 SE S2">LCL </div><div id="t19_32" class="S8 SE S2">EMISSIONS </div><div id="t1a_32" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1b_32" class="S191 SE S2">32/58 </div></div><div id="p33" class="S0"><div id="pg33Overlay" class="S1"></div><div id="pg33" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_33" class="S555 S3BD S2">LCL Emissions </div><div id="t2_33" class="S556 S589 S2">Rapport du commissaire aux comptes </div><div id="t3_33" class="S557 S589 S2">sur les comptes annuels </div><div id="t4_33" class="S558 S589 S2">Exercice clos le 31 décembre 2021 - </div><div id="t5_33" class="S559 S3BD S2">Page 2 </div><div id="t6_33" class="S55A S58A S2">Indépendance </div><div id="t7_33" class="S55B S552 S2">Nous avons réalisé notre mission d’audit dans le respect des règles d’indépendance </div><div id="t8_33" class="S55C SFE S2">prévues par le </div><div id="t9_33" class="S55D SFE S2">code de commerce et par le code de déontologie de la profession de commissaire aux comptes sur la </div><div id="ta_33" class="S55E SFE S2">période du 1er janvier 2021 </div><div id="tb_33" class="S55F S552 S2">à la date d’émission de notre rapport, et notamment nous n’avons pas </div><div id="tc_33" class="S560 S552 S2">fourni de services interdits par l’article 5, paragraphe 1, du règlement (UE) n° 537/2014. </div><div id="td_33" class="S561 S550 S2">Justification des appréciations </div><div id="te_33" class="S562 S553 S2">– </div><div id="tf_33" class="S563 S553 S2">Points clés de l’audit </div><div id="tg_33" class="S564 SFE S2">La crise mondiale liée à la pandémie de COVID-19 crée des conditions particulières pour la préparation et </div><div id="th_33" class="S565 S552 S2">l’audit des comptes de cet exercice. En effet, cette crise et les mesures exceptionnelles prises dans le </div><div id="ti_33" class="S566 S552 S2">cadre de l’état d’urgence sanitaire induisent </div><div id="tj_33" class="S567 SFE S2">de multiples conséquences pour les entreprises, </div><div id="tk_33" class="S568 SFE S2">particulièrement sur leur activité et leur financement, ainsi que des incertitudes accrues sur leurs </div><div id="tl_33" class="S569 S552 S2">perspectives d’avenir. </div><div id="tm_33" class="S56A SFE S2">Certaines de ces mesures, telles que les restrictions de déplacement et le travail à </div><div id="tn_33" class="S56B SFE S2">distance, </div><div id="to_33" class="S56C S552 S2">ont également eu une incidence sur l’organisation interne des entreprises et sur les modalités de </div><div id="tp_33" class="S56D S552 S2">mise en œuvre des audits. </div><div id="tq_33" class="S56E S552 S2">C’est dans ce contexte complexe et évolutif que, en application des dispositions des articles L.823</div><div id="tr_33" class="S56F SFE S2">-9 et </div><div id="ts_33" class="S570 SFE S2">R.823-7 du code de commerce relatives à la justification de nos appréciations, nous devons porter à votre </div><div id="tt_33" class="S571 S552 S2">connaissance les points clés de l’audit relatifs aux risques d'anomalies significatives qui, selon notre </div><div id="tu_33" class="S572 S552 S2">jugement professionnel, ont été les plus importants pour l’audit des comptes annuels de l’exercice, ainsi </div><div id="tv_33" class="S573 SFE S2">que les réponses que nous avons apportées face à ces risques. </div><div id="tw_33" class="S574 S552 S2">Nous avons déterminé qu’il n’y avait pas de point clé de l’audit à communiquer dans notre rapport. </div><div id="tx_33" class="S575 S553 S2">Vérifications spécifiques </div><div id="ty_33" class="S576 SFE S2">Nous avons </div><div id="tz_33" class="S577 S552 S2">également procédé, conformément aux normes d’exercice professionnel applicables en </div><div id="t10_33" class="S578 SFE S2">France, aux vérifications spécifiques prévues par les textes légaux et réglementaires. </div><div id="t11_33" class="S579 S58A S2">Informations données dans le rapport de gestion et dans les autres documents sur la situation </div><div id="t12_33" class="S57A S58A S2">financière et les comptes annuels adressés </div><div id="t13_33" class="S57B S554 S2">aux actionnaires </div><div id="t14_33" class="S57C SFE S2">Nous n'avons pas d'observation à formuler sur la sincérité et la concordance avec les comptes </div><div id="t15_33" class="S57D SFE S2">annuels des informations données dans le rapport de gestion du conseil d'administration et dans les </div><div id="t16_33" class="S57E SFE S2">autres documents sur la situation financière et les comptes annuels adressés </div><div id="t17_33" class="S57F S552 S2">aux actionnaires</div><div id="t18_33" class="S580 SFE S2">. </div><div id="t19_33" class="S581 SFE S2">Nous attestons de la sincérité et de la concordance avec les comptes annuels des informations </div><div id="t1a_33" class="S582 SFE S2">relatives aux délais de paiement mentionnées à l'article D.441-6 du code de commerce. </div><div id="t1b_33" class="S583 S554 S2">Rapport sur le gouvernement d’entreprise </div><div id="t1c_33" class="S584 S552 S2">Nous attestons de l’existence, dans le rapport </div><div id="t1d_33" class="S585 SFE S2">du conseil d'administration sur le gouvernement </div><div id="t1e_33" class="S586 S552 S2">d’entreprise, des informations requises </div><div id="t1f_33" class="S587 SFE S2">par les articles L.225-37-4 et L.22-10-10 du code de </div><div id="t1g_33" class="S588 SFE S2">commerce. </div><div id="t1h_33" class="S7 SE S2">LCL </div><div id="t1i_33" class="S8 SE S2">EMISSIONS </div><div id="t1j_33" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1k_33" class="S191 SE S2">33/58 </div></div><div id="p34" class="S0"><div id="pg34Overlay" class="S1"></div><div id="pg34" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_34" class="S555 S3BD S2">LCL Emissions </div><div id="t2_34" class="S556 S589 S2">Rapport du commissaire aux comptes </div><div id="t3_34" class="S557 S589 S2">sur les comptes annuels </div><div id="t4_34" class="S558 S589 S2">Exercice clos le 31 décembre 2021 - </div><div id="t5_34" class="S559 S3BD S2">Page 3 </div><div id="t6_34" class="S58B S550 S2">Autres vérifications ou informations prévues par les textes légaux et réglementaires </div><div id="t7_34" class="S58C S58A S2">Format de présentation des comptes annuels destinés à être inclus </div><div id="t8_34" class="S58D S58A S2">dans le rapport financier </div><div id="t9_34" class="S58E S58A S2">annuel </div><div id="ta_34" class="S58F S5B8 S2">Nous avons également procédé, conformément à la norme d’exercice professionnel sur les diligences </div><div id="tb_34" class="S590 S5B8 S2">du commissaire aux comptes relatives aux comptes annuels présentés selon le format d’information </div><div id="tc_34" class="S591 S5B9 S2">électronique unique européen, à la vérification du respect de ce format défini par le règlement </div><div id="td_34" class="S592 S5B9 S2">européen délégué n° 2019/815 du 17 décembre 2018 dans la présentation des comptes annuels </div><div id="te_34" class="S593 S5B9 S2">destinés à être inclus </div><div id="tf_34" class="S594 S5B9 S2">dans le rapport financier annuel mentionné au I de l'article L.451-1-2 du code </div><div id="tg_34" class="S595 S5B9 S2">monétaire et financier, établis sous la responsabilité du Directeur général. </div><div id="th_34" class="S596 S5B9 S2">Sur la base de nos travaux, nous concluons que la présentation des comptes annuels destinés à être </div><div id="ti_34" class="S597 S5B9 S2">inclus </div><div id="tj_34" class="S598 S5B9 S2">dans le rapport financier annuel respecte, dans tous ses aspects significatifs, le format </div><div id="tk_34" class="S599 S5B9 S2">d'information électronique unique européen. </div><div id="tl_34" class="S59A S5B9 S2">Il ne nous appartient pas de vérifier que les comptes annuels qui seront effectivement inclus par votre </div><div id="tm_34" class="S59B S5B9 S2">société dans le rapport financier annuel déposé auprès de l</div><div id="tn_34" class="S59C S5B8 S2">’AMF correspondent à ceux sur lesquels </div><div id="to_34" class="S59D S5B9 S2">nous avons réalisé nos travaux. </div><div id="tp_34" class="S59E S58A S2">Désignation des commissaires aux comptes </div><div id="tq_34" class="S59F SFE S2">Nous avons été nommés commissaires aux comptes de la société LCL Emissions par votre </div><div id="tr_34" class="S5A0 SFE S2">assemblée générale </div><div id="ts_34" class="S5A1 SFE S2">du 6 décembre 2010. </div><div id="tt_34" class="S5A2 SFE S2">Au 31 décembre 2021, le cabinet PricewaterhouseCoopers Audit était dans la douzième année de sa </div><div id="tu_34" class="S5A3 SFE S2">mission sans interruption, dont huit années depuis que les titres de la société ont été admis aux </div><div id="tv_34" class="S5A4 SFE S2">négociations sur un marché réglementé. </div><div id="tw_34" class="S5A5 S550 S2">Responsabilités de la direction </div><div id="tx_34" class="S5A6 S553 S2">et des personnes constituant le gouvernement d’entreprise </div><div id="ty_34" class="S5A7 S550 S2">relatives aux comptes annuels </div><div id="tz_34" class="S5A8 S552 S2">Il appartient à la direction d’établir des comptes annuels présentant une image fidèle conformément </div><div id="t10_34" class="S5A9 SFE S2">aux règles et principes comptables français ainsi que de mettre en place le contrôle interne qu'elle </div><div id="t11_34" class="S5AA SFE S2">estime nécessaire à l'établissement de comptes annuels ne comportant pas d'anomalies significatives, </div><div id="t12_34" class="S5AB SFE S2">que celles-ci proviennent de fraudes ou résultent d'erreurs. </div><div id="t13_34" class="S5AC S552 S2">Lors de l’établissement des comptes annuels, il incombe à la direction d’évaluer la capacité de la </div><div id="t14_34" class="S5AD SFE S2">société à poursuivre son exploitation, de présenter dans ces comptes, le cas échéant, les informations </div><div id="t15_34" class="S5AE S552 S2">nécessaires relatives à la continuité d’exploitation et d’appliquer la convention comptable de continuité </div><div id="t16_34" class="S5AF S552 S2">d’exploitation, sauf s’il est prévu de liquider la société ou de cesser son acti</div><div id="t17_34" class="S5B0 SFE S2">vité. </div><div id="t18_34" class="S5B1 SFE S2">Il incombe au Conseil d'administration rempl</div><div id="t19_34" class="S5B2 S552 S2">issant les fonctions du comité d’audit </div><div id="t1a_34" class="S5B3 SFE S2">de suivre le </div><div id="t1b_34" class="S5B4 S552 S2">processus d’élaboration de l’information financière et de suivre l'efficacité des systèmes de contrôle </div><div id="t1c_34" class="S5B5 SFE S2">interne et de gestion des risques, ainsi que le cas échéant de l'audit interne, en ce qui concerne les </div><div id="t1d_34" class="S5B6 SFE S2">procédures relatives à l'élaboration et au traitement de l'information comptable et financière. </div><div id="t1e_34" class="S5B7 SFE S2">Les comptes annuels ont été arrêtés par le conseil d'administration. </div><div id="t1f_34" class="S7 SE S2">LCL </div><div id="t1g_34" class="S8 SE S2">EMISSIONS </div><div id="t1h_34" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1i_34" class="S191 SE S2">34/58 </div></div><div id="p35" class="S0"><div id="pg35Overlay" class="S1"></div><div id="pg35" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_35" class="S555 S3BD S2">LCL Emissions </div><div id="t2_35" class="S556 S589 S2">Rapport du commissaire aux comptes </div><div id="t3_35" class="S557 S589 S2">sur les comptes annuels </div><div id="t4_35" class="S558 S589 S2">Exercice clos le 31 décembre 2021 - </div><div id="t5_35" class="S559 S3BD S2">Page 4 </div><div id="t6_35" class="S5BA S550 S2">Responsabilités du commissaire </div><div id="t7_35" class="S5BB S553 S2">aux comptes relatives à l’audit des comptes annuels </div><div id="t8_35" class="S5BC S554 S2">Objectif et démarche d’audit </div><div id="t9_35" class="S5BD S552 S2">Il nous appartient d’établir un rapport sur les comptes annuels. Notre objectif est d’obtenir l’assurance </div><div id="ta_35" class="S5BE S552 S2">raisonnable que les comptes annuels pris dans leur ensemble ne comportent pas d’anomalies </div><div id="tb_35" class="S5BF S552 S2">significatives. L’assurance raisonnable correspond à un niveau élevé d’assurance, sans toutefois </div><div id="tc_35" class="S5C0 S552 S2">garantir qu’un </div><div id="td_35" class="S5C1 S552 S2">audit réalisé conformément aux normes d’exercice profe</div><div id="te_35" class="S5C2 SFE S2">ssionnel permet de </div><div id="tf_35" class="S5C3 SFE S2">systématiquement détecter toute anomalie significative. Les anomalies peuvent provenir de fraudes </div><div id="tg_35" class="S5C4 S552 S2">ou résulter d’erreurs et sont considérées comme significatives lorsque l’on peut raisonnablement </div><div id="th_35" class="S5C5 S552 S2">s’attendre à ce qu’elles puissent, prises </div><div id="ti_35" class="S5C6 SFE S2">individuellement ou en cumulé, influencer les décisions </div><div id="tj_35" class="S5C7 SFE S2">économiques que les utilisateurs des comptes prennent en se fondant sur ceux-ci. </div><div id="tk_35" class="S5C8 S552 S2">Comme précisé par l’article L.823</div><div id="tl_35" class="S5C9 SFE S2">-10-1 du code de commerce, notre mission de certification des </div><div id="tm_35" class="S5CA SFE S2">comptes ne consiste pas à garantir la viabilité ou la qualité de la gestion de votre société. </div><div id="tn_35" class="S5CB S552 S2">Dans le cadre d’un audit réalisé conformément aux normes d’exercice professionnel applicables en </div><div id="to_35" class="S5CC SFE S2">France, le commissaire aux comptes exerce son jugement professionnel tout au long de cet audit. </div><div id="tp_35" class="S5CD SFE S2">En outre : </div><div id="tq_35" class="S5CE S5F4 S2">• </div><div id="tr_35" class="S5CF SFE S2">il identifie et évalue les risques que les comptes annuels comportent des anomalies </div><div id="ts_35" class="S5D0 SFE S2">significatives, que celles-</div><div id="tt_35" class="S5D1 S552 S2">ci proviennent de fraudes ou résultent d’erreurs, définit et met en </div><div id="tu_35" class="S5D2 S552 S2">œuvre des procédures d’audit face à ces risques, et recueille des éléments qu’il estime </div><div id="tv_35" class="S5D3 SFE S2">suffisants et appropriés pour fonder son opinion. Le risque de non-</div><div id="tw_35" class="S5D4 S552 S2">détection d’une anomalie </div><div id="tx_35" class="S5D5 S552 S2">significative provenant d’une fraude est plus élevé que celui d’une anomalie significative </div><div id="ty_35" class="S5D6 S552 S2">résultant d’une erreur, car la fraude </div><div id="tz_35" class="S5D7 SFE S2">peut impliquer la collusion, la falsification, les omissions </div><div id="t10_35" class="S5D8 SFE S2">volontaires, les fausses déclarations ou le contournement du contrôle interne ; </div><div id="t11_35" class="S5D9 S5F4 S2">• </div><div id="t12_35" class="S5DA SFE S2">il prend </div><div id="t13_35" class="S5DB S552 S2">connaissance du contrôle interne pertinent pour l’audit afin de définir des procédures </div><div id="t14_35" class="S5DC S552 S2">d’audit appropriées </div><div id="t15_35" class="S5DD S552 S2">en la circonstance, et non dans le but d’exprimer une opinion sur l’efficacité </div><div id="t16_35" class="S5DE SFE S2">du contrôle interne ; </div><div id="t17_35" class="S5DF S5F4 S2">• </div><div id="t18_35" class="S5E0 SFE S2">il apprécie le caractère approprié des méthodes comptables retenues et le caractère </div><div id="t19_35" class="S5E1 SFE S2">raisonnable des estimations comptables faites par la direction, ainsi que les informations les </div><div id="t1a_35" class="S5E2 SFE S2">concernant fournies dans les comptes annuels ; </div><div id="t1b_35" class="S5E3 S5F4 S2">• </div><div id="t1c_35" class="S5E4 SFE S2">il </div><div id="t1d_35" class="S5E5 S552 S2">apprécie le caractère approprié de l’application par la direction de la convention comptable de </div><div id="t1e_35" class="S5E6 S552 S2">continuité d’exploitation et, selon les éléments collectés, l’existence ou non d’une incertitude </div><div id="t1f_35" class="S5E7 SFE S2">significative liée à des événements ou à des circonstances susceptibles de mettre en cause la </div><div id="t1g_35" class="S5E8 S552 S2">capacité de la société à poursuivre son exploitation. Cette appréciation s’appuie sur les </div><div id="t1h_35" class="S5E9 S552 S2">éléments collectés jusqu’à la date de son rapport, étant toutefois rappelé que des circonstances </div><div id="t1i_35" class="S5EA SFE S2">ou événements ultérieurs pourraient m</div><div id="t1j_35" class="S5EB S552 S2">ettre en cause la continuité d’exploitation. S’il conclut à </div><div id="t1k_35" class="S5EC S552 S2">l’existence d’une incertitude significative, il attire l’attention des lecteurs de son rapport sur les </div><div id="t1l_35" class="S5ED SFE S2">informations fournies dans les comptes annuels au sujet de cette incertitude ou, si ces </div><div id="t1m_35" class="S5EE SFE S2">informations ne sont pas fournies ou ne sont pas pertinentes, il formule une certification avec </div><div id="t1n_35" class="S5EF SFE S2">réserve ou un refus de certifier ; </div><div id="t1o_35" class="S5F0 S5F4 S2">• </div><div id="t1p_35" class="S5F1 SFE S2">il apprécie </div><div id="t1q_35" class="S5F2 S552 S2">la présentation d’ensemble des comptes annuels et évalue si les comptes annuels </div><div id="t1r_35" class="S5F3 SFE S2">reflètent les opérations et événements sous-jacents de manière à en donner une image fidèle. </div><div id="t1s_35" class="S7 SE S2">LCL </div><div id="t1t_35" class="S8 SE S2">EMISSIONS </div><div id="t1u_35" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1v_35" class="S191 SE S2">35/58 </div></div><div id="p36" class="S0"><div id="pg36Overlay" class="S1"></div><div id="pg36" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_36" class="S555 S3BD S2">LCL Emissions </div><div id="t2_36" class="S556 S589 S2">Rapport du commissaire aux comptes </div><div id="t3_36" class="S557 S589 S2">sur les comptes annuels </div><div id="t4_36" class="S558 S589 S2">Exercice clos le 31 décembre 2021 - </div><div id="t5_36" class="S559 S3BD S2">Page 5 </div><div id="t6_36" class="S5F5 S58A S2">Rapport au Conseil d'administration rempl</div><div id="t7_36" class="S5F6 S554 S2">issant les fonctions du comité d’audit </div><div id="t8_36" class="S5F7 SFE S2">Nous remettons au Conseil d'administration rempl</div><div id="t9_36" class="S5F8 S552 S2">issant les fonctions du comité d’audit </div><div id="ta_36" class="S5F9 SFE S2">un rapport qui </div><div id="tb_36" class="S5FA SFE S2">présente </div><div id="tc_36" class="S5FB S552 S2">notamment l’étendue des travaux d'audit et le programme de travail mis en œuvre, ainsi que </div><div id="td_36" class="S5FC SFE S2">les conclusions découlant de nos travaux. Nous portons également à sa connaissance, le cas </div><div id="te_36" class="S5FD SFE S2">échéant, les faiblesses significatives du contrôle interne que nous avons identifiées pour ce qui </div><div id="tf_36" class="S5FE S552 S2">concerne les procédures relatives à l’élaboration et au traitement de l’information comptable et </div><div id="tg_36" class="S5FF SFE S2">financière. </div><div id="th_36" class="S600 SFE S2">Parmi les éléments communiqués dans le rapport au Conseil d'administration remplissant les </div><div id="ti_36" class="S601 S552 S2">fonctions du comité d’</div><div id="tj_36" class="S602 SFE S2">audit </div><div id="tk_36" class="S603 S552 S2">figurent les risques d’anomalies significatives, que nous jugeons avoir été </div><div id="tl_36" class="S604 S552 S2">les plus importants pour l’audit des comptes annuels de l’exercice et qui constituent de ce fait les </div><div id="tm_36" class="S605 S552 S2">points clés de l’audit, qu’il nous appartient de décrire dans le présent </div><div id="tn_36" class="S606 SFE S2">rapport. </div><div id="to_36" class="S607 SFE S2">Nous fournissons également au Conseil d'administration rempl</div><div id="tp_36" class="S608 S552 S2">issant les fonctions du comité d’audit </div><div id="tq_36" class="S609 SFE S2">la </div><div id="tr_36" class="S60A S552 S2">déclaration prévue par l’article 6 du règlement (UE) n° 537</div><div id="ts_36" class="S60B SFE S2">-2014 confirmant notre indépendance, au </div><div id="tt_36" class="S60C SFE S2">sens des règles applicables en France telles </div><div id="tu_36" class="S60D S552 S2">qu’elles sont fixées notamment par les articles L.822</div><div id="tv_36" class="S60E SFE S2">-10 </div><div id="tw_36" class="S60F SFE S2">à L.822-14 du code de commerce et dans le code de déontologie de la profession de commissaire </div><div id="tx_36" class="S610 SFE S2">aux comptes. Le cas échéant, nous nous entretenons avec le Conseil d'administration remplissant les </div><div id="ty_36" class="S611 SFE S2">fonct</div><div id="tz_36" class="S612 S552 S2">ions du comité d’audit </div><div id="t10_36" class="S613 SFE S2">des risques pesant sur notre indépendance et des mesures de sauvegarde </div><div id="t11_36" class="S614 SFE S2">appliquées. </div><div id="t12_36" class="S615 SFE S2">Fait à Neuilly-sur-Seine, le 26 avril 2022 </div><div id="t13_36" class="S616 SFE S2">Le commissaire aux comptes </div><div id="t14_36" class="S617 SFE S2">PricewaterhouseCoopers Audit </div><div id="t15_36" class="S618 SFE S2">Laurent Tavernier </div><div id="t16_36" class="S7 SE S2">LCL </div><div id="t17_36" class="S8 SE S2">EMISSIONS </div><div id="t18_36" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t19_36" class="S191 SE S2">36/58 </div></div><div id="p37" class="S0"><div id="pg37Overlay" class="S1"></div><div id="pg37" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_37" class="S619 S61E S2">LCL EMISSIONS </div><div id="t2_37" class="S61A S61F S2">90 Boulevard Pasteur </div><div id="t3_37" class="S61B S61F S2">75015 PARIS </div><div id="t4_37" class="S61C S620 S2">Etats financiers au 31 décembre 2021 </div><div id="t5_37" class="S61D S620 S2">en milliers d'euros </div><div id="t6_37" class="S7 SE S2">LCL </div><div id="t7_37" class="S8 SE S2">EMISSIONS </div><div id="t8_37" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t9_37" class="S191 SE S2">37/58 </div></div><div id="p38" class="S0"><div id="pg38Overlay" class="S1"></div><div id="pg38" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" 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alt="" /></div><div id="t1_38" class="S621 S66E S2">- 2 - </div><div id="t2_38" class="S622 S66F S672 S2">BILAN </div><div id="t3_38" class="S623 S66F S672 S2">ACTIF </div><div id="t4_38" class="S624 S443 S672 S2">Désignation : </div><div id="t5_38" class="S625 S3BB S672 S2">Rubriques </div><div id="t6_38" class="S626 S3BB S672 S2">Montant brut </div><div id="t7_38" class="S627 S3BB S672 S2">Amort. Prov. </div><div id="t8_38" class="S628 S3BB S672 S2">31/12/2021 </div><div id="t9_38" class="S629 S3BB S672 S2">31/12/2020 </div><div id="ta_38" class="S62A S443 S672 S2">Capital souscrit non appelé </div><div id="tb_38" class="S62B S3BB S672 S2">TOTAL I </div><div id="tc_38" class="S62C S3BB S672 S2">IMMOBILISATIONS INCORPORELLES </div><div id="td_38" class="S62D S670 S672 S2">0 </div><div id="te_38" class="S62E S670 S672 S2">0 </div><div id="tf_38" class="S62F S3BB S672 S2">IMMOBILISATIONS CORPORELLES </div><div id="tg_38" class="S630 S670 S672 S2">0 </div><div id="th_38" class="S631 S670 S672 S2">0 </div><div id="ti_38" class="S632 S3BB S672 S2">IMMOBILISATIONS FINANCIERES </div><div id="tj_38" class="S633 S670 S672 S2">1 631 100 </div><div id="tk_38" class="S634 S670 S672 S2">795 400 </div><div id="tl_38" class="S635 S443 S672 S2">Prêts </div><div id="tm_38" class="S636 S443 S672 S2">1 631 100 </div><div id="tn_38" class="S637 S443 S672 S2">1 631 100 </div><div id="to_38" class="S638 S443 S672 S2">795 400 </div><div id="tp_38" class="S639 S3BB S672 S2">TOTAL II </div><div id="tq_38" class="S63A S3BB S672 S2">1 631 100 </div><div id="tr_38" class="S63B S3BB S672 S2">0 </div><div id="ts_38" class="S63C S3BB S672 S2">1 631 100 </div><div id="tt_38" class="S63D S3BB S672 S2">795 400 </div><div id="tu_38" class="S63E S3BB S672 S2">STOCKS ET EN-COURS </div><div id="tv_38" class="S63F S670 S672 S2">0 </div><div id="tw_38" class="S640 S670 S672 S2">0 </div><div id="tx_38" class="S641 S3BB S672 S2">CREANCES </div><div id="ty_38" class="S642 S670 S672 S2">4 567 </div><div id="tz_38" class="S643 S670 S672 S2">4 354 </div><div id="t10_38" class="S644 S443 S672 S2">Autres créances </div><div id="t11_38" class="S645 S443 S672 S2">4 567 </div><div id="t12_38" class="S646 S443 S672 S2">4 567 </div><div id="t13_38" class="S647 S443 S672 S2">4 354 </div><div id="t14_38" class="S648 S3BB S672 S2">DIVERS </div><div id="t15_38" class="S649 S670 S672 S2">4 893 923 </div><div id="t16_38" class="S64A S443 S672 S2">Valeurs mobilières de placement </div><div id="t17_38" class="S64B S443 S672 S2">74 </div><div id="t18_38" class="S64C S443 S672 S2">0 </div><div id="t19_38" class="S64D S443 S672 S2">74 </div><div id="t1a_38" class="S64E S443 S672 S2">74 </div><div id="t1b_38" class="S64F S443 S672 S2">Disponibilités </div><div id="t1c_38" class="S650 S443 S672 S2">4 893 849 </div><div id="t1d_38" class="S651 S443 S672 S2">4 893 849 </div><div id="t1e_38" class="S652 S443 S672 S2">5 367 088 </div><div id="t1f_38" class="S653 S3BB S672 S2">COMPTES DE REGULARISATION </div><div id="t1g_38" class="S654 S670 S672 S2">0 </div><div id="t1h_38" class="S655 S670 S672 S2">0 </div><div id="t1i_38" class="S656 S3BB S672 S2">TOTAL III </div><div id="t1j_38" class="S657 S3BB S672 S2">4 898 490 </div><div id="t1k_38" class="S658 S3BB S672 S2">0 </div><div id="t1l_38" class="S659 S3BB S672 S2">4 898 490 </div><div id="t1m_38" class="S65A S3BB S672 S2">5 371 517 </div><div id="t1n_38" class="S65B S671 S672 S2">Frais émission d’emprunts à étaler </div><div id="t1o_38" class="S65C S3BB S672 S2">IV </div><div id="t1p_38" class="S65D S443 S672 S2">0 </div><div id="t1q_38" class="S65E S443 S672 S2">Primes remboursement des obligations </div><div id="t1r_38" class="S65F S3BB S672 S2">V </div><div id="t1s_38" class="S660 S443 S672 S2">0 </div><div id="t1t_38" class="S661 S443 S672 S2">0 </div><div id="t1u_38" class="S662 S443 S672 S2">0 </div><div id="t1v_38" class="S663 S443 S672 S2">Ecarts de conversion actif </div><div id="t1w_38" class="S664 S3BB S672 S2">VI </div><div id="t1x_38" class="S665 S443 S672 S2">0 </div><div id="t1y_38" class="S666 S3BB S672 S2">TOTAL </div><div id="t1z_38" class="S667 S3BB S672 S2">GENERAL </div><div id="t20_38" class="S668 S3BB S672 S2">(I à VI) </div><div id="t21_38" class="S669 S3BB S672 S2">6 529 590 </div><div id="t22_38" class="S66A S3BB S672 S2">0 </div><div id="t23_38" class="S66B S3BB S672 S2">6 529 590 </div><div id="t24_38" class="S66C S3BB S672 S2">6 166 917 </div><div id="t25_38" class="S66D S443 S672 S2">LCL EMISSIONS </div><div id="t26_38" class="S7 SE S2">LCL </div><div id="t27_38" class="S8 SE S2">EMISSIONS </div><div id="t28_38" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t29_38" class="S191 SE S2">38/58 </div></div><div id="p39" class="S0"><div id="pg39Overlay" class="S1"></div><div id="pg39" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_39" class="S621 S66E S2">- 3 - </div><div id="t2_39" class="S673 S3BC S6B7 S2">Désignation : </div><div id="t3_39" class="S674 S3BD S6B7 S2">Rubriques </div><div id="t4_39" class="S675 S3BD S6B7 S2">31/12/2021 </div><div id="t5_39" class="S676 S3BD S6B7 S2">31/12/2020 </div><div id="t6_39" class="S677 S3BC S6B7 S2">Capital social ou individuel </div><div id="t7_39" class="S678 S3BC S6B7 S2">(dont versé : </div><div id="t8_39" class="S679 S3BC S6B7 S2">2 225 </div><div id="t9_39" class="S67A S3BC S6B7 S2">) </div><div id="ta_39" class="S67B S3BC S6B7 S2">2 225 </div><div id="tb_39" class="S67C S3BC S6B7 S2">2 225 </div><div id="tc_39" class="S67D S3BC S6B7 S2">Réserve légale </div><div id="td_39" class="S67E S3BC S6B7 S2">145 </div><div id="te_39" class="S67F S3BC S6B7 S2">84 </div><div id="tf_39" class="S680 S3BC S6B7 S2">Réserves réglementées </div><div id="tg_39" class="S681 S3BC S6B7 S2">(dont rés. prov. Cours </div><div id="th_39" class="S682 S3BC S6B7 S2">) </div><div id="ti_39" class="S683 S3BC S6B7 S2">0 </div><div id="tj_39" class="S684 S3BC S6B7 S2">0 </div><div id="tk_39" class="S685 S3BC S6B7 S2">Report à nouveau </div><div id="tl_39" class="S686 S3BC S6B7 S2">2 672 </div><div id="tm_39" class="S687 S3BC S6B7 S2">1 496 </div><div id="tn_39" class="S688 S3BD S6B7 S2">RESULTAT DE L'EXERCICE </div><div id="to_39" class="S689 S3BD S6B7 S2">(bénéfice ou perte) </div><div id="tp_39" class="S68A S3BC S6B7 S2">773 </div><div id="tq_39" class="S68B S3BC S6B7 S2">1 237 </div><div id="tr_39" class="S68C S3BD S6B7 S2">RESULTAT EN ATTENTE D'AFFECTATION </div><div id="ts_39" class="S68D S3BD S6B7 S2">TOTAL I </div><div id="tt_39" class="S68E S3BD S6B7 S2">5 815 </div><div id="tu_39" class="S68F S3BD S6B7 S2">5 042 </div><div id="tv_39" class="S690 S3BD S6B7 S2">AUTRES FONDS PROPRES </div><div id="tw_39" class="S691 S3BD S6B7 S2">TOTAL II </div><div id="tx_39" class="S692 S3BD S6B7 S2">PROVISIONS POUR RISQUES ET CHARGES </div><div id="ty_39" class="S693 S3BD S6B7 S2">TOTAL III </div><div id="tz_39" class="S694 S3BD S6B7 S2">DETTES </div><div id="t10_39" class="S695 S6B5 S6B7 S2">6 523 776 </div><div id="t11_39" class="S696 S3BC S6B7 S2">Autres emprunts obligataires </div><div id="t12_39" class="S697 S3BC S6B7 S2">6 512 055 </div><div id="t13_39" class="S698 S3BC S6B7 S2">6 151 028 </div><div id="t14_39" class="S699 S3BC S6B7 S2">Emprunts et dettes auprès des établissements de crédit (5) </div><div id="t15_39" class="S69A S3BC S6B7 S2">659 </div><div id="t16_39" class="S69B S3BC S6B7 S2">332 </div><div id="t17_39" class="S69C S3BC S6B7 S2">Dettes fournisseurs et comptes rattachés </div><div id="t18_39" class="S69D S3BC S6B7 S2">10 769 </div><div id="t19_39" class="S69E S3BC S6B7 S2">10 042 </div><div id="t1a_39" class="S69F S3BC S6B7 S2">Dettes fiscales et sociales </div><div id="t1b_39" class="S6A0 S3BC S6B7 S2">Autres dettes </div><div id="t1c_39" class="S6A1 S3BC S6B7 S2">293 </div><div id="t1d_39" class="S6A2 S3BC S6B7 S2">473 </div><div id="t1e_39" class="S6A3 S3BD S6B7 S2">COMPTES DE REGULARISATION </div><div id="t1f_39" class="S6A4 S3BD S6B7 S2">TOTAL IV </div><div id="t1g_39" class="S6A5 S3BD S6B7 S2">6 523 776 </div><div id="t1h_39" class="S6A6 S3BD S6B7 S2">6 161 875 </div><div id="t1i_39" class="S6A7 S3BC S6B7 S2">Ecarts de conversion passif </div><div id="t1j_39" class="S6A8 S3BD S6B7 S2">V </div><div id="t1k_39" class="S6A9 S3BD S6B7 S2">TOTAL </div><div id="t1l_39" class="S6AA S3BD S6B7 S2">GENERAL </div><div id="t1m_39" class="S6AB S3BD S6B7 S2">(I à V) </div><div id="t1n_39" class="S6AC S3BD S6B7 S2">6 529 590 </div><div id="t1o_39" class="S6AD S3BD S6B7 S2">6 166 917 </div><div id="t1p_39" class="S6AE S3BD S6B7 S2">Résultat de l'exercice en centimes </div><div id="t1q_39" class="S6AF S3BD S6B7 S2">772 542,27 </div><div id="t1r_39" class="S6B0 S3BC S6B7 S2">Total du bilan en centimes </div><div id="t1s_39" class="S6B1 S3BC S6B7 S2">6 529 590 318,91 </div><div id="t1t_39" class="S6B2 S3BC S6B7 S2">LCL EMISSIONS </div><div id="t1u_39" class="S6B3 S6B6 S6B7 S2">BILAN </div><div id="t1v_39" class="S6B4 S6B6 S6B7 S2">PASSIF </div><div id="t1w_39" class="S7 SE S2">LCL </div><div id="t1x_39" class="S8 SE S2">EMISSIONS </div><div id="t1y_39" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1z_39" class="S191 SE S2">39/58 </div></div><div id="p40" class="S0"><div id="pg40Overlay" class="S1"></div><div id="pg40" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" 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alt="" /></div><div id="t1_40" class="S621 S66E S2">- 4 - </div><div id="t2_40" class="S6B8 S66E S2">Au 31 décembre 2021, la juste valeur nette des swaps actions est en plus-value de 410 millions d’euros </div><div id="t3_40" class="S6B9 S6DA S2">et la </div><div id="t4_40" class="S6BA S66E S2">juste valeur nette des swaps de taux est en plus-value de 81 milliers </div><div id="t5_40" class="S6BB S66E S2">d’euros. </div><div id="t6_40" class="S6BC S441 S6DC S2">Désignation : </div><div id="t7_40" class="S6BD S6DB S6DC S2">Rubriques </div><div id="t8_40" class="S6BE S6DB S6DC S2">31/12/2021 </div><div id="t9_40" class="S6BF S6DB S6DC S2">31/12/2020 </div><div id="ta_40" class="S6C0 S441 S6DC S2">Swaps actions </div><div id="tb_40" class="S6C1 S441 S6DC S2">4 887 711 </div><div id="tc_40" class="S6C2 S441 S6DC S2">5 356 584 </div><div id="td_40" class="S6C3 S441 S6DC S2">Swaps de taux </div><div id="te_40" class="S6C4 S441 S6DC S2">4 194 </div><div id="tf_40" class="S6C5 S441 S6DC S2">4 294 </div><div id="tg_40" class="S6C6 S6DB S6DC S2">4 891 905 </div><div id="th_40" class="S6C7 S6DB S6DC S2">5 360 878 </div><div id="ti_40" class="S6C8 S441 S6DC S2">Avals cautions et garanties données </div><div id="tj_40" class="S6C9 S441 S6DC S2">0 </div><div id="tk_40" class="S6CA S441 S6DC S2">0 </div><div id="tl_40" class="S6CB S441 S6DC S2">Avals cautions et garanties recues </div><div id="tm_40" class="S6CC S441 S6DC S2">0 </div><div id="tn_40" class="S6CD S441 S6DC S2">0 </div><div id="to_40" class="S6CE S6DB S6DC S2">0 </div><div id="tp_40" class="S6CF S6DB S6DC S2">0 </div><div id="tq_40" class="S6D0 S441 S6DC S2">Garanties recues d'Etablissements de Credit </div><div id="tr_40" class="S6D1 S441 S6DC S2">6 512 027 </div><div id="ts_40" class="S6D2 S441 S6DC S2">6 151 000 </div><div id="tt_40" class="S6D3 S6DB S6DC S2">6 512 027 </div><div id="tu_40" class="S6D4 S6DB S6DC S2">6 151 000 </div><div id="tv_40" class="S6D5 S6DB S6DC S2">TOTAL DES AVALS ET CAUTIONS ET GARANTIES </div><div id="tw_40" class="S6D6 S6DB S6DC S2">TOTAL DES GARANTIES RECUES D'ETABLISSEMENTS DE CREDIT </div><div id="tx_40" class="S6D7 S441 S6DC S2">LCL EMISSIONS </div><div id="ty_40" class="S6D8 S6DB S6DC S2">TOTAL DES SWAPS </div><div id="tz_40" class="S6D9 S54 S6DC S2">HORS BILAN (en liste) </div><div id="t10_40" class="S7 SE S2">LCL </div><div id="t11_40" class="S8 SE S2">EMISSIONS </div><div id="t12_40" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t13_40" class="S191 SE S2">40/58 </div></div><div id="p41" class="S0"><div id="pg41Overlay" class="S1"></div><div id="pg41" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_41" class="S621 S66E S2">- 5 - </div><div id="t2_41" class="S6DD SFE S746 S2">Désignation : </div><div id="t3_41" class="S6DE S550 S746 S2">Rubriques </div><div id="t4_41" class="S6DF S550 S746 S2">France </div><div id="t5_41" class="S6E0 S550 S746 S2">Exportation </div><div id="t6_41" class="S6E1 S550 S746 S2">31/12/2021 </div><div id="t7_41" class="S6E2 S550 S746 S2">31/12/2020 </div><div id="t8_41" class="S6E3 S550 S746 S2">CHIFFRE D'AFFAIRES NET </div><div id="t9_41" class="S6E4 S550 S746 S2">0 </div><div id="ta_41" class="S6E5 S550 S746 S2">0 </div><div id="tb_41" class="S6E6 S550 S746 S2">0 </div><div id="tc_41" class="S6E7 S550 S746 S2">0 </div><div id="td_41" class="S6E8 SFE S746 S2">Autres produits </div><div id="te_41" class="S6E9 SFE S746 S2">0 </div><div id="tf_41" class="S6EA SFE S746 S2">0 </div><div id="tg_41" class="S6EB S550 S746 S2">TOTAL </div><div id="th_41" class="S6EC S550 S746 S2">DES PRODUITS D'EXPLOITATION </div><div id="ti_41" class="S6ED S550 S746 S2">I </div><div id="tj_41" class="S6EE S550 S746 S2">0 </div><div id="tk_41" class="S6EF S550 S746 S2">0 </div><div id="tl_41" class="S6F0 SFE S746 S2">Autres achats et charges externes </div><div id="tm_41" class="S6F1 SFE S746 S2">35 611 </div><div id="tn_41" class="S6F2 SFE S746 S2">34 987 </div><div id="to_41" class="S6F3 SFE S746 S2">Impôts, taxes et versements assimilés </div><div id="tp_41" class="S6F4 SFE S746 S2">0 </div><div id="tq_41" class="S6F5 SFE S746 S2">0 </div><div id="tr_41" class="S6F6 S550 S746 S2">DOTATIONS D'EXPLOITATION </div><div id="ts_41" class="S6F7 SFE S746 S2">Autres charges </div><div id="tt_41" class="S6F8 SFE S746 S2">0 </div><div id="tu_41" class="S6F9 SFE S746 S2">0 </div><div id="tv_41" class="S6FA S550 S746 S2">TOTAL </div><div id="tw_41" class="S6FB S550 S746 S2">DES CHARGES D'EXPLOITATION </div><div id="tx_41" class="S6FC S550 S746 S2">II </div><div id="ty_41" class="S6FD S550 S746 S2">35 611 </div><div id="tz_41" class="S6FE S550 S746 S2">34 987 </div><div id="t10_41" class="S6FF S550 S746 S2">1. </div><div id="t11_41" class="S700 S550 S746 S2">RESULTAT D'EXPLOITATION </div><div id="t12_41" class="S701 S550 S746 S2">(I - II) </div><div id="t13_41" class="S702 S550 S746 S2">-35 611 </div><div id="t14_41" class="S703 S550 S746 S2">-34 987 </div><div id="t15_41" class="S704 S550 S746 S2">OPERATIONS EN COMMUN </div><div id="t16_41" class="S705 SFE S746 S2">Bénéfice attribué ou perte transférée </div><div id="t17_41" class="S706 S550 S746 S2">III </div><div id="t18_41" class="S707 SFE S746 S2">Perte supportée ou bénéfice transféré </div><div id="t19_41" class="S708 S550 S746 S2">IV </div><div id="t1a_41" class="S709 SFE S746 S2">0 </div><div id="t1b_41" class="S70A SFE S746 S2">0 </div><div id="t1c_41" class="S70B S550 S746 S2">PRODUITS FINANCIERS </div><div id="t1d_41" class="S70C SFE S746 S2">Autres interêts et produits assimilés </div><div id="t1e_41" class="S70D SFE S746 S2">300 530 </div><div id="t1f_41" class="S70E SFE S746 S2">121 046 </div><div id="t1g_41" class="S70F S550 S746 S2">TOTAL </div><div id="t1h_41" class="S710 S550 S746 S2">DES PRODUITS FINANCIERS </div><div id="t1i_41" class="S711 S550 S746 S2">V </div><div id="t1j_41" class="S712 S550 S746 S2">300 530 </div><div id="t1k_41" class="S713 S550 S746 S2">121 046 </div><div id="t1l_41" class="S714 SFE S746 S2">Interêts et charges assimilées </div><div id="t1m_41" class="S715 SFE S746 S2">263 857 </div><div id="t1n_41" class="S716 SFE S746 S2">84 352 </div><div id="t1o_41" class="S717 S550 S746 S2">TOTAL </div><div id="t1p_41" class="S718 S550 S746 S2">DES CHARGES FINANCIERES </div><div id="t1q_41" class="S719 S550 S746 S2">VI </div><div id="t1r_41" class="S71A S550 S746 S2">263 857 </div><div id="t1s_41" class="S71B S550 S746 S2">84 352 </div><div id="t1t_41" class="S71C S550 S746 S2">2. </div><div id="t1u_41" class="S71D S550 S746 S2">RESULTAT FINANCIER </div><div id="t1v_41" class="S71E S550 S746 S2">(V - VI) </div><div id="t1w_41" class="S71F S550 S746 S2">36 673 </div><div id="t1x_41" class="S720 S550 S746 S2">36 694 </div><div id="t1y_41" class="S721 S550 S746 S2">3. </div><div id="t1z_41" class="S722 S550 S746 S2">RESULTAT COURANT AVANT IMPOTS </div><div id="t20_41" class="S723 S550 S746 S2">(I - II + III - IV + V - VI) </div><div id="t21_41" class="S724 S550 S746 S2">1 062 </div><div id="t22_41" class="S725 S550 S746 S2">1 707 </div><div id="t23_41" class="S726 S550 S746 S2">TOTAL DES PRODUITS EXCEPTIONNELS </div><div id="t24_41" class="S727 S550 S746 S2">VII </div><div id="t25_41" class="S728 S550 S746 S2">0 </div><div id="t26_41" class="S729 S550 S746 S2">0 </div><div id="t27_41" class="S72A S550 S746 S2">TOTAL DES CHARGES EXCEPTIONNELLES </div><div id="t28_41" class="S72B S550 S746 S2">VIII </div><div id="t29_41" class="S72C S550 S746 S2">0 </div><div id="t2a_41" class="S72D S550 S746 S2">0 </div><div id="t2b_41" class="S72E S550 S746 S2">4. </div><div id="t2c_41" class="S72F S550 S746 S2">RESULTAT EXCEPTIONNEL </div><div id="t2d_41" class="S730 S550 S746 S2">(VII - VIII) </div><div id="t2e_41" class="S731 S550 S746 S2">0 </div><div id="t2f_41" class="S732 S550 S746 S2">0 </div><div id="t2g_41" class="S733 SFE S746 S2">Participation des salariés aux résultats de l'entreprise </div><div id="t2h_41" class="S734 S550 S746 S2">IX </div><div id="t2i_41" class="S735 SFE S746 S2">Impôts sur les bénéfices </div><div id="t2j_41" class="S736 S550 S746 S2">X </div><div id="t2k_41" class="S737 SFE S746 S2">290 </div><div id="t2l_41" class="S738 SFE S746 S2">469 </div><div id="t2m_41" class="S739 S550 S746 S2">300 530 </div><div id="t2n_41" class="S73A S550 S746 S2">121 046 </div><div id="t2o_41" class="S73B S550 S746 S2">299 757 </div><div id="t2p_41" class="S73C S550 S746 S2">119 809 </div><div id="t2q_41" class="S73D S550 S746 S2">5. BENEFICE OU PERTE </div><div id="t2r_41" class="S73E S550 S746 S2">(total des produits </div><div id="t2s_41" class="S73F S550 S746 S2">- total des charges) </div><div id="t2t_41" class="S740 S550 S746 S2">773 </div><div id="t2u_41" class="S741 S550 S746 S2">1 237 </div><div id="t2v_41" class="S742 S550 S746 S2">TOTAL DES PRODUITS (I+III+V+VII) </div><div id="t2w_41" class="S743 S550 S746 S2">TOTAL DES CHARGES (II+IV+VI+VIII+IX+X) </div><div id="t2x_41" class="S744 SFE S746 S2">LCL EMISSIONS </div><div id="t2y_41" class="S745 S55 S746 S2">COMPTE DE RESULTAT (en liste) </div><div id="t2z_41" class="S7 SE S2">LCL </div><div id="t30_41" class="S8 SE S2">EMISSIONS </div><div id="t31_41" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t32_41" class="S191 SE S2">41/58 </div></div><div id="p42" class="S0"><div id="pg42Overlay" class="S1"></div><div id="pg42" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_42" class="S621 S66E S2">- 6 - </div><div id="t2_42" class="S747 S77D S2">A </div><div id="t3_42" class="S748 S77D S2">N </div><div id="t4_42" class="S749 S77D S2">N </div><div id="t5_42" class="S74A S77D S2">E </div><div id="t6_42" class="S74B S77D S2">X </div><div id="t7_42" class="S74C S77D S2">E </div><div id="t8_42" class="S74D S77D S2">S </div><div id="t9_42" class="S74E S52 S2">1. FAITS CARACTERISTIQUES </div><div id="ta_42" class="S74F S5A S2">Evènements significatifs relatifs au cours </div><div id="tb_42" class="S750 S77E S2">de l’exercice 2021 </div><div id="tc_42" class="S751 S77E S2">L’épidémie de Covid</div><div id="td_42" class="S752 S5A S2">-</div><div id="te_42" class="S753 S77E S2">19 a marqué l’année 2020 au travers d’une crise sanitaire devenue crise </div><div id="tf_42" class="S754 S5A S2">économique, en entrainant une baisse des marchés financiers et une volatilité accrue. </div><div id="tg_42" class="S755 S5A S2">Cette épidémie </div><div id="th_42" class="S756 S77E S2">s’est poursuivie tout au long de l’année 2021 sans créer, d’impact notable sur </div><div id="ti_42" class="S757 S77E S2">l’activité de la société. </div><div id="tj_42" class="S758 S5A S2">LCL EMISSION a été impacté de façon limitée par les conséquences liées à la pandémie de </div><div id="tk_42" class="S759 S5A S2">Covid-19 et pourrait continuer à être négativement affecté par la pandémie dans le cadre de ses </div><div id="tl_42" class="S75A S5A S2">activités. </div><div id="tm_42" class="S75B S77E S2">L’activité s’est néanmoins poursuivie avec </div><div id="tn_42" class="S75C S5A S2">1 887 793 </div><div id="to_42" class="S75D S77E S2">milliers d’euros de nominal émis (contre </div><div id="tp_42" class="S75E S5A S2">1 871 659 </div><div id="tq_42" class="S75F S77E S2">milliers d’euros de nominal émis sur l’exercice </div><div id="tr_42" class="S760 S5A S2">2020). </div><div id="ts_42" class="S761 S77E S2">L’ampleur et la durée de cette crise restent encore aujourd’hui difficiles à prévoir et les effets sur </div><div id="tt_42" class="S762 S77E S2">l’activité de LCL EMISSION complexes à mesurer. </div><div id="tu_42" class="S763 S5A S2">Variation des capitaux propres </div><div id="tv_42" class="S764 S77E S2">Les capitaux propres s’établissent à </div><div id="tw_42" class="S765 S5A S2">5 814 662,28 euros au 31 décembre 2021 contre </div><div id="tx_42" class="S766 S5A S2">5 042 120,01 euros au 31 décembre 2020. </div><div id="ty_42" class="S767 S77E S2">L’assemblée générale ordinaire du </div><div id="tz_42" class="S768 S5A S2">14 mai 2021 </div><div id="t10_42" class="S769 S77E S2">a décidé d’affecter l</div><div id="t11_42" class="S76A S5A S2">e bénéfice </div><div id="t12_42" class="S76B S77E S2">de l’exercice 20</div><div id="t13_42" class="S76C S5A S2">20, </div><div id="t14_42" class="S76D S5A S2">soit 1 237 487,02 euros, en réserve légale pour 61 874,35 euros et en report à nouveau pour </div><div id="t15_42" class="S76E S5A S2">1 175 612,67 euros. </div><div id="t16_42" class="S76F S5A S2">Le résultat au 31 décembre 2021 est un bénéfice de 772 542,27 euros. </div><div id="t17_42" class="S770 S52 S2">2. EVENEMENTS SUBSEQUENTS </div><div id="t18_42" class="S771 S77E S2">Il n’y a pas eu d’évènements postérieurs à la situation du </div><div id="t19_42" class="S772 S5A S2">31 décembre 2021. </div><div id="t1a_42" class="S773 S52 S2">3. </div><div id="t1b_42" class="S774 S77F S2">PRINCIPES COMPTABLES ET METHODES D’EVALUATION </div><div id="t1c_42" class="S775 S2D3 S2">Présentation des comptes </div><div id="t1d_42" class="S776 S5A S2">Les informations relatives </div><div id="t1e_42" class="S777 S77E S2">à l’exercice </div><div id="t1f_42" class="S778 S5A S2">2021 </div><div id="t1g_42" class="S779 S77E S2">sont indiquées dans les états financiers et l’annexe </div><div id="t1h_42" class="S77A S77E S2">en milliers d’euros</div><div id="t1i_42" class="S77B S5A S2">. </div><div id="t1j_42" class="S77C S2D3 S2">Principes généraux </div><div id="t1k_42" class="S7 SE S2">LCL </div><div id="t1l_42" class="S8 SE S2">EMISSIONS </div><div id="t1m_42" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1n_42" class="S191 SE S2">42/58 </div></div><div id="p43" class="S0"><div id="pg43Overlay" class="S1"></div><div id="pg43" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_43" class="S621 S66E S2">- 7 - </div><div id="t2_43" class="S780 S5A S2">La présentation des états financiers de LCL EMISSIONS est conforme aux dispositions du </div><div id="t3_43" class="S781 S5A S2">règlement ANC 2014-03 du 5 juin 2014 (qui, à partir des exercices ouverts au 1er janvier 2015, </div><div id="t4_43" class="S782 S77E S2">regroupe à droit constant dans un règlement unique l’ensemble des normes comptables re</div><div id="t5_43" class="S783 S5A S2">latif </div><div id="t6_43" class="S784 S5A S2">au Plan comptable général), </div><div id="t7_43" class="S785 S77E S2">ainsi qu’aux règles définies par Crédit Agricole SA agissant en </div><div id="t8_43" class="S786 S5A S2">tant </div><div id="t9_43" class="S787 S77E S2">qu’Organe Central et chargé d’adapter les principes généraux aux spécificités du groupe Crédit </div><div id="ta_43" class="S788 S5A S2">Agricole. </div><div id="tb_43" class="S789 S2D3 S2">Changements de méthode comptable et de présentation des comptes </div><div id="tc_43" class="S78A S77E S2">Aucun changement de méthode comptable et de présentation des comptes n’a </div><div id="td_43" class="S78B S5A S2">été appliqué par </div><div id="te_43" class="S78C S77E S2">rapport à l’exercice précédent. </div><div id="tf_43" class="S78D S2D3 S2">Immobilisations </div><div id="tg_43" class="S78E S77E S2">Les immobilisations figurent au bilan à leur prix d’acquisition. </div><div id="th_43" class="S78F S2D3 S2">Titres de participation et de filiales </div><div id="ti_43" class="S790 S5A S2">Les titres de participations et de filiales sont comptabilisés au coût historique. Les sorties sont </div><div id="tj_43" class="S791 S77E S2">valorisées d’après le mode premier entré, premier sorti. A la clôture de l’exercice, ils font l’objet </div><div id="tk_43" class="S792 S77E S2">individuellement de provisions pour dépréciation lorsque leur valeur d’utilité est inférieure au coût </div><div id="tl_43" class="S793 S5A S2">historique. </div><div id="tm_43" class="S794 S5A S2">Dans la li</div><div id="tn_43" class="S795 S77E S2">ste des filiales et participations, le chiffre d’affaires et le résultat sont ceux de l’exercice </div><div id="to_43" class="S796 S5A S2">en cours, sous réserve de leur approbation par les assemblées générales ordinaires. </div><div id="tp_43" class="S797 S2D3 S2">Instruments Financiers à terme </div><div id="tq_43" class="S798 S5A S2">Les IFT (instruments financiers à terme de taux ou de performance) sont souscrits à chaque </div><div id="tr_43" class="S799 S77E S2">début d’émission en couverture des EMTN. </div><div id="ts_43" class="S79A S5A S2">Le nominal de ces instruments financiers à terme est comptabilisé en hors bilan. </div><div id="tt_43" class="S79B S5A S2">Les produits et charges relatifs aux instruments de couverture sont reconnus au compte de </div><div id="tu_43" class="S79C S5A S2">résultat de manière symétrique au mode de comptabilisation des produits et des charges sur </div><div id="tv_43" class="S79D S77E S2">l’élément couvert. Ainsi, les variations de valeurs des instruments de couvertures ne sont pas </div><div id="tw_43" class="S79E S5A S2">reconnues au bilan. </div><div id="tx_43" class="S79F S5A S2">Les principes comptables applicables aux instruments financiers à terme et aux opérations de </div><div id="ty_43" class="S7A0 S5A S2">couverture ont été modifiés par le règlement ANC n° 2015-05 du 2 juillet 2015 (PCG art. 628-6 à </div><div id="tz_43" class="S7A1 S5A S2">628-</div><div id="t10_43" class="S7A2 S77E S2">17 nouveaux) et par sa note de présentation. Ces nouveaux principes sont d’application </div><div id="t11_43" class="S7A3 S5A S2">obligatoire pour les exercices ouverts à compter du 1er janvier 2017, et ce de manière </div><div id="t12_43" class="S7A4 S5A S2">rétrospective. </div><div id="t13_43" class="S7A5 S5A S2">Dans la mesure où les instruments financiers à terme contractés par LCL Emissions sont déjà </div><div id="t14_43" class="S7A6 S77E S2">comptabilisés en opération de couverture des émissions réalisées, l’application de l’ANC 2015</div><div id="t15_43" class="S7A7 S5A S2">- </div><div id="t16_43" class="S7A8 S77E S2">05 n’a pas d’impact sur les comptes d</div><div id="t17_43" class="S7A9 S5A S2">e LCL Emissions. </div><div id="t18_43" class="S7AA S2D3 S2">Créances et dettes </div><div id="t19_43" class="S7 SE S2">LCL </div><div id="t1a_43" class="S8 SE S2">EMISSIONS </div><div id="t1b_43" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1c_43" class="S191 SE S2">43/58 </div></div><div id="p44" class="S0"><div id="pg44Overlay" class="S1"></div><div id="pg44" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_44" class="S621 S66E S2">- 8 - </div><div id="t2_44" class="S7AB S5A S2">Les créances et dettes ont été évaluées pour leur valeur nominale et ventilées en fonction de leur </div><div id="t3_44" class="S7AC S5A S2">nature. </div><div id="t4_44" class="S7AD S5A S2">Les créances ont fait l'objet de dépréciation lorsque la valeur d'inventaire est inférieure à la valeur </div><div id="t5_44" class="S7AE S5A S2">comptable. Les créances et les dettes sont évaluées selon la méthode dit du prorata temporis et </div><div id="t6_44" class="S7AF S5A S2">comptabilisées en contrepartie de compte de résultat. </div><div id="t7_44" class="S7B0 S2D3 S2">Valeurs mobilières de placement </div><div id="t8_44" class="S7B1 S77E S2">Ces titres sont enregistrés à leur prix d’acquisition frais exclus. Les sorties sont valorisées d’après </div><div id="t9_44" class="S7B2 S5A S2">le mode premier entré, premier sorti. Les moins-values éventuelles par rapport à la valeur </div><div id="ta_44" class="S7B3 S77E S2">probable de négociation, déterminée ligne à ligne, font l’objet d’une provision pour dépréciation. </div><div id="tb_44" class="S7B4 S2D3 S2">Charges et produits </div><div id="tc_44" class="S7B5 S5A S2">Les produits et charges de commissions sont comptabilisés en résultat en fonction de la nature </div><div id="td_44" class="S7B6 S5A S2">des prestations auxquelles ils se rapportent. </div><div id="te_44" class="S7B7 S2D3 S2">Impôts sur les sociétés </div><div id="tf_44" class="S7B8 S77E S2">La charge d’impôt figurant aux comptes de résultat correspond à l’impôt sur les </div><div id="tg_44" class="S7B9 S5A S2">sociétés dû au </div><div id="th_44" class="S7BA S77E S2">titre de l’exercice. Elle intègre la contribution sociale de 3,3%. </div><div id="ti_44" class="S7BB S2D3 S2">Intégration fiscale </div><div id="tj_44" class="S7BC S5A S2">LCL EMISSIONS est depuis le 1 </div><div id="tk_44" class="S7BD S5B S2">er </div><div id="tl_44" class="S7BE S5A S2">janvier 2011 dans le groupe </div><div id="tm_44" class="S7BF S7DD S2">d’intégration </div><div id="tn_44" class="S7C0 S5A S2">fiscale d'AMUNDI. </div><div id="to_44" class="S7C1 S2D3 S2">Régime des sociétés mères </div><div id="tp_44" class="S7C2 S5A S2">LCL EMISSIONS </div><div id="tq_44" class="S7C3 S77E S2">fait partie de l’ensemble consolidé </div><div id="tr_44" class="S7C4 S5A S2">du groupe AMUNDI. </div><div id="ts_44" class="S7C5 S2D3 S2">Composition du social </div><div id="tt_44" class="S7C6 S5A S2">Le capital de LCL EMISSIONS est composé exclusivement de 139 063 actions ordinaires </div><div id="tu_44" class="S7C7 S77E S2">entièrement libérées d’un</div><div id="tv_44" class="S7C8 S5A S2">e valeur nominale de 16 euros. </div><div id="tw_44" class="S7C9 S2D3 S2">Rémunération des dirigeants </div><div id="tx_44" class="S7CA S5A S2">La rémunération des dirigeants est connue des actionnaires. </div><div id="ty_44" class="S7CB S52 S2">4. NOTES SUR LE BILAN </div><div id="tz_44" class="S7CC S5A S2">Immobilisations </div><div id="t10_44" class="S7CD S5A S2">(Tableau 1 </div><div id="t11_44" class="S7CE S7DD S2">– </div><div id="t12_44" class="S7CF S5A S2">Immobilisations) </div><div id="t13_44" class="S7D0 S5A S2">Un prêt court terme de 5 800 </div><div id="t14_44" class="S7D1 S77E S2">milliers d’euros </div><div id="t15_44" class="S7D2 S5A S2">et quatre prêts long terme pour respectivement 700 </div><div id="t16_44" class="S7D3 S5A S2">000 </div><div id="t17_44" class="S7D4 S77E S2">milliers d’euros </div><div id="t18_44" class="S7D5 S5A S2">(échéance février 2023), 800 000 </div><div id="t19_44" class="S7D6 S77E S2">milliers d’euros </div><div id="t1a_44" class="S7D7 S5A S2">(échéance mars 2023), </div><div id="t1b_44" class="S7D8 S5A S2">120 000 </div><div id="t1c_44" class="S7D9 S77E S2">milliers d’euros </div><div id="t1d_44" class="S7DA S5A S2">(échéance mars 2023) et 5 </div><div id="t1e_44" class="S7DB S77E S2">300 milliers d’euros (échéance mars 2023) </div><div id="t1f_44" class="S7DC S5A S2">ont été octroyé à la centrale de trésorerie du groupe Amundi. </div><div id="t1g_44" class="S7 SE S2">LCL </div><div id="t1h_44" class="S8 SE S2">EMISSIONS </div><div id="t1i_44" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1j_44" class="S191 SE S2">44/58 </div></div><div id="p45" class="S0"><div id="pg45Overlay" class="S1"></div><div id="pg45" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_45" class="S621 S66E S2">- 9 - </div><div id="t2_45" class="S7DE S5A S2">Amortissements </div><div id="t3_45" class="S7DF S77E S2">Il n’y a pas d’amortissements au </div><div id="t4_45" class="S7E0 S5A S2">31/12/2021. </div><div id="t5_45" class="S7E1 S5A S2">Emprunts et dettes financières  (Tableau 2 </div><div id="t6_45" class="S7E2 S7DD S2">– </div><div id="t7_45" class="S7E3 S5A S2">états des échéances des créances et dettes) </div><div id="t8_45" class="S7E4 S5A S2">Au 31 décembre 2021</div><div id="t9_45" class="S7E5 S77E S2">, le montant des emprunts et dettes financières s’élève à </div><div id="ta_45" class="S7E6 S5A S2">6 512 714 milliers </div><div id="tb_45" class="S7E7 S7DD S2">d’euros</div><div id="tc_45" class="S7E8 S5A S2">. </div><div id="td_45" class="S7E9 S77E S2">L’échéance des titres obligataires en circulation est comprise entre 20</div><div id="te_45" class="S7EA S5A S2">21 et 2030. </div><div id="tf_45" class="S7EB S5A S2">Charges à payer et autres passifs </div><div id="tg_45" class="S7EC S5A S2">(Tableau 3 </div><div id="th_45" class="S7ED S7DD S2">– </div><div id="ti_45" class="S7EE S5A S2">Détail des charges à payer) </div><div id="tj_45" class="S7EF S5A S2">Le poste Charges à payer est composé de factures non parvenues pour 8 990 </div><div id="tk_45" class="S7F0 S77E S2">milliers d’euros, </div><div id="tl_45" class="S7F1 S5A S2">les engagements sur les swaps de performance pour 3 </div><div id="tm_45" class="S7F2 S77E S2">milliers d’euros </div><div id="tn_45" class="S7F3 S77E S2">et l’impôt à payer pour </div><div id="to_45" class="S7F4 S5A S2">290 </div><div id="tp_45" class="S7F5 S77E S2">milliers d’euros</div><div id="tq_45" class="S7F6 S5A S2">. </div><div id="tr_45" class="S78E S5A S2">Produits à recevoir et autres actifs </div><div id="ts_45" class="S7F7 S5A S2">(Tableau 4 </div><div id="tt_45" class="S7F8 S7DD S2">– </div><div id="tu_45" class="S7F9 S5A S2">Détail des produits à recevoir) </div><div id="tv_45" class="S7FA S77E S2">Les autres créances sont composées d’intérêts courus à recevoir sur les swaps inscrits en hors </div><div id="tw_45" class="S7FB S5A S2">bilan pour un montant de 4 123 </div><div id="tx_45" class="S7FC S77E S2">milliers d’euros </div><div id="ty_45" class="S7FD S77E S2">et des acomptes d’IS pour </div><div id="tz_45" class="S7FE S5A S2">444 </div><div id="t10_45" class="S7FF S77E S2">milliers d’euros </div><div id="t11_45" class="S800 S5A S2">. </div><div id="t12_45" class="S801 S5A S2">Capitaux propres </div><div id="t13_45" class="S802 S5A S2">(Tableau 5 </div><div id="t14_45" class="S803 S7DD S2">– </div><div id="t15_45" class="S804 S5A S2">Variations des capitaux propres) </div><div id="t16_45" class="S805 S5A S2">Tableau de Financement </div><div id="t17_45" class="S806 S5A S2">(Tableau 6 </div><div id="t18_45" class="S807 S7DD S2">– </div><div id="t19_45" class="S808 S5A S2">Tableau de financement) </div><div id="t1a_45" class="S809 S5A S2">Tableau détaillé des sociétés mères consolidant les comptes de la société </div><div id="t1b_45" class="S80A S5A S2">(Tableau 7 </div><div id="t1c_45" class="S80B S7DD S2">– </div><div id="t1d_45" class="S80C S5A S2">Identité des sociétés mères) </div><div id="t1e_45" class="S7C9 S77E S2">L’identité des sociétés mères est présentée en annexes</div><div id="t1f_45" class="S80D S5A S2">. </div><div id="t1g_45" class="S80E S5A S2">Tableau des opérations effectuées avec les entreprises liées </div><div id="t1h_45" class="S80F S5A S2">(Tableau 8 </div><div id="t1i_45" class="S810 S7DD S2">– </div><div id="t1j_45" class="S811 S5A S2">Operations effectuées avec les entreprises liées) </div><div id="t1k_45" class="S812 S5A S2">Honoraires CAC </div><div id="t1l_45" class="S813 S77E S2">La société est consolidée selon la méthode de l’intégration globale au niveau d’AMUNDI. </div><div id="t1m_45" class="S814 S77E S2">En conséquence, l’information relative aux honoraires de commissaire aux comptes est indiquée </div><div id="t1n_45" class="S815 S5A S2">dans </div><div id="t1o_45" class="S816 S77E S2">l’annexe des comptes consolidés du groupe AMUNDI. </div><div id="t1p_45" class="S817 S52 S2">5. AUTRES INFORMATIONS </div><div id="t1q_45" class="S7 SE S2">LCL </div><div id="t1r_45" class="S8 SE S2">EMISSIONS </div><div id="t1s_45" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1t_45" class="S191 SE S2">45/58 </div></div><div id="p46" class="S0"><div id="pg46Overlay" class="S1"></div><div id="pg46" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_46" class="S818 S66E S2">- 10 - </div><div id="t2_46" class="S819 S5A S2">Engagements de hors bilan </div><div id="t3_46" class="S81A S5A S2">Les montants en hors bilan se décomposent en : </div><div id="t4_46" class="S81B S86B S2">• </div><div id="t5_46" class="S81C S5A S2">Engagement de garantie reçu pour un montant de 6 512 026 </div><div id="t6_46" class="S81D S77E S2">milliers d’euros </div><div id="t7_46" class="S81E S5A S2">qui </div><div id="t8_46" class="S81F S5A S2">correspond à la garantie consentie par Amundi Finance sur les actifs de couverture, </div><div id="t9_46" class="S820 S86B S2">• </div><div id="ta_46" class="S821 S77E S2">Swaps de performance de l’activité pour un notionnel </div><div id="tb_46" class="S822 S5A S2">de 4 887 711 </div><div id="tc_46" class="S823 S77E S2">milliers d’euros, </div><div id="td_46" class="S824 S86B S2">• </div><div id="te_46" class="S825 S5A S2">Swaps de taux pour un notionnel de 4 194 </div><div id="tf_46" class="S826 S77E S2">milliers d’euros. </div><div id="tg_46" class="S827 S5A S2">Ces immobilisations financières sont des prêts journaliers et des prêts à court termes auprès de la </div><div id="th_46" class="S828 S77E S2">centrale de trésorerie d’Amundi qui ont été souscrit et/ou remboursés au cours de la période. </div><div id="ti_46" class="S829 S441 S86C S2">Désignation : </div><div id="tj_46" class="S82A S441 S86C S2">31/12/2021 </div><div id="tk_46" class="S82B S6DB S86C S2">CADRE A </div><div id="tl_46" class="S82C S6DB S86C S2">- </div><div id="tm_46" class="S82D S6DB S86C S2">IMMOBILISATIONS </div><div id="tn_46" class="S82E S6DB S86C S2">par réévaluation </div><div id="to_46" class="S82F S6DB S86C S2">acquisitions, créations </div><div id="tp_46" class="S830 S6DB S86C S2">au cours de l'exercice </div><div id="tq_46" class="S831 S6DB S86C S2">apports, virements </div><div id="tr_46" class="S832 S441 S86C S2">Frais établissement et de développt </div><div id="ts_46" class="S833 S6DB S86C S2">TOTAL </div><div id="tt_46" class="S834 S6DB S86C S2">I </div><div id="tu_46" class="S835 S441 S86C S2">Autres postes immobilis. incorporelles </div><div id="tv_46" class="S836 S6DB S86C S2">TOTAL </div><div id="tw_46" class="S837 S6DB S86C S2">II </div><div id="tx_46" class="S838 S6DB S86C S2">TOTAL </div><div id="ty_46" class="S839 S6DB S86C S2">III </div><div id="tz_46" class="S83A S6DB S86C S2">0 </div><div id="t10_46" class="S83B S6DB S86C S2">0 </div><div id="t11_46" class="S83C S6DB S86C S2">0 </div><div id="t12_46" class="S83D S441 S86C S2">Prêts et autres immobilisations financières </div><div id="t13_46" class="S83E S441 S86C S2">795 400 </div><div id="t14_46" class="S83F S441 S86C S2">8 703 647 </div><div id="t15_46" class="S840 S6DB S86C S2">TOTAL </div><div id="t16_46" class="S841 S6DB S86C S2">IV </div><div id="t17_46" class="S842 S6DB S86C S2">795 400 </div><div id="t18_46" class="S843 S6DB S86C S2">0 </div><div id="t19_46" class="S844 S6DB S86C S2">8 703 647 </div><div id="t1a_46" class="S845 S6DB S86C S2">TOTAL </div><div id="t1b_46" class="S846 S6DB S86C S2">GENERAL </div><div id="t1c_46" class="S847 S6DB S86C S2">(I + II + III + IV) </div><div id="t1d_46" class="S848 S6DB S86C S2">795 400 </div><div id="t1e_46" class="S849 S6DB S86C S2">0 </div><div id="t1f_46" class="S84A S6DB S86C S2">8 703 647 </div><div id="t1g_46" class="S84B S6DB S86C S2">CADRE B </div><div id="t1h_46" class="S84C S6DB S86C S2">- </div><div id="t1i_46" class="S84D S6DB S86C S2">IMMOBILISATIONS </div><div id="t1j_46" class="S84E S6DB S86C S2">par virement de </div><div id="t1k_46" class="S84F S6DB S86C S2">par cession, mise HS, </div><div id="t1l_46" class="S850 S6DB S86C S2">poste à poste </div><div id="t1m_46" class="S851 S6DB S86C S2">mise en équivalence </div><div id="t1n_46" class="S852 S6DB S86C S2">TOTAL </div><div id="t1o_46" class="S853 S6DB S86C S2">III </div><div id="t1p_46" class="S854 S441 S86C S2">Prêts et autres immobilis. financières </div><div id="t1q_46" class="S855 S441 S86C S2">7 867 947 </div><div id="t1r_46" class="S856 S441 S86C S2">1 631 100 </div><div id="t1s_46" class="S857 S6DB S86C S2">TOTAL </div><div id="t1t_46" class="S858 S6DB S86C S2">IV </div><div id="t1u_46" class="S859 S6DB S86C S2">0 </div><div id="t1v_46" class="S85A S6DB S86C S2">7 867 947 </div><div id="t1w_46" class="S85B S6DB S86C S2">0 </div><div id="t1x_46" class="S85C S6DB S86C S2">1 631 100 </div><div id="t1y_46" class="S85D S6DB S86C S2">TOTAL GENERAL (I + II + III + IV) </div><div id="t1z_46" class="S85E S6DB S86C S2">Valeur brute des </div><div id="t20_46" class="S85F S6DB S86C S2">immobilisations au </div><div id="t21_46" class="S860 S6DB S86C S2">début de l'exercice </div><div id="t22_46" class="S861 S6DB S86C S2">Valeur brute des </div><div id="t23_46" class="S862 S6DB S86C S2">immobilisations à la fin </div><div id="t24_46" class="S863 S6DB S86C S2">de l'exercice </div><div id="t25_46" class="S864 S6DB S86C S2">Réévaluation légale </div><div id="t26_46" class="S865 S6DB S86C S2">Valeur d'origine immo. </div><div id="t27_46" class="S866 S6DB S86C S2">fin d'exercice </div><div id="t28_46" class="S867 S6DB S86C S2">Diminutions </div><div id="t29_46" class="S868 S6DB S86C S2">Augmentations </div><div id="t2a_46" class="S869 S52 S86C S2">Tableau 1 - IMMOBILISATIONS </div><div id="t2b_46" class="S86A S441 S86C S2">LCL EMISSIONS </div><div id="t2c_46" class="S7 SE S2">LCL </div><div id="t2d_46" class="S8 SE S2">EMISSIONS </div><div id="t2e_46" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t2f_46" class="S191 SE S2">46/58 </div></div><div id="p47" class="S0"><div id="pg47Overlay" class="S1"></div><div id="pg47" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_47" class="S818 S66E S2">- 11 - </div><div id="t2_47" class="S86D S5B S2">Désignation : </div><div id="t3_47" class="S86E S5B S2">LCL EMISSIONS </div><div id="t4_47" class="S86F S5B S2">31/12/2021 </div><div id="t5_47" class="S870 S8A4 S2">CADRE A </div><div id="t6_47" class="S871 S8A4 S2">Montant brut </div><div id="t7_47" class="S872 S8A4 S2">A 1 an au plus </div><div id="t8_47" class="S873 S8A4 S2">A plus d'un an </div><div id="t9_47" class="S874 S5B S2">Prêts </div><div id="ta_47" class="S875 S5B S2">1 631 100 </div><div id="tb_47" class="S876 S5B S2">5 800 </div><div id="tc_47" class="S877 S5B S2">1 625 300 </div><div id="td_47" class="S878 S5B S2">Groupe et associés </div><div id="te_47" class="S879 S5B S2">444 </div><div id="tf_47" class="S87A S5B S2">444 </div><div id="tg_47" class="S87B S5B S2">Débiteurs divers (dont pension titres) </div><div id="th_47" class="S87C S5B S2">4 123 </div><div id="ti_47" class="S87D S5B S2">4 123 </div><div id="tj_47" class="S87E S8A4 S2">TOTAUX </div><div id="tk_47" class="S87F S8A4 S2">1 635 667 </div><div id="tl_47" class="S880 S8A4 S2">10 367 </div><div id="tm_47" class="S881 S8A4 S2">1 625 300 </div><div id="tn_47" class="S882 S8A4 S2">A plus d' 1 an </div><div id="to_47" class="S883 S8A4 S2">CADRE B </div><div id="tp_47" class="S884 S8A4 S2">ETAT DES DETTES </div><div id="tq_47" class="S885 S8A4 S2">Montant brut </div><div id="tr_47" class="S886 S8A4 S2">A 1 an au plus </div><div id="ts_47" class="S887 S8A4 S2">et 5 ans au plus </div><div id="tt_47" class="S888 S8A4 S2">A plus de 5 ans </div><div id="tu_47" class="S889 S5B S2">Autres emprunts obligataires </div><div id="tv_47" class="S88A S5B S2">6 512 055 </div><div id="tw_47" class="S88B S5B S2">99 058 </div><div id="tx_47" class="S88C S5B S2">1 804 076 </div><div id="ty_47" class="S88D S5B S2">4 608 921 </div><div id="tz_47" class="S88E S5B S2">Empr., dettes </div><div id="t10_47" class="S88F S5B S2">- à 1 an maximum </div><div id="t11_47" class="S890 S5B S2">659 </div><div id="t12_47" class="S891 S5B S2">659 </div><div id="t13_47" class="S892 S5B S2">Fournisseurs, comptes rattachés </div><div id="t14_47" class="S893 S5B S2">10 769 </div><div id="t15_47" class="S894 S5B S2">10 769 </div><div id="t16_47" class="S895 S5B S2">Sécurité sociale, aut.org.sociaux </div><div id="t17_47" class="S896 S5B S2">- impôt bénéfices </div><div id="t18_47" class="S897 S5B S2">290 </div><div id="t19_47" class="S898 S5B S2">290 </div><div id="t1a_47" class="S899 S5B S2">Autres dettes (pension titres) </div><div id="t1b_47" class="S89A S5B S2">3 </div><div id="t1c_47" class="S89B S5B S2">3 </div><div id="t1d_47" class="S89C S8A4 S2">TOTAUX </div><div id="t1e_47" class="S89D S8A4 S2">6 523 776 </div><div id="t1f_47" class="S89E S8A4 S2">110 779 </div><div id="t1g_47" class="S89F S8A4 S2">1 804 076 </div><div id="t1h_47" class="S8A0 S8A4 S2">4 608 921 </div><div id="t1i_47" class="S8A1 S8A5 S2">Tableau </div><div id="t1j_47" class="S8A2 S8A5 S2">2 - ETATS DES ECHEANCES DES CREANCES ET DES DETTES </div><div id="t1k_47" class="S8A3 S8A4 S2">ETATS DES CREANCES </div><div id="t1l_47" class="S7 SE S2">LCL </div><div id="t1m_47" class="S8 SE S2">EMISSIONS </div><div id="t1n_47" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1o_47" class="S191 SE S2">47/58 </div></div><div id="p48" class="S0"><div id="pg48Overlay" class="S1"></div><div id="pg48" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,﻿<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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</svg>" alt="" /></div><div id="t1_50" class="S818 S66E S2">- 14 - </div><div id="t2_50" class="S906 S976 S2">Désignation : </div><div id="t3_50" class="S907 S976 S2">LCL EMISSIONS </div><div id="t4_50" class="S908 S977 S2">Exercice N </div><div id="t5_50" class="S909 S977 S2">Exercice N-1 </div><div id="t6_50" class="S90A S977 S2">Ressources </div><div id="t7_50" class="S90B S977 S2">Exercice N </div><div id="t8_50" class="S90C S977 S2">Exercice N-1 </div><div id="t9_50" class="S90D S976 S2">Distributions mises en paiement </div><div id="ta_50" class="S90E S976 S2">Capacité d'autofinancement </div><div id="tb_50" class="S90F S976 S2">en cours d'exercice </div><div id="tc_50" class="S910 S976 S2">de l'exercice </div><div id="td_50" class="S911 S976 S2">773 </div><div id="te_50" class="S912 S976 S2">1 237 </div><div id="tf_50" class="S913 S976 S2">Acquisitions élmts actif immob. </div><div id="tg_50" class="S914 S976 S2">Cessions élmts actif immobilisé </div><div id="th_50" class="S915 S976 S2">- Immobilisations incorporelles </div><div id="ti_50" class="S916 S976 S2">- Immobilisations incorporelles </div><div id="tj_50" class="S917 S976 S2">- Immobilisations corporelles </div><div id="tk_50" class="S918 S976 S2">- Immobilisations corporelles </div><div id="tl_50" class="S919 S976 S2">- Immobilisations financières </div><div id="tm_50" class="S91A S976 S2">835 700 </div><div id="tn_50" class="S91B S976 S2">- Immobilisations financières </div><div id="to_50" class="S91C S978 S2">0 </div><div id="tp_50" class="S91D S976 S2">205 900 </div><div id="tq_50" class="S91E S976 S2">Charges à répartir sur </div><div id="tr_50" class="S91F S976 S2">Augmentation capitaux propres </div><div id="ts_50" class="S920 S976 S2">plusieurs exercices </div><div id="tt_50" class="S921 S976 S2">- Capital ou apports </div><div id="tu_50" class="S922 S976 S2">Réduction capitaux propres </div><div id="tv_50" class="S923 S976 S2">- Autres capitaux propres </div><div id="tw_50" class="S924 S976 S2">Rembourst dettes financières </div><div id="tx_50" class="S925 S978 S2">0 </div><div id="ty_50" class="S926 S976 S2">Augmentation dettes financières </div><div id="tz_50" class="S927 S976 S2">360 927 </div><div id="t10_50" class="S928 S976 S2">1 057 982 </div><div id="t11_50" class="S929 S977 S2">TOTAL EMPLOIS </div><div id="t12_50" class="S92A S976 S2">835 700 </div><div id="t13_50" class="S92B S978 S2">0 </div><div id="t14_50" class="S92C S977 S2">TOTAL RESSOURCES </div><div id="t15_50" class="S92D S976 S2">361 699 </div><div id="t16_50" class="S92E S976 S2">1 265 120 </div><div id="t17_50" class="S92F S979 S2">0 </div><div id="t18_50" class="S930 S977 S2">1 265 120 </div><div id="t19_50" class="S931 S977 S2">474 001 </div><div id="t1a_50" class="S932 S979 S2">0 </div><div id="t1b_50" class="S933 S977 S2">Besoins </div><div id="t1c_50" class="S934 S977 S2">Dégagements </div><div id="t1d_50" class="S935 S977 S2">Solde N </div><div id="t1e_50" class="S936 S977 S2">Solde N-1 </div><div id="t1f_50" class="S937 S977 S2">(B) </div><div id="t1g_50" class="S938 S977 S2">(D) </div><div id="t1h_50" class="S939 S977 S2">(D-B) </div><div id="t1i_50" class="S93A S97A S2">VARIATIONS EXPLOITATION </div><div id="t1j_50" class="S93B S976 S2">Variations des actifs d'exploitation </div><div id="t1k_50" class="S93C S976 S2">- Stocks et en-cours </div><div id="t1l_50" class="S93D S976 S2">- Avances et acomptes versés sur commandes </div><div id="t1m_50" class="S93E S976 S2">- Créances clients, comptes rattachés et autres créances </div><div id="t1n_50" class="S93F S976 S2">Variations des dettes d'exploitation </div><div id="t1o_50" class="S940 S976 S2">- Avances et acomptes reçus sur commandes en cours </div><div id="t1p_50" class="S941 S976 S2">- Dettes fournisseurs, comptes rattachés et autres dettes </div><div id="t1q_50" class="S942 S978 S2">0 </div><div id="t1r_50" class="S943 S976 S2">727 </div><div id="t1s_50" class="S944 S976 S2">3 350 </div><div id="t1t_50" class="S945 S977 S2">TOTAUX EXPLOITATION </div><div id="t1u_50" class="S946 S979 S2">0 </div><div id="t1v_50" class="S947 S977 S2">727 </div><div id="t1w_50" class="S948 S977 S2">727 </div><div id="t1x_50" class="S949 S977 S2">3 350 </div><div id="t1y_50" class="S94A S97A S2">VARIATIONS HORS EXPLOITATION </div><div id="t1z_50" class="S94B S976 S2">Variations des autres débiteurs </div><div id="t20_50" class="S94C S976 S2">212 </div><div id="t21_50" class="S94D S978 S2">0 </div><div id="t22_50" class="S94E S976 S2">-1 398 </div><div id="t23_50" class="S94F S976 S2">Variations des autres créditeurs </div><div id="t24_50" class="S950 S976 S2">180 </div><div id="t25_50" class="S951 S978 S2">0 </div><div id="t26_50" class="S952 S976 S2">247 </div><div id="t27_50" class="S953 S977 S2">TOTAUX HORS EXPLOITATION </div><div id="t28_50" class="S954 S977 S2">393 </div><div id="t29_50" class="S955 S979 S2">0 </div><div id="t2a_50" class="S956 S977 S2">-1 151 </div><div id="t2b_50" class="S957 S977 S2">-393 </div><div id="t2c_50" class="S958 S977 S2">-1 151 </div><div id="t2d_50" class="S959 S977 S2">335 </div><div id="t2e_50" class="S95A S977 S2">2 199 </div><div id="t2f_50" class="S95B S97A S2">VARIATIONS TRESORERIE </div><div id="t2g_50" class="S95C S976 S2">Variations des disponibilités </div><div id="t2h_50" class="S95D S978 S2">0 </div><div id="t2i_50" class="S95E S976 S2">473 666 </div><div id="t2j_50" class="S95F S976 S2">-1 267 319 </div><div id="t2k_50" class="S960 S976 S2">Variations concours bancaires courants, soldes crédit. banque </div><div id="t2l_50" class="S961 S977 S2">TOTAUX TRESORERIE </div><div id="t2m_50" class="S962 S979 S2">0 </div><div id="t2n_50" class="S963 S977 S2">473 666 </div><div id="t2o_50" class="S964 S977 S2">473 666 </div><div id="t2p_50" class="S965 S977 S2">-1 267 319 </div><div id="t2q_50" class="S966 S977 S2">474 001 </div><div id="t2r_50" class="S967 S977 S2">-1 265 120 </div><div id="t2s_50" class="S968 S977 S2">A </div><div id="t2t_50" class="S969 S977 S2">VARIATION NETTE EXPLOITATION </div><div id="t2u_50" class="S96A S977 S2">B </div><div id="t2v_50" class="S96B S977 S2">VARIATION NETTE HORS EXPLOITATION </div><div id="t2w_50" class="S96C S977 S2">TOTAL [A+B] DEGAGEMENT NET DE FONDS DE ROULEMENT </div><div id="t2x_50" class="S96D S977 S2">C </div><div id="t2y_50" class="S96E S977 S2">VARIATION NETTE TRESORERIE </div><div id="t2z_50" class="S96F S977 S2">VARIATION FONDS DE ROULEMENT NET GLOBAL [A+B+C] : RESSOURCE NETTE </div><div id="t30_50" class="S970 S977 S2">Variation du fonds de roulement net global </div><div id="t31_50" class="S971 S977 S2">Tableau 6 - TABLEAU DE FINANCEMENT </div><div id="t32_50" class="S972 S976 S2">31/12/2021 </div><div id="t33_50" class="S973 S977 S2">Emplois </div><div id="t34_50" class="S974 S977 S2">RESSOURCE NETTE </div><div id="t35_50" class="S975 S977 S2">EMPLOI NET </div><div id="t36_50" class="S7 SE S2">LCL </div><div id="t37_50" class="S8 SE S2">EMISSIONS </div><div id="t38_50" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t39_50" class="S191 SE S2">50/58 </div></div><div id="p51" class="S0"><div id="pg51Overlay" class="S1"></div><div id="pg51" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" 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alt="" /></div><div id="t1_51" class="S818 S66E S2">- 15 - </div><div id="t2_51" class="S97B S5A S2">Les états consolidés des sociétés mères font partie intégrante de leur Document De Référence </div><div id="t3_51" class="S97C S5A S2">disponible : </div><div id="t4_51" class="S97D S5A S2">-Pour Crédit Agricole sur le site internet :https://www.credit-agricole.com/finance/finance/publications- </div><div id="t5_51" class="S97E S5A S2">financieres </div><div id="t6_51" class="S97F S5A S2">-Pour AMUNDI sur le site internet : http://legroupe.amundi.com </div><div id="t7_51" class="S980 S441 S995 S2">Désignation : </div><div id="t8_51" class="S981 S441 S995 S2">LCL EMISSIONS </div><div id="t9_51" class="S982 S441 S995 S2">31/12/2021 </div><div id="ta_51" class="S983 S6DB S995 S2">Forme </div><div id="tb_51" class="S984 S6DB S995 S2">Montant du </div><div id="tc_51" class="S985 S6DB S995 S2">Capital </div><div id="td_51" class="S986 S6DB S995 S2">% détenu </div><div id="te_51" class="S987 S441 S995 S2">CREDIT AGRICOLE </div><div id="tf_51" class="S988 S441 S995 S2">784 608 416 </div><div id="tg_51" class="S989 S441 S995 S2">12 place des etats-unis 92127 MONTROUGE CEDEX </div><div id="th_51" class="S98A S441 S995 S2">SA </div><div id="ti_51" class="S98B S441 S995 S2">9 340 727 </div><div id="tj_51" class="S98C S441 S995 S2">68% </div><div id="tk_51" class="S98D S441 S995 S2">AMUNDI </div><div id="tl_51" class="S98E S441 S995 S2">314 222 902 </div><div id="tm_51" class="S98F S441 S995 S2">91 / 93 boulevard Pasteur 75015 PARIS </div><div id="tn_51" class="S990 S441 S995 S2">SA </div><div id="to_51" class="S991 S441 S995 S2">507 687 </div><div id="tp_51" class="S992 S441 S995 S2">100% </div><div id="tq_51" class="S993 S54 S995 S2">Tableau 7 - IDENTITE DES SOCIETES MERES CONSOLIDANT LES COMPTES DE LA SOCIETE </div><div id="tr_51" class="S994 S6DB S995 S2">Dénomination sociale - N° Siren - Siège social </div><div id="ts_51" class="S7 SE S2">LCL </div><div id="tt_51" class="S8 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</svg>" alt="" /></div><div id="t1_52" class="S818 S66E S2">- 16 - </div><div id="t2_52" class="S996 S441 S2">Designation: </div><div id="t3_52" class="S997 S9CB S2">V7 - </div><div id="t4_52" class="S998 S441 S2">LCL Emissions </div><div id="t5_52" class="S999 S441 S2">31/12/2021 </div><div id="t6_52" class="S99A S6DB S2">Solde au 31 décembre 2021 </div><div id="t7_52" class="S99B S6DB S2">Solde au 31 décembre 2020 </div><div id="t8_52" class="S99C S6DB S2">Opérations avec les </div><div id="t9_52" class="S99D S6DB S2">entreprises liées et les </div><div id="ta_52" class="S99E S6DB S2">participations </div><div id="tb_52" class="S99F S6DB S2">Opérations avec les </div><div id="tc_52" class="S9A0 S6DB S2">entreprises liées et les </div><div id="td_52" class="S9A1 S6DB S2">participations </div><div id="te_52" class="S9A2 S6DB S2">Créances </div><div id="tf_52" class="S9A3 S6DB S2">6 528 580 </div><div id="tg_52" class="S9A4 S6DB S2">6 166 612 </div><div id="th_52" class="S9A5 S441 S2">Prêts et créances auprès des établissements de crédit </div><div id="ti_52" class="S9A6 S441 S2">1 631 100 </div><div id="tj_52" class="S9A7 S441 S2">795 400 </div><div id="tk_52" class="S9A8 S441 S2">Valeurs mobilières de placement </div><div id="tl_52" class="S9A9 S441 S2">Disponibilités </div><div id="tm_52" class="S9AA S441 S2">4 892 913 </div><div id="tn_52" class="S9AB S441 S2">5 366 857 </div><div id="to_52" class="S9AC S441 S2">Créances clients &amp; cptes rattachés </div><div id="tp_52" class="S9AD S441 S2">Autres créances </div><div id="tq_52" class="S9AE S441 S2">4 567 </div><div id="tr_52" class="S9AF S441 S2">4 354 </div><div id="ts_52" class="S9B0 S441 S2">Capital souscrit et appelé, non versé </div><div id="tt_52" class="S9B1 S6DB S2">Dettes </div><div id="tu_52" class="S9B2 S6DB S2">11 062 </div><div id="tv_52" class="S9B3 S6DB S2">10 516 </div><div id="tw_52" class="S9B4 S441 S2">Emprunts obligataires convertibles </div><div id="tx_52" class="S9B5 S441 S2">Autres emprunts obligataires </div><div id="ty_52" class="S9B6 S441 S2">Emprunts et dettes auprès des établissements de crédit (5) </div><div id="tz_52" class="S9B7 S441 S2">1 </div><div id="t10_52" class="S9B8 S441 S2">Emprunts, dettes fin. divers (dont emp. participatifs </div><div id="t11_52" class="S9B9 S441 S2">Avances et acomptes reçus sur commandes en cours </div><div id="t12_52" class="S9BA S441 S2">Dettes fournisseurs et comptes rattachés </div><div id="t13_52" class="S9BB S441 S2">10 769 </div><div id="t14_52" class="S9BC S441 S2">10 042 </div><div id="t15_52" class="S9BD S441 S2">Dettes fiscales et sociales </div><div id="t16_52" class="S9BE S441 S2">Dettes sur immobilisations et comptes rattachés </div><div id="t17_52" class="S9BF S441 S2">Autres dettes </div><div id="t18_52" class="S9C0 S441 S2">293 </div><div id="t19_52" class="S9C1 S441 S2">473 </div><div id="t1a_52" class="S9C2 S441 S2">Dettes représentées par un titre et dettes subordonnées </div><div id="t1b_52" class="S9C3 S6DB S2">GARANTIES RECUES D'ETABLISSEMENTS DE CREDIT </div><div id="t1c_52" class="S9C4 S6DB S2">6 512 027 </div><div id="t1d_52" class="S9C5 S6DB S2">6 151 000 </div><div id="t1e_52" class="S9C6 S441 S2">Garanties recues d'Etablissements de Credit </div><div id="t1f_52" class="S9C7 S441 S2">6 512 027 </div><div id="t1g_52" class="S9C8 S441 S2">6 151 000 </div><div id="t1h_52" class="S9C9 S52 S2">Tableau 8 - OPERATIONS EFFECTUEES AVEC LES ENTREPRISES LIEES </div><div id="t1i_52" class="S9CA S441 S2">(en milliers d'euros) </div><div id="t1j_52" class="S7 SE S2">LCL </div><div id="t1k_52" class="S8 SE S2">EMISSIONS </div><div id="t1l_52" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1m_52" class="S191 SE S2">52/58 </div></div><div id="p53" class="S0"><div id="pg53Overlay" class="S1"></div><div id="pg53" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,77u/PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+DQo8IURPQ1RZUEUgc3ZnIFBVQkxJQyAiLS8vVzNDLy9EVEQgU1ZHIDEuMS8vRU4iICJodHRwOi8vd3d3LnczLm9yZy9HcmFwaGljcy9TVkcvMS4xL0RURC9zdmcxMS5kdGQiW10+DQo8c3ZnIHZpZXdCb3g9IjAgMCA5MDkgMTI4NiIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4NCiAgPGRlZnM+DQogIDwvZGVmcz4NCjwvc3ZnPg==" alt="" /></div><div id="t1_53" class="S9CC S52 S2">LCL Emissions </div><div id="t2_53" class="S9CD S52 S2">Rapport spécial du commissaire aux comptes </div><div id="t3_53" class="S9CE S52 S2">sur les conventions réglementées </div><div id="t4_53" class="S9CF S52 S2">(Assemblée gén</div><div id="t5_53" class="S9D0 S9D3 S2">érale d’approbation des comptes </div><div id="t6_53" class="S9D1 S9D3 S2">de l’e</div><div id="t7_53" class="S9D2 S52 S2">xercice clos le 31 décembre 2021) </div><div id="t8_53" class="S7 SE S2">LCL </div><div id="t9_53" class="S8 SE S2">EMISSIONS </div><div id="ta_53" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="tb_53" class="S191 SE S2">53/58 </div></div><div id="p54" class="S0"><div id="pg54Overlay" class="S1"></div><div id="pg54" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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alt="" /></div><div id="t1_54" class="S522 S54D S2">PricewaterhouseCoopers Audit, SAS, </div><div id="t2_54" class="S9D4 S54D S2">63, rue de Villiers </div><div id="t3_54" class="S524 S54D S2">92208 Neuilly-sur-Seine Cedex </div><div id="t4_54" class="S525 S54D S2">Téléphone: +33 (0)1 56 57 58 59, www.pwc.fr </div><div id="t5_54" class="S526 S54E S2">Société d'expertise comptable inscrite au tableau de l'ordre de Paris - Ile de France. Société de commissariat aux comptes membre de la compagnie régionale de </div><div id="t6_54" class="S9D5 S54E S2">Versailles e</div><div id="t7_54" class="S9D6 SA03 S2">t du Centre. Société par Actions Simplifiée au capital de 2 510 460 €. Siège social : 63 rue de Villiers 92200 Neuilly</div><div id="t8_54" class="S9D7 S54E S2">-sur-Seine. RCS Nanterre 672 006 483. </div><div id="t9_54" class="S529 S54E S2">TVA n° FR 76 672 006 483. Siret 672 006 483 00362. Code APE 6920 Z. Bureaux : Bordeaux, Grenoble, Lille, Lyon, Marseille, Metz, Nantes, Neuilly-Sur-Seine, Nice, </div><div id="ta_54" class="S9D8 S54E S2">Poitiers, Rennes, Rouen, </div><div id="tb_54" class="S52B S54E S2">Strasbourg, Toulouse. </div><div id="tc_54" class="S9D9 S52 S2">Rapport spécial du commissaire aux comptes </div><div id="td_54" class="S9DA S52 S2">sur les conventions réglementées </div><div id="te_54" class="S9DB S52 S2">(</div><div id="tf_54" class="S9DC S9D3 S2">Assemblée générale d’approbation des comptes de l’e</div><div id="tg_54" class="S9DD S52 S2">xercice clos le 31 décembre </div><div id="th_54" class="S9DE S52 S2">2021) </div><div id="ti_54" class="S9DF SFE S2">A </div><div id="tj_54" class="S9E0 SA04 S2">l’assemblée générale de la société </div><div id="tk_54" class="S9E1 S550 S2">LCL Emissions </div><div id="tl_54" class="S9E2 SFE S2">90 boulevard Pasteur </div><div id="tm_54" class="S9E3 SFE S2">75015 Paris </div><div id="tn_54" class="S9E4 SFE S2">En notre qualité de commissaire aux comptes de votre société, nous vous présentons notre rapport sur </div><div id="to_54" class="S9E5 SFE S2">les conventions réglementées. </div><div id="tp_54" class="S9E6 SFE S2">Il nous appartient de vous communiquer, sur la base des informations qui nous ont été données, les </div><div id="tq_54" class="S9E7 SFE S2">caractéristiques, les modalités essentielles ainsi que l</div><div id="tr_54" class="S9E8 SA04 S2">es motifs justifiant de l’intérêt pour la société </div><div id="ts_54" class="S9E9 SFE S2">des </div><div id="tt_54" class="S9EA SFE S2">conventions dont nous avons été avisés ou que nous aurions découverte</div><div id="tu_54" class="S9EB SA04 S2">s à l’occasion de notre </div><div id="tv_54" class="S9EC SFE S2">mission, sans avoir à nous prononcer sur leur utilité et leur bien-fondé ni à rechercher l'existence </div><div id="tw_54" class="S9ED SA04 S2">d’autres conventions Il vous appartient, selon les termes de l’article </div><div id="tx_54" class="S9EE SFE S2">R.225-31 du code de commerce, </div><div id="ty_54" class="S9EF SFE S2">d'apprécier l'intérêt qui s'attachait à la conclusion de ces conventions en vue de leur approbation. </div><div id="tz_54" class="S9F0 SFE S2">Par ailleurs, il nous appartient, le cas échéant, de vous communiquer les informations prévues à </div><div id="t10_54" class="S9F1 SA04 S2">l’article </div><div id="t11_54" class="S9F2 SFE S2">R.225-31 du code de comm</div><div id="t12_54" class="S9F3 SA04 S2">erce relatives à l’exécution, au cours de l’exercice écoulé, des </div><div id="t13_54" class="S9F4 SFE S2">conventions déjà approuvée</div><div id="t14_54" class="S9F5 SA04 S2">s par l’assemblée générale. </div><div id="t15_54" class="S9F6 SA04 S2">Nous avons mis en œuvre les diligences que nous avons estimé nécessaires au regard de la doctrine </div><div id="t16_54" class="S9F7 SFE S2">professionnelle de la Compagnie nationale des commissaires aux comptes relative à cette mission. </div><div id="t17_54" class="S9F8 S58A S2">C</div><div id="t18_54" class="S9F9 S589 S2">ONVENTIONS SOUMISES A L</div><div id="t19_54" class="S9FA SA05 S2">’</div><div id="t1a_54" class="S9FB S589 S2">APPROBATION DE L</div><div id="t1b_54" class="S9FC SA05 S2">’</div><div id="t1c_54" class="S9FD S589 S2">ASSEMBLEE GENERALE </div><div id="t1d_54" class="S9FE SA04 S2">Nous vous informons qu’il ne nous a été donné avis d’aucune convention autorisé</div><div id="t1e_54" class="S9FF SFE S2">e et conclue au </div><div id="t1f_54" class="SA00 SA04 S2">cours de l’exercice écoulé à soumettre à l’approbation de l’assemblée générale en application des </div><div id="t1g_54" class="SA01 SA04 S2">dispositions de l’article </div><div id="t1h_54" class="SA02 SFE S2">L.225-38 du code de commerce. </div><div id="t1i_54" class="S7 SE S2">LCL </div><div id="t1j_54" class="S8 SE S2">EMISSIONS </div><div id="t1k_54" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t1l_54" class="S191 SE S2">54/58 </div></div><div id="p55" class="S0"><div id="pg55Overlay" class="S1"></div><div id="pg55" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_55" class="SA06 S3BD S2">LCL Emissions </div><div id="t2_55" class="SA07 S589 S2">Rapport spécial </div><div id="t3_55" class="SA08 S3BD S2">du commissaire </div><div id="t4_55" class="SA09 S589 S2">aux comptes </div><div id="t5_55" class="SA0A S589 S2">sur les conventions réglementées </div><div id="t6_55" class="SA0B SA19 S2">(Assemblée générale d’approbation des comptes de l’e</div><div id="t7_55" class="SA0C S589 S2">xercice clos le 31 décembre 2021) - </div><div id="t8_55" class="SA0D S3BD S2">Page 2 </div><div id="t9_55" class="SA0E S58A S2">C</div><div id="ta_55" class="SA0F S589 S2">ONVENTIONS DEJA APPROUVEES PAR L</div><div id="tb_55" class="SA10 SA05 S2">’</div><div id="tc_55" class="SA11 S589 S2">ASSEMBLEE GENERALE </div><div id="td_55" class="SA12 SA04 S2">Nous vous informons qu’il ne nous a été donné avis d’aucune convention déjà approuvé</div><div id="te_55" class="SA13 SFE S2">e par </div><div id="tf_55" class="SA14 SA04 S2">l’assemblée générale dont l’exécution se serait poursuivie au cours de l’exercice écoulé. </div><div id="tg_55" class="SA15 SFE S2">Fait à Neuilly-sur-Seine, le 26 avril 2022 </div><div id="th_55" class="SA16 SFE S2">Le commissaire aux comptes </div><div id="ti_55" class="SA17 SFE S2">PricewaterhouseCoopers Audit </div><div id="tj_55" class="SA18 SFE S2">Laurent Tavernier </div><div id="tk_55" class="S7 SE S2">LCL </div><div id="tl_55" class="S8 SE S2">EMISSIONS </div><div id="tm_55" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="tn_55" class="S191 SE S2">55/58 </div></div><div id="p56" class="S0"><div id="pg56Overlay" class="S1"></div><div id="pg56" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_56" class="S18 S22 S2">0</div><div id="t2_56" class="S19 S23 S2">3 </div><div id="t3_56" class="SA1A S25 S2">Declaration du Directeur General </div><div id="t4_56" class="S7 SE S2">LCL </div><div id="t5_56" class="S8 SE S2">EMISSIONS </div><div id="t6_56" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="t7_56" class="S51B SE S2">56/58 </div></div><div id="p57" class="S0"><div id="pg57Overlay" class="S1"></div><div id="pg57" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,77u/PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+DQo8IURPQ1RZUEUgc3ZnIFBVQkxJQyAiLS8vVzNDLy9EVEQgU1ZHIDEuMS8vRU4iICJodHRwOi8vd3d3LnczLm9yZy9HcmFwaGljcy9TVkcvMS4xL0RURC9zdmcxMS5kdGQiW10+DQo8c3ZnIHZpZXdCb3g9IjAgMCA5MDkgMTI4NiIgdmVyc2lvbj0iMS4xIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIj4NCiAgPGRlZnM+DQogIDwvZGVmcz4NCjwvc3ZnPg==" alt="" /></div><div id="t1_57" class="SA1B S55 S2">LCL EMISSIONS </div><div id="t2_57" class="SA1C S54 S2">Société Anonyme </div><div id="t3_57" class="SA1D S54 S2">Au capital de 2 225 008 euros </div><div id="t4_57" class="SA1E S54 S2">Siège social : 91-93, boulevard Pasteur 75015 Paris </div><div id="t5_57" class="SA1F S54 S2">529 234 940 RCS Paris </div><div id="t6_57" class="SA20 S55 S2">Déclaration du Directeur Général </div><div id="t7_57" class="SA21 SA2F S2">J’atteste</div><div id="t8_57" class="SA22 SA30 S2">, à ma connaissance, que les comptes sont établis conformément aux </div><div id="t9_57" class="SA23 SA30 S2">normes comptables applicables et donnent une image fidèle du patrimoine, de la </div><div id="ta_57" class="SA24 SA30 S2">situation financière et du résultat de la Société, et que le rapport de gestion présente </div><div id="tb_57" class="SA25 SA30 S2">un tableau f</div><div id="tc_57" class="SA26 SA2F S2">idèle de l’évolution des affaires, des résultats et de la situation </div><div id="td_57" class="SA27 SA30 S2">financière </div><div id="te_57" class="SA28 SA30 S2">de la Société, </div><div id="tf_57" class="SA29 SA2F S2">et qu’il décrit l</div><div id="tg_57" class="SA2A SA30 S2">es principaux risques et incertitudes auxquels elle est </div><div id="th_57" class="SA2B SA30 S2">confrontée. </div><div id="ti_57" class="SA2C SA30 S2">Paris, le 25 avril 2022 </div><div id="tj_57" class="SA2D SA30 S2">Issiaka BERETE </div><div id="tk_57" class="SA2E SA30 S2">Directeur Général </div><div id="tl_57" class="S7 SE S2">LCL </div><div id="tm_57" class="S8 SE S2">EMISSIONS </div><div id="tn_57" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="to_57" class="S191 SE S2">57/58 </div></div><div id="p58" class="S0"><div id="pg58Overlay" class="S1"></div><div id="pg58" style="-webkit-user-select: none;"><img style="width:909px; height:1286px; transform:scale(1); z-index: 0;" src="data:image/svg+xml;base64,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" alt="" /></div><div id="t1_58" class="SA31 SA42 S2">MENTIONS LÉGALES </div><div id="t2_58" class="SA32 SA43 S2">LCL Emissions </div><div id="t3_58" class="SA33 SA44 S2">Société Anonyme au capital social de </div><div id="t4_58" class="SA34 SA45 S2">2 225 008 euros </div><div id="t5_58" class="SA35 SA44 S2">Siège social : 9</div><div id="t6_58" class="SA36 SA46 S2">1-93</div><div id="t7_58" class="SA37 SA44 S2">, boulevard Pasteur - 75015 Paris - France. </div><div id="t8_58" class="SA38 SA44 S2">Adresse postale : 9</div><div id="t9_58" class="SA39 SA46 S2">1-93</div><div id="ta_58" class="SA3A SA44 S2">, boulevard Pasteur CS21564 75730 Paris Cedex 15 - France. </div><div id="tb_58" class="SA3B SA44 S2">Tél. +33 (0)1 76 33 30 30 - Site Internet : </div><div id="tc_58" class="SA3C SA47 S2">www.amundi.com </div><div id="td_58" class="SA3D SA44 S2">Siren : </div><div id="te_58" class="SA3E SA45 S2">529 234 940 </div><div id="tf_58" class="SA3F SA44 S2">RCS Paris  Code APE : </div><div id="tg_58" class="SA40 SA44 S2">6420 Z - N° Identification TVA </div><div id="th_58" class="SA41 SA48 S2">: FR05529234940 </div><div id="ti_58" class="S7 SE S2">LCL </div><div id="tj_58" class="S8 SE S2">EMISSIONS </div><div id="tk_58" class="S9 SE S2">RAPPORT ANNUEL 2021 </div><div id="tl_58" class="S51B SE S2">58/58 </div></div></body></html>