FTAP 6802 F.T.A.FTPYME SANTANDER II Santander de Titulizacion S.G.F.T., S.A NO NO 20181231 Las modificaciones realizadas como consecuencia del trabajo de auditoría afectan a los estados S.01, S.02, S.03, S.04, S.05.1.B y S.05.3.B 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 131625000.00 172036000.00 4066000.00 4512000.00 103427000.00 132791000.00 102943000.00 126045000.00 99581000.00 121697000.00 0.00 0.00 33000.00 40000.00 2000.00 3000.00 4936000.00 6296000.00 10000.00 1000.00 -1619000.00 -1992000.00 0.00 0.00 484000.00 6746000.00 484000.00 6746000.00 0.00 0.00 0.00 0.00 24132000.00 34733000.00 24132000.00 34733000.00 131625000.00 172036000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 131333000.00 165465000.00 0.00 0.00 123521000.00 157596000.00 105485000.00 128784000.00 46804000.00 11596000.00 58500000.00 117000000.00 0.00 181000.00 188000.00 0.00 18017000.00 18016000.00 18001000.00 18000000.00 16000.00 16000.00 0.00 0.00 19000.00 10796000.00 19000.00 19000.00 10777000.00 7812000.00 7869000.00 7802000.00 7852000.00 14000.00 14000.00 5000.00 5000.00 9790000.00 10660000.00 -2007000.00 -2827000.00 10000.00 17000.00 292000.00 6571000.00 292000.00 6571000.00 131625000.00 172036000.00 293000.00 427000.00 880000.00 1345000.00 293000.00 427000.00 880000.00 1345000.00 0.00 -243000.00 -250000.00 -1011000.00 -991000.00 -223000.00 -230000.00 -903000.00 -914000.00 -20000.00 -20000.00 -78000.00 -77000.00 -30000.00 230000.00 205000.00 876000.00 727000.00 280000.00 382000.00 745000.00 1081000.00 0.00 0.00 0.00 0.00 0.00 0.00 -590000.00 437000.00 -208000.00 -287000.00 -3000.00 -27000.00 -25000.00 -115000.00 -2000.00 -3000.00 -9000.00 -9000.00 -22000.00 0.00 -102000.00 -1000.00 -2000.00 -16000.00 -4000.00 -587000.00 464000.00 -183000.00 -172000.00 -17000.00 -17000.00 -70000.00 -70000.00 -6000.00 -12000.00 -30000.00 -30000.00 -531000.00 520000.00 0.00 0.00 -33000.00 -27000.00 -83000.00 -72000.00 339000.00 195000.00 363000.00 470000.00 339000.00 195000.00 363000.00 470000.00 0.00 0.00 0.00 0.00 -125000.00 -907000.00 -80000.00 -1285000.00 96000.00 -107000.00 -820000.00 21000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -194000.00 -414000.00 -551000.00 -212000.00 150000.00 155000.00 574000.00 599000.00 172000.00 228000.00 739000.00 1043000.00 -227000.00 -230000.00 -910000.00 -919000.00 400000.00 441000.00 1648000.00 675000.00 -173000.00 -241000.00 -789000.00 0.00 0.00 -102000.00 0.00 0.00 -20000.00 -19000.00 -77000.00 -98000.00 -2000.00 78000.00 -37000.00 -102000.00 -306000.00 -336000.00 -970000.00 -578000.00 -17000.00 -19000.00 -70000.00 -70000.00 -6000.00 -12000.00 -30000.00 -36000.00 0.00 -283000.00 -383000.00 -870000.00 -472000.00 0.00 78000.00 -38000.00 -233000.00 -155000.00 -233000.00 0.00 0.00 0.00 0.00 -38000.00 -233000.00 -155000.00 -233000.00 0.00 2021000.00 515000.00 -10050000.00 -1682000.00 0.00 0.00 1271000.00 851000.00 727000.00 -622000.00 2837000.00 4956000.00 16516000.00 20714000.00 2508000.00 1648000.00 5971000.00 6662000.00 668000.00 316000.00 1043000.00 602000.00 9000.00 9000.00 51000.00 58000.00 300000.00 101000.00 438000.00 298000.00 -5051000.00 -6179000.00 -23292000.00 -28956000.00 750000.00 -336000.00 -10777000.00 -1060000.00 0.00 -1060000.00 -1060000.00 751000.00 724000.00 -10777000.00 0.00 -1000.00 0.00 1827000.00 101000.00 -10601000.00 -1894000.00 22305000.00 34632000.00 34733000.00 36627000.00 24132000.00 34733000.00 24132000.00 34733000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -521000.00 124000.00 -5403000.00 496000.00 -521000.00 124000.00 -5403000.00 496000.00 -230000.00 -205000.00 -876000.00 -727000.00 751000.00 81000.00 6279000.00 231000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 4.72 0.14 10.88 7.48 4.92 0.00 7.65 7.66 0.43 0.00 47.00 25000.00 25000.00 3035000.00 3060000.00 23.00 1000.00 1000.00 1173000.00 1174000.00 11.00 7000.00 3000.00 10000.00 414000.00 424000.00 15.00 66000.00 1000.00 2000.00 69000.00 166000.00 235000.00 2.00 1000.00 1000.00 1000.00 237.00 4282000.00 10000.00 35000.00 4327000.00 0.00 4327000.00 335.00 4381000.00 12000.00 40000.00 4433000.00 4788000.00 0.00 9221000.00 47.00 25000.00 1000.00 26000.00 3035000.00 3061000.00 9675000.00 9675000.00 31.64 23.00 0.00 1173000.00 1173000.00 5065000.00 5065000.00 23.16 11.00 7000.00 3000.00 10000.00 414000.00 424000.00 1752000.00 1752000.00 24.20 15.00 66000.00 1000.00 2000.00 69000.00 166000.00 235000.00 1938000.00 1938000.00 12.13 2.00 1000.00 1000.00 1000.00 201000.00 201000.00 0.50 236.00 4104000.00 9000.00 35000.00 4148000.00 0.00 4148000.00 58131000.00 58131000.00 7.14 334.00 4203000.00 11000.00 40000.00 4254000.00 4788000.00 0.00 9042000.00 76762000.00 11.78 4290000.00 9017000.00 15538000.00 764000.00 832000.00 48144000.00 1131000.00 1258000.00 35572000.00 3579000.00 1573000.00 70416000.00 14177000.00 4937000.00 75438000.00 31842000.00 34975000.00 356617000.00 48734000.00 75401000.00 1198275000.00 104517000.00 127993000.00 1800000000.00 9.74 10.07 14.00 15.49 14.49 1.00 1653.00 63884000.00 2128.00 70695000.00 9650.00 635205000.00 415.00 30884000.00 530.00 39099000.00 2216.00 266883000.00 85.00 7456000.00 147.00 13764000.00 1446.00 198828000.00 11.00 1311000.00 14.00 1813000.00 856.00 121525000.00 1.00 124000.00 1.00 124000.00 537.00 86393000.00 366.00 66416000.00 241.00 47729000.00 1.00 66000.00 2.00 497000.00 1034.00 377021000.00 2166.00 103725000.00 2822.00 125992000.00 16346.00 1800000000.00 36.93 40.57 52.36 0.59 0.65 3.11 9.95 9.95 9.97 0.00 0.00 2.11 402.00 15571000.00 534.00 19196000.00 2574.00 243472000.00 70.00 2660000.00 90.00 3397000.00 580.00 60759000.00 32.00 1234000.00 44.00 1418000.00 253.00 21766000.00 66.00 3284000.00 80.00 4275000.00 465.00 55130000.00 188.00 8448000.00 249.00 10330000.00 1522.00 186167000.00 49.00 2466000.00 66.00 2952000.00 405.00 43649000.00 169.00 6884000.00 209.00 8075000.00 1048.00 94673000.00 85.00 2786000.00 112.00 3341000.00 721.00 60140000.00 386.00 21592000.00 459.00 25084000.00 2403.00 274125000.00 2.00 78000.00 12.00 1102000.00 62.00 2441000.00 79.00 2879000.00 373.00 30321000.00 83.00 3989000.00 109.00 4537000.00 555.00 50777000.00 260.00 18792000.00 394.00 24520000.00 2715.00 376064000.00 1.00 38000.00 2.00 57000.00 27.00 1398000.00 61.00 2153000.00 78.00 2793000.00 470.00 43875000.00 12.00 746000.00 16.00 923000.00 144.00 19162000.00 13.00 439000.00 18.00 532000.00 132.00 14996000.00 157.00 6637000.00 194.00 8114000.00 1295.00 132176000.00 72.00 4357000.00 91.00 5492000.00 652.00 90248000.00 2168.00 104517000.00 2826.00 127993000.00 16346.00 1800000000.00 2168.00 104517000.00 2826.00 127993000.00 16346.00 1800000000.00 4.44 4.54 5.10 0.73 3600 0.81 4730 1.50 68 ES0338048046 BONOS SERIE E 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 ES0338048038 BONOS SERIE D 585.00 80000.00 46804000.00 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 ES0338048020 BONOS SERIE C 810.00 810.00 14000.00 11596000.00 810.00 100000.00 81000000.00 ES0338048012 BONOS SERIE B(G) 3735.00 3735.00 3735.00 100000.00 373500000.00 ES0338048004 BONOS SERIE A 12285.00 12285.00 12285.00 100000.00 1228500000.00 18000.00 105304000.00 18000.00 128596000.00 18000.00 1800000000.00 ES0338048046 BONOS SERIE E S E3M 1.50 1.18 144000.00 S 58500000.00 58644000.00 ES0338048038 BONOS SERIE D NS E3M 0.70 0.38 37000.00 S 46804000.00 46841000.00 ES0338048020 BONOS SERIE C NS E3M 0.30 0.00 N ES0338048012 BONOS SERIE B(G) NS E3M 0.00 0.00 N ES0338048004 BONOS SERIE A NS E3M 0.20 0.00 N 181000.00 0.00 105304000.00 0.00 105485000.00 0.00 0.82 0.70 2.37 ES0338048046 BONOS SERIE E 177000.00 21280000.00 175000.00 20760000.00 ES0338048020 BONOS SERIE C 81000000.00 18150000.00 6179000.00 46627000.00 18094000.00 ES0338048012 BONOS SERIE B(G) 373500000.00 31226000.00 373500000.00 31226000.00 ES0338048004 BONOS SERIE A 1228500000.00 110672000.00 1228500000.00 110672000.00 ES0338048038 BONOS SERIE D 5051000.00 11696000.00 50000.00 16447000.00 55000.00 16111000.00 5051000.00 1694696000.00 227000.00 197775000.00 6179000.00 1648627000.00 230000.00 196863000.00 ES0338048046 BONOS SERIE E 20180930 SYP BBB+ BBB- BBB- ES0338048038 BONOS SERIE D 20180930 SYP AA AA- A ES0338048020 BONOS SERIE C 20151027 SYP --- AA+ AA ES0338048012 BONOS SERIE B(G) 20140605 SYP --- --- AAA ES0338048004 BONOS SERIE A 20140605 SYP --- --- AAA 4290000.00 9017000.00 15538000.00 764000.00 832000.00 48144000.00 1131000.00 1258000.00 35572000.00 3579000.00 1573000.00 14177000.00 4937000.00 145854000.00 31842000.00 34975000.00 356617000.00 49521000.00 76004000.00 1198275000.00 105304000.00 128596000.00 1800000000.00 9.74 10.07 14.00 18000000.00 18000000.00 27000000.00 18000000.00 18000000.00 18000000.00 17.09 14.06 1.50 SANTANDER SANTANDER UK SANTANDER A lp / A1 cp A lp / A1 cp A lp / A1 cp A lp / A1 cp A lp / A1 cp A lp / A1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 S S S 44.41 9.00 68.25 484000.00 6746000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 282000.00 1170000.00 0.27 0.91 0.28 282000.00 1170000.00 0.27 0.91 0.28 Capítulo V 12.00 4295000.00 5126000.00 4.11 4.00 4.68 2266000.00 2400000.00 2.17 1.88 6561000.00 7526000.00 6.28 5.88 4.68 Capítulo IV.3.2 (pag.87) FTPymes Santander 2_Dic2018.pdf JVBERi0xLjUNJeLjz9MNCjE3MCAwIG9iag08PC9MaW5lYXJpemVkIDEvTCAzODc4NS9PIDE3Mi9FIDMyMzUzL04gMS9UIDM4NDU4L0ggWyA0NjcgMTcwXT4+DWVuZG9iag0gICAgICAgICAgICAgICAgDQoxNzggMCBvYmoNPDwvRGVjb2RlUGFybXM8PC9Db2x1bW5zIDQvUHJlZGljdG9yIDEyPj4vRmlsdGVyL0ZsYXRlRGVjb2RlL0lEWzxBNERBRjAyNjI5QzU2MTRBQjgxQUExMDIyRDc0M0U3Rj48QkQ1QTRGNERFNDVFMzk0OEEwNzgxNDRFQzFENzhCNkM+XS9JbmRleFsxNzAgMTldL0luZm8gMTY5IDAgUi9MZW5ndGggNTkvUHJldiAzODQ1OS9Sb290IDE3MSAwIFIvU2l6ZSAxODkvVHlwZS9YUmVmL1dbMSAyIDFdPj5zdHJlYW0NCmjeYmJkEGBgYmDKBRKMC0GEOJBg/QYk2PRAXGUgkVMNJFpqGZgYGSyBLAYGRmKI/4xqPwACDABFAwb8DQplbmRzdHJlYW0NZW5kb2JqDXN0YXJ0eHJlZg0KMA0KJSVFT0YNCiAgICAgICAgDQoxODggMCBvYmoNPDwvQyA5MS9GaWx0ZXIvRmxhdGVEZWNvZGUvSSAxMTMvTGVuZ3RoIDc5L08gNzUvUyAzOD4+c3RyZWFtDQpo3mJgYGBjYGAqYQCCamcGVMAIxCwMHA3IYmxQzMAozsDPwMBfo7GD4WxOg8gBqIa6RKjGJ0DMxMBQ7wqh2S8hGzHVFarqG0CAAQBD1gswDQplbmRzdHJlYW0NZW5kb2JqDTE3MSAwIG9iag08PC9MYW5nKP7/AEUAUykvTWFya0luZm88PC9NYXJrZWQgdHJ1ZT4+L01ldGFkYXRhIDQgMCBSL091dGxpbmVzIDggMCBSL1BhZ2VMYXlvdXQvU2luZ2xlUGFnZS9QYWdlcyAxNjggMCBSL1N0cnVjdFRyZWVSb290IDExIDAgUi9UeXBlL0NhdGFsb2c+Pg1lbmRvYmoNMTcyIDAgb2JqDTw8L0NvbnRlbnRzIDE3NCAwIFIvQ3JvcEJveFstMTEuODQ4OCAxMS45MDU1IDgzMC4wNzEgNjA3LjIyNl0vTWVkaWFCb3hbLTExLjg0ODggMTEuOTA1NSA4MzAuMDcxIDYwNy4yMjZdL1BhcmVudCAxNjggMCBSL1Jlc291cmNlczw8L0NvbG9yU3BhY2U8PC9DUzAgMTc5IDAgUj4+L0ZvbnQ8PC9UVDAgMTgxIDAgUi9UVDEgMTgzIDAgUi9UVDIgMTg1IDAgUi9UVDMgMTg3IDAgUj4+Pj4vUm90YXRlIDAvU3RydWN0UGFyZW50cyAwL1RhYnMvUy9UeXBlL1BhZ2U+Pg1lbmRvYmoNMTczIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA3NS9MZW5ndGggMTE3My9OIDkvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KaN7UV21v3DYM/iv6uGEILMt6M1AUSK49rMOWDU22DAvywU2MxMC9BHcutv77kbQk0459uWVouyFgpCMpipToh2LuSiFF7oFKGHKhtIFRiVznOUwKkVutYaKFkgo5RihVANtbURSlg4kThVWluM7eLRZn1b6+E7kzYPX9zatX2en+tt60IpdaZovq8fu6uX9ohbUqe1N3opNCumy5qu73otDZcrtpz862f12fGOtJBhtrSwZuSLqs1s3q0zeXzbrei/P6T/F+u64235LsvFrXGUlAQPxfLn66JNFFu6vb24fsfLtbVytiXXXOaCmzd221am5PN/erWsjsoq3Xvwkvs8tPjzWporO75rHd7rLfQwxa+9evIUIMGVUm9n27ud3eNZv77KrZnG72Tfq9bHb7dvFQ7WCzoXm6Czi77McqaChjsouPH1p05XL3sSafkmNg+q592F8758XXJGUk5EMBh+mFkZLIw2+UYUgoQyKZ1UkfR+X6Nc8R6pI+2IikIUNLSE6nFGSWI6I5pLAxluZI5IMvk8yHOVLUw7U4R3mUlWA/zpFPfoMPFK8tyS+agx7O+Zhi5r6HuZuIO/rIz4T8C3O0qeE8Fc5hNBr8MWFtONOol8uR4Y5hLP3A6HEFRWT61TES8j5YpoUoKPEqcSFeLR6p6bbCuWLbD66MeeAshm5TGkQeuYw8DbZRN+gb0NWmSI4RPw/HYnrS7IrGhIFSWkCgnJLNQHPr6fjtvH080HQ1E4R7T/FjOvC0mCVdPvdp3BAaJbxVluNtwfE2VxFvFcdbWZBM5EpLMjDA2wUA5Idd0+HsslnVoAiXg1CVkPfq5x/+uFp+F1Q/E+xaN4Td0aZHYG4IewC6agi6ufIToLv9ddOAtRoid6T/BIaVwiOZ+sOvA//jRgaq2jEk/0N/4M8owwzPMJdblmHOTmWYVZ5kiAiSDAwy7HTXVCtWx+n3ydl2dfdsCXczuZQX9mAymbwcJtNgz5eVb/2i8m2GePalKZUzpzs8A4rlURW+x0ngGa+TfsKusOY5Ss8AsBEJsbiEF+MYVyNm0xMD/Qj7pPIdMRv4VPKDXloX5mXA4Mjn5Zt8CH7Fss9H5Md6wWPFkerKuKbg+bB15C8/H9nVTxXqKO5PRRbXxKdQ0EvVOhokBkaRfozr97iURNOpfg9eACWr8Gg2Hcro0tDZuMYVsL0LfnmdeAaALRVwVlSxgPOLJ7KmS7BCJ+LvrTGR0/xxF2lcQdOiiQcqOuu4Ds+ykBlzWevDrT45mNH+42zghAczye+z7RC+DjsmqE5THZPxJJvB16M7ps+Ludq4g33Tv0Nf+39unowx6dOlpPcMqtLT2skXd0/9Vyl7An5Z9B/YJPyiD757gka4TV1RSPz4cVFCMzvp641Gh/ibJ8dMgCZqn8LI+RyeCH8jVDGYpDWhP4mycftUlFC/lKTRKDnZPvX4O9c+9fiLIY36pwH+8v6pm/zTBkqxBko7aoJiJkTeoQbKaDlsoIqnDZRhl3Q0/lIgjA7ir5OT+Msb9bm0RZ2jO6g5O7GDGuN4vwbw928BBgD5e1ihDQplbmRzdHJlYW0NZW5kb2JqDTE3NCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDE1MTA+PnN0cmVhbQ0KSInMV0tv20YQvvNX7CUoWVjrfXF3WQQBbFFNVMhSLNMu7LiH1kkOBRqgySF/P7MzsxIpSo4fRVsdtFzOY2fmm8fyeHqhxN0XoWSstRBf7j4VtpEuCtc4GaMIJkhnG6G9DE0jPn8oPmYGV0tzD90GJf1+BaddcfxWvHx5fDadtyLW4tWr03YqCkUGHHedElp0HwsllbKiuxPpwYjuq/BSGzFRQtGTU9LCv42y8aL7q3hX6mriZSxlNdGyKcVFpVU5r4wMpRiSfq8mrrytiDSrQF2JzOKsauDVSaUbeHW9WldWulKcXyYes6vlD9plPcsVnUj6BCtJGn3JmjokkUk3qJK5BB2wINGfK4NCy3YlWj46KbAlbXrHkN4r0sLKfqp+634pZmcQ1V6otXLbWIP91kJ0W4iaGP5GkbKwZB8H3qw2AfZli2ebst0YTL4Qj2inaP4PldnGmviWHS5990RDJihaRHtrdY3ns4Mkf51NjcxH4PXgzNHaGw7d5HBAzultzrmccy7lXC29o5zDp2CthPS3UDKUciYaWSk4Vil1lEJm4UncGqXwVJWVxaRsYkFP974Yhrzq/kx8X0WJjyNDje0Z+sjiMCYVMlp6L8w7qczEF5U2suZC4tgvMKaQmJxzlMy84XTNaUnPU3x+kzOBMaaEID7AVyNrS9ooJVb7cbPxKbgZ6lu9eOiEmy8VtDIEUIcHAGiksW4XxO8B6EzPYkMWT5LOkJV7VA4pKZs6pDQB/e/Ki5l4kxBoUuzTInCNgMFEW4jrJELwmLYk0g2S+F1LHCt458EvqDgFcKJ0ajNL4ppXE4hRebVDZeEZHSY6aAQOEcPXLPQaVRteoYCZfERk8RZ1ZgOYKEjlxqysuu9JU+a3D7We7eQzZuds2SWxzYZ270YmOwutd2uayUEdcJsedz7sgmzj7RXDlE0cyTFy6+E2m3hrlaYnub8Con5yQ7DeSef+B9PyiE8d8tz1Tsoct9ZbbvBD5vfDnnUBxjR5ggyaFbWTfmNiMg2dFO/e/AXpFRG4VS03PettNUnjrz+rFv0pTj2NYnhrjR1JMt9r6oX75zR0nn9lTvdsduUlCVwO3Mm8lBqX6ENgv9c9VzPw+S7DlpmnjGWj6ye19ygNXDtrnxbK7kBt3SnFjX7vgB6f34yLazKorni4ulxMmwPjFnsCwBWoGHALeE0wdpmueD0ivvw68PoCQldjI/HYmwEazObUERf4FrstMs1J9ZK2uMOhkSDjXZYULDoTC5ZOejdv10nIY6NKwm/o9A1nSrytBmZa05JGe9uzAO7A++d6mqtPAb6WbhB3HS1fyLy672Y2Pj8+A3j47MkfIfcDDx0OKoBgh7lDuDa7cNs9cNcEt6XrgE29Zx/gdgC4I8B93t0H+ABGhm8AeV2OksPtAO5HgNuDgNf26YD34q2h9hFn6x4HONy0ngG4kcrCN+0DIH+/W+t2WOO5ts1/X+MZcD8C/J+p8WCe0dwHIfeesG7849p76I8X+8C7k62d9MLVWnqeLh19vcxfV3h/5GWGc3BNNxG6SlKfxLJs+SFdCjAP1jPUwjMRRfk76uSA8ZsWlRwNVqSE0cHT58JDbGrpyHQfQdvYhAXdiqbzdGthc0e8J6yR3ejN71k3MHN7P/27sPjdVSsrawNIhlQ80KzrRnz+UPwqPhWnXbEbbQsMHmTqxNwvsO9GlEIw7+hOs6DdTWXwG2qPd+nSMiXuef6EHXjXjUGImzl1vvHPNfXWOXD0sG8+Skhy1wTJt/DsE5meY319hg+xZAwwR06WZOrJko1fC3PYzLDHzBBTBj8QhjpIA6ZGlUTR1vmSrK1zlNZkZshm5pSZXmb7s0OMReafkwNL8no18OK8sBhE18C3itAS2jBc5iDLwdSPPxYBSt8OqT55RVQWBShjJKqDdrYj2qdqxmsja02TIEJqHWVjhsIDcpCQDSwM92dRa3yfAsz6e0Sy+ADN68M052Qwh4jky36ijf4eYlDykFZ2ckT8JsAAaHZytA0KZW5kc3RyZWFtDWVuZG9iag0xNzUgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyMTYvTiAxPj5zdHJlYW0NCkiJYmBgnOHo4uTKJMDAkJtXUuQe5BgZERmlwH6egY2BmQEMEpOLCxwDAnxA7Lz8vFQGDPDtGgMjiL6sCzILUx4vYE0uKCoB0geA2CgltTgZSH8B4szykgKgOGMCkC2SlA1mg9SJZIcEOQPZHUA2X0lqBUiMwTm/oLIoMz2jRMHQ0tJSwTElPylVIbiyuCQ1t1jBMy85v6ggvyixJDUFqBZqBwjwuxclViq4J+bmJioY6RmR6HIiACgsIazPIeAwYhQ7jxBDgOTSojIok5HJmIEBIMAAScY4Lw0KZW5kc3RyZWFtDWVuZG9iag0xNzYgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyNzY4NC9MZW5ndGgxIDgyNTMzPj5zdHJlYW0NCkiJ1JV5VFTXHcd/v/d790IIMDMsosjw3gyMCxK1JlFjSUTFFUEUXIkssg0EdFSKOyAak7gguEW0Ki5lrNRqTxKXxqjpsXpirUtNjanRKLhMEGNCUKIDM70z0Kjn9PT/vnfu8rvre5/37vcLCAA+UAoECeMS+/Sr+kt/m2j5RqS0jIJ0y3mtfScARgEEP80oKlSPWq6+DhDSH4Ady7bkFBTfoAEAhiaxSK+c/AXZl4oOfQHQRw8QONSclZ7ZUtlyHCAmVazX3ywafPbrk0W8UcTh5oLC+UXB8VdFfBTAnJc/KyMdb3yUD7A/TMSWgvT5llc0HkcBA9eL8erM9IKsYd5XakX8EYCH1TJrbqGza9dSQP00V79lTpbFP8fYRcQLxfL3geReWAEMPFkVe1W8RWh7SRdhhQSeIGmYJEkySfJNiHCehPBFYpWXRIK4RFWFaACHk4MD8JTHdqmbCuh09dFh5uvaDQJELoGLH4g6uWpSKHDJy9WA0NHz7EIxWnLXJPjfV/tMojH0IR2mvfIbtJk2UTGVULn8Jk2kOTSF8qmRHtD39JB+oB+piX6iZnpEk2mSHCMPkYdTHG0FGXTgB50hBLpBd4iEPjAIouAtiIHhEAuTYSpMgxTIBDPMhUJYAAuhhErJQktpAy3EByihBrUYjKHYAxNwGk7HXMzHWfgbLMIl+AGuwtVYgVvwEzyJn+NpPIPnqIxm0jLa6CbpDUEQCqMgAQpQRkKGHsjRCwNRRQUNGIapmIJpOAMXYAkWYymW4VI8jIfwCP6Z1tJu2kd/oEpaROtwM1XTdtqJTZKHPBQ0kCSPlUfII+VRdECeIMfJSXKitEqOx4t4SR6PPriC4ilWHi2P42vlYXICmSmXpoqvJP4GGAeT8H0qpCJKoVSaRslytDwR/wbFcg+qoUzKwt44kipoMc2gDHkQeIACHAygh19BP3gN+kIcxIs3HAt58A7kYja2iB/JR/KTwqUgKUJSpEhsBbmzOEXoKz6mB/i6T1mxZJYO0DzxHVfSatopr2B92KfsDGtgzTyEOz1KPD/2/MzT6TtYf0J/VglU9MpwJU6ZrExVkpXpyhLlY+WUclm5pjxUmhWHqlWNaje1r/qaOkh9S41RU9XZarm6Qf1EPaFeNzCDvyHIoBqMhm6G3oZ+hnhDqmG5ocqw1ygZuVFj9DMGGoONirGnsZdxlDHdmBUmhWnDDOFzw5tNYJJM3iatKcDU2bTTVGs6Z7pgutu9JDI/0hJZ0jtoz9d7nDXbanZYg60G63vWcut+65+sztrU2iy7bO9vj7K/ZR9ij7F/bne2ZrQ2tw1ua2prbmtzhDkKHUsdrQ6n032OBA8VqqVc6SAtpOWCRzntlt9nlewYu8h+4MBDPRI8qz0PeX4peID+pN6hdFZUZZSS0MEjVSlVDimnlSvKdaVJeayC6id4RKj91IFqlOCRolrUQrVCrVaPdPDo9ByPOEOiYZmh4hceOsGjizG0g0eaMdPNQw1PC28Id77AY5/prJtHUWRa5MzIQsHj4p5rNdGCR5BVtRqta6wV1oPWltq+tZl2sOvtAwWPaPsw+wj75daU1qa2KDePpw7VYXEUOZa5eaDzkQsJ+6pdABxH2kuv9e580/Pi4My//97z8f13xV3232SkXmjdA7ee1d9+MN5Vflfhyht31B2sHwhQV1ZXUt+rPuTOxP/MaMS62LoxdTFi1W3utfvUhd2yA9yqb5jSENsQ1bDb1WqbbkuyjbfF22Jt/raXAe7Z7v3D1V73V4Bve+Yn5yfnLc9blkFCw0PMQeZO5oCcC5k7Mre27xE4N3BO4Gx37UnAQYAgc1BeUJZml/8AV5vvmXb1EypxWvBI4nW8EYA/9gjxrBMkenuJZ/Mq8vqjt8X7vPdjH9n9I03yydNs1uzSNGoet++hcWgHaXdpj2uvaut0XOelC9YNAtBNEWmGLts1QpetM4t8i+5U+wzduWfcdKd0p3U3dDd/iRtcSdfYEdmeG3lT1/wi8/ZenU33FMBP+3yPX/CLI/18/Tr5jeqoj/GPdpX+G571+1f417gr/98+QBTrVvE9dIBmUaXkQdvxIpnl0eLpqyUfceZH0M/0BJvkCbSOFksR1IKXKFeOlCPkfhQv9JoL/fR0u4lG+IleOIoitLhvhxZ3Ff4y1q3H4yBBHgxJkOtW5QJYDFNws3AdWfgOF87jJVwhUPiO6naeFOE9LufRC+8pFu5TKpynTI7GFcJ9Drv8B7/AlcITvNATXsaXwBe9wR91EIB+0AkDIBD9oQt2hWAMASOGQxiaIBy7gQm7g4pG6IHjoSdOgAhMhF6YBK9gMvTGt+FVTIfXMQP6YyYMxCwYgNnwBubAr/EdeBMLcCYMRgsMwTkQjbNhGBbCUJwLI3AejMaFMBLn4yIYg4thPC6DCbgcEvFdl5tBMq6B6bgW3sZySMVKSMN1MAM3QDquZ1qmgyzcCjm4DfLxKMzET2EWHgMLfgaz8TjMwRMwD0/BEjwLxVCKf4cyvABL8TxW8Q/YZfYlX8n+yVexK+wrvppdZV+zf/E1vJxdY9+w6+wGX8u+ZTd5BbvF6lg9X8fX8w3sNrvDN7K7cqV8gt3jm5iNf8i+Yw18M7vPb/Iq1si3sAdylXyGfc8eCr3fyn7kv2VN7Ce+jW/nt4Qj7hBnv5LX89v8Dr/LHrHHvJq1sJ/5TvaEPeW7mJ3vZq18D2vjv2MOXsOc3CpcYy9H/nsu8X3/ZrG+v7K+zgCA+z7X9/F7r8+93O+9F3jBvScOEBcaY2w07tSFigrKXoqAoCKoiOLeeyQ1xhj33ntvxZ3RmLa/dKUZTdOe09NzWn7oX/H54EFkeAjr4mEM4hFEPIr18Bh6eBw5nkCBJ7E+nsLTSCjxDCo8i2Go0cdzdWSgfh0dUHXGBqrR4Hm0eAEdXsRwvIQReBkj8QqG8CpG4TWMxuvYAG/U+n0TG+GtOqmBTXUyAjuxMd7GJngHm+JdbIb3sDnexxb4AFviQ2yFj7A1PsY2+ATb4lNshzX4DJ/ji0AOvsRX2B474GvsiDH4Br/ATvgldsYu2BVj8SuMw6+xG36D8fgWu+O3XmuvjdfWa+e19zp4Hb0Yr5PX2evidfVivTivmxfvdfd6eD29Xl5vL8Hr4/X13uGD+Ad8MB/Ch/JhfDgfwUfKBNmHj+Kj+Rg+lo/jiXw8n8An8iQ+KfCvwH/4ZJB8Ck/mKXwqn8ZTeRpP5xk8k2fxbJ7Dc/+/no61A2rC83g+n85n8AI+kxfyIl7MZ/ESXirqiqBAUU94ggsh6gsSUigRJrTwhRFWOBEuIkSkCImowI+BXwL/hiBoFQfh0Bbqq6YQDc0D/1XxqofqpRJUX9VP9VcDIBAcGByk3lcD1SB5QA1WQ9RQNUwNVyPUSBWrPlS/Vo2hA8SoUWq0GqPGqnEqUY1XE9RElaQmqcnBacG0YEYwSyWrFDVVTVOpKj1YGCwOlqh76i3sUt+pTJWtclSuylPTVYEqVEXBxapYlajZaq4qU/NUuapQC1SlWqSq1BJVrZapFWqlWq3WqnVqg9qktqhtaofapT5Wu9UetVftU/v9Fn5Lv5XfGj6BPX4bvy0lilyRJ/Jht98OtsNO6AofQXfoBX1gCHwIldAFYiEOukE89ICe0BsS4B3oB+9Cf3gPBsD7MBAGwQcwGIbBcBgBI6EvDIUimAPzYAFsgEIohhIohdkwF8qgHObDIqiCxbAEqmEZrICVsBpWwRpYCxthM2yBrbAQ1sNyWAfb/PZimkgX48UEMVFMF5miVEwSBSJFFIskMUNMFjNFsiiSaTJXpss8mSHzZaacLrPkDJktC2SOnCkyRJbIEbPEaJEq0sTUWrnHiCmiUGSLsWKcSIRDcBhewefwHG7ASTgFp+E8XILXcBZOwG14AJ/CXvgM9sEBOAhH4Cgcg+NwBs7BBbgIl+EqXIPrcBNuwV24B/fhITyCx/AEnkINPIMX8JIRkyyMaeZYBIti0awBa8iasRasFWvN2rL2rCOLYZ1ZV9aNxbPurCfrxXqzBNaH9WXvsHdZfxbJQuw95rN+rBNrzJqwpqwla8MGsOasEYtlPeR8uQresF/JBXK1XCjXyEq5Vi6S62SVXC8Xyw1yidwIV1g7uMPiZLXcJJfKzXKZ3CKXy61yhdwmV8rtskx9r35QP6mfZbmsoCT6mCbRb2gy7Yb9zNAU+oSSaQ+l0Kc0lfbSNPqMUmkfpdHnlE77KYMOUCYdpCw6RNl0mHLoCOXSUcqjY5RPx2k6naAZdLL2S6doJp2mQjpDRXSWiukczaISOk+ldIFm00WaQ5doLl2mMrpC8+gqXaNyuk4VdIPm001aQLdoId2mSrpDi+guVdE9Wkz3aQk9oGp6SEvpES2jx7S89mUr6CmtpBpaRc9oNT2nNfSC1tJLWkevaD29pg30hjbSF7SJvqTN9BVtoa9pK/2WttE3tJ3e0g76lnbS72gX/Z4+oj/ogAbNdF0d1KjraU9zLXR9TVpqpcO01r422mqnw3WEjtQhHaWjdQPdUI/So/UYPVaP04l6vJ6gJ+okPUUn6xQ9TafqNJ2uM3WWztY5Ok/n6xm6QM/URXqWLtGleraeo8t0ua7Q8/VCXamr/Mn+FD/ZT/Gn1h4y1U/z02sPmeln+dl+jp/r5xk09YxnuBGheoaMrP1dmNF+flg7f4Zf4P4Y3sukmwx322S6P5ksM8ddNHNNmXlsnpinNtxG2DjbzSba8XaRrbI77E570B5y0in3Z/cX91d/pn1of3b1XJIrddXuoLvjvnN/M74xxhpnwmsvGWlCJspEmwamoWlkGpsmpqlpZpqbFqalaeUX+kV+sT/LL/FL/dn+HH+uX+bP88v9Cn++mWf/YVqbbJNjcv3VJs/ddffc96bcVJj5ZoFZaCrNIlNlaswz89y8MC/NK/PaRtqQjbLRtoFtaBvZxraJjbfdbQ/b0/ayvW2C7WP72gl2ok2yi+0Su8seto/sY/vEPrU19pn9xf7ThblEp53nuBMu3EW4SBdyUS7aTXKT3RSX7Ja6ZW65W+FWukPmjbvkDrsb7qa77x64h+6Re+yeuKeuxv0Q3sH96J65n9zfw2PCO/kL3NVQi1DLUKtQ61CbUFsT4y/0K00n09l0MV1NrPkfhfX9VtWVhXEcPIu1da2779lnn3OiFzt2UQQbCAKCFCkiKPbe0jWJFUuqvSD2XuLEGgHFLgJGncxjTGKMJROjZiaTOJpijLG3OGf+gven9/l821lF1mLdXnewZuiOOlrH6E52AzvBmmnNsmZbc6y51jxrvrXAWmgV2oPsOXapG+vGOaV6lp6t5+i5ep6erxfob/Ulu6EdZifag+3d9h67zD5nn3csRzu2U+BMcQqdRU6RM8zuYifZQ/R3+rI91E7WV/QYPda549x17jnnnPNulNtWX7WH2cMd1gt1of7e3mhfsB84w52pzn3ngd3VueDmWEvsRvZcx3Eu2in2XscXqAhUBqoCpwLfBE4HzgTOBR4GHgUeB54EngaeBf4KPA/1kjS0WqgRCqEhobV0rI7TnXW8TtCJuotO0sm6q07RqTpNp+tuOkNn6iydrbvrHN1D5+o83VP30vm6t+7j3+UvCTnu3+3f49/r3+8/6D/sL/dX+Cv9xzAar2MM3sBO+DPG4i8Yh79iZ/wN4/EmJuDvmIi3sAv+gUl4G5PxT+yKdzAF72Iq3sM0vI/p+AC74UPMwEeYiY8xC59gNj7F7vgMc/A59hBBmCuCMU9Uw57CwF4CMF+EYG+B2EcI7CuqYz9RA/sLwgGCcaDw4SAhcbDw4xBh4lChcJiwcLjQOELYOFI4OEq4OFq8gC+KmviSqIUviwC+IkLxVVEbXxN18HVRF8eIejhW1Mc3RAN8UzTEt0QYjhONcLxojBNEE5womuIk0SxoYvCJoEnBJ4MKgj/FyaI5FogWOEW0xKkiHKeJVjhdtMa3RQS+I9qISBEl2op2or3oYLY0w80wsxVMgL/BRPgIJsEWmAxboQC2wRTYDlNhB0yDnTAdPoa3YRe8A8XwLpTAe1AK78Nu+AD2wAwog5mwF2bBPpgN+2EOHIC5cBDmwSGYD4dhARyBhVAOhXAUFkEFFEElLIYqWAqfwDI4DsvhBKyAk7AS/g6r4FNYDf+AtXAK1sFnsB5Owwb4HDbCF0HTgk/BJvgSNsNX8CGcMVubEWYbM9KMMttyNUYGrs4GCw7hGjSHFtA8KqS5tJDm0yKuzfW4LjfgOlyfttIO2k4f0zbayY24GTfhFtyYm3NTbkklVEa7aR+V0l7aQ/s5lhO4M3fhOE7keE6iz+hL+py+otN0hr6gs5zJ3Tmbe3AW59BF+pb+Sd/RN3SJ87kf9+EB3Jv7c18eSD/wKH6ZX+RXeTS/wi/xa/Rf+oVu0G90nX6ln+kmMxOHcUNuxeGcxqmcx7k8jIfyGH6dFXt35BfYYpdtrknLaTWtpLW0gtbQKlrHbbgdR3EHjuT23JY70mGqoHKqoiNUSUfpGL/JE3gcT+K3eCKP58l0m+7RHXpAf9J9uksP2c+SA2xyLfZxKC2lJbSYimiZL9/X15fmy/T14hiO4GhuzZ2omHbRQTpAh3zZvixfd87gbtyVkzmdU+gCnadz9LWvhy/Hl8sjeQQP5kHck3vxcB5C1+gn+pH+Q1d9PX15vgyewm9wAY/lqXSFLtMt+p3+8HXzpctmsrlsIVvKcNlKtpYRso2MlFGyrWwn28tiWWKMkx2MCcYko0BGyxhjgDHQGCE7GUOMocZIGWsUGYuNaaqeqq8aqIYqTJZCrGpkjDJGywQjVyYa92WZ8dh4Yjw1nhl/Gc8hCIKhGhgAwf+GEEAQUB1qAAGDDyT4wQQFFmiwZZJMll1likyVaTJddpMZMlNmwVljm8yW3WWO7CFzZZ7sKXvJfLOR2dhsouqazcym1sBAuXHQ2CT7iAQIh0hoDVHQDjpABHSENtAeoiEGWuBsEQ99oB/0hf4wBIbCQBgAg2Aw5EOCMR16QLbsC8myv1nNrGUGzFCztlnHrGvWM+ubDcyGcp8cAr3h65Aa8ogsl0dlhayUVfKY/EQeN2viu6Ijvofv4wciWsTgDNEJZ4pYnCXiRGecKxJFF7OjGW3GmJ3MWDPO7GzGUz2qHxweHBGcHhwTnKUWqIWqUC1SRWqxWqKWqmVquVqhVqpV6qiqUJWqSq1Wa9RatU5tUJvUZvWR2qa2qx1qpypWpeqQOqyOqHJ1TG1R61WJOqiOe7KP9ySv0sv1Ts/y43qVLvY8P6nX6FLP+Eq9TO/whD+hV+sST/0KvVRv95y+aV+yf/SsvmVftq/p83YNfU0/0Ofs6vonfV9ftFlf14+8EvDpG/qxVwHhXgu09FqgldcGTT3/c7wiSPeUz3IaOdGe8HlOCyfeE76309pJ8rTv5YQ7iZ7xWzzlt/5/0zP+uHPMOeKUOQecYuews8fZ75nexo1wI62l1jJrubXCWmmtslZba6y11jprvbXB2mhtsj60NnsVkerUdaK8Mrjq9cEVrw++9yrmrPOD1wuXvVb4l3PbbexWc23nmet3O7vxboKb6HZxk9xkt6ub4qa6aW66283NcDPdLDfb7e6VRZgb5FpurptnbbW2WcVWiVVq7bb2WGXW/2it+uCoqit+3m422WyysuzbZTLdP3jby2bCJCGdai2lKazZ3ZCQquSrfS+g7maTkKhgAOVL0FSqgQcILYXWSoECgm2t3E1QNmArKtovsdZOy0z7h7TjH3VG7FjHDnWGbH/3vrfLJoP81b6ve87vnHvuOed+vDM2c3zmqZkvWDWdfzjweuDP/hX+1YF/BEOB/wQ9qO/W+Df6s/4n/UcDZwPnUOlN+Hf7j6HeO+Pf43/Gf0F1+t/1f+R/Sy3xX/L/CxWgy/83/8eoA+egEoygFkygGmxGPbhB7VVXoircqKbVVagN96nb1d2oEPerproHdeIJ9ZB6FNXis+ph9RhqxtfUcfWs+px6Xj2lvoSa8X31T+q7qBwd6hX1KurHWCAUaEAVORzoDQyhltwaeDjwKCrKI4E9gaeQ/dOBk4FxVJcXAx8EZwcuB7XAZHBGsCP4jWBn8JvBrqAe7A4aRGUHiSb3UvG1lO6ltTSC+wnaRXvpZfor9dJWUE/RYTpOPyFOr9Bv6CL9D6/Jja6VVOk8TaWkEuU+zV2ePI4367qpCNkLTi3RriE5X+7DadiHk3tzvslsqZ88sq/X8Q7Qj5WruU8diwSfu1XwjlHQM2SPj8oOTp6cPDEtB+3UQ8toOd1FSUoh/j4apCFk5j66n1bSKsmtgmwFvgPg7oFWGlqCvqb1AA3jXUMP0kO0Dvcw6LU2J2SrJf8Qrce9gTbSJnqYNtMW+7teIpsh2ST5DXgfoUcxM9+ixySVby1kK32bHsesjdI22n5DbnuBMmkH7cQ8P0m7P5PeNYXbg/s79F2sh+/RPtpPP8C6eJoOTEO/L/Ef0kE6hDUjZPuAHJKUkL5Eb9AL9DydpBdlLtPImpWRfF4GZA6HkYPNiHBrkcdW/tYXsvUIYhexmXakG4A/VtRjnZ1HobkVmpYVax6ElS3TMrEHMVj0tYgsbp+M/xpanJUbofl8HCjKzNOSE9R09LPo/fQj7MAf4yuyKqgjoC3qkKSL8YMF3cOSP0rH6BnMxQlJ5VsLOQ76BD2Lvf1T+hk9h/saXUxZ7fP0czlznDI0RuN0CjP5Ip2mrMRvJLsePm7jYwVkgs7QWayQX9I5nDSv4s4jvwD2so2el5jFv0qvgRdaFvcG/Qon1G/pd/Qm/Z5eB/eW/P4a3Nv0Dv2RLipeUH+g9/G9Sm+73qOb6DYi1xnk+QDdjfv/eLk+R0E6nLuSW5+74myhAaVLeRN5PYKs7FQUnBuFS5lNnpK/U4BO5f7tXI625upfXIOTR3L/jPY88fiDa9esHn5g1cr777t3aHDFQH9f7z1337V8WY+hd3d1drQvvfOO27/etqS1ZXFzIh5rui26aOHXGr+64Cvzv3zrlxrm1dfVVEfmsM/PrgrM9M3wVnjK3WWlrhKnQ6G6BGtOarw6yUuqWUtLveBZCkCqCEhyDVDzVB2uJaWaNlUzCs2BaZpRSzNa0FR8WiM11tdpCabxC3GmZZWedh30rjgzNH5Z0rdLuqRaMl4w4TB6aImqwbjGlaSW4M3rBs1EMg57mQpPjMX6PfV1lPFUgKwAxWvYcEapWahIwlGTWJBxkNsrhuXOSCLVx5e264l4KBw2JEYxaYuXxniZtKUNCZ9ph5apO2fuzPqoN1lb2cf6Ust17kyhk+lMmOYon1nL57I4n7vpvSqE3M/rWDzBaxmMtXUUBlC4K+JjmvkJwXl2+YOpSMpGSiO+T0iQIsRCmiDP0wTf4CHiC4eFLzuyUeoFw0fadYvXqDc0RtGGWoM7kkJyLi8JdgvJSF5S6J5kYTFViaT9rBus4iO9Wn0dsi+fCB7INe6sTvamB0Wb6jdZPG7lrUvn0TiIaMqONZH5QgP0U0kEMSTS0K7zBjbMA6zJUgCgiTkY6tRlF7sbD8Q4JdN2L96QiAu/tISZjFsOClusXZ+gm3OXMrdoofGb6RYyhB98VgyTUp0w9b4BPjsZ6sP6HND0UJhHDaTPYHq/IWaJ+fjcSxguLEeUvRDbNO28soi8LOLWdEfIaYjZAqA148OaGiHwYbokK2a0qVHTlRDl1TCKrSGoKXbAOCOxFiFyiq6xllDYCFvXDVwK2T65ItxdZMsHoOCTNc5numZpC4fmaon+eJGDU4y6bAdta9f30yFyYQ+MHm4xnS15kTOCnQvMATMSErNYpXFaqumsnxkMayi6VBexiVzL+W3rZG3tPbqcbXuVdE3hLPl8i+MUhjjPOGJYg821ofy0Sn6x5AtsyzRxa17MhF+m2ZchZ0Qs5VBGkYQrtsPgd9YajPfWsrDws74u46bKcFcyhr3ajOOONaeY5tOazVQ2N9JrZqJRcziRHFyAfWGy1j6TdeqNIel8h74ltEmM7ac2pa2rCaYc1JRhyrb2TFTZ1tmjT/iItG1d+phDccSSTUZmDmT6hEYUlahDoAIUjCYYYakDjFvqhyaiRCNSWiIByaezCknMnccUSmcdFuazBqqWA0XJAUmJJYnmtUuAuS1sxNKusbXdkPiE5AzhR0JSaF0ZEgmOelxRd7Q8WunwOpBSAY0BOQPdcoXGKxWvEsrAZoeEs8pIpjwampCWOmzNEWgKbKSAwXOhVmQI41mBd1+LoLtHH68k2JdfaDSJC6uwahBrCP+ThNYn1t9mY9BMGuL0oFlYq3gUrrCFxB1sITwureQe1t/EK1iTwBcJfJGFlwq8DCtfmaVgssWhayYZDmLsGJ1CirXXnMKkls3luvTwhdBlI4y9tBxvj87La/Fzc0WWQG+xeJOAF/ORdEr4Qd266FsWaU0b2Jd5g1Bp5eWwUG5bgEaz7CP2GzqlsdZSTJKAcXSMGNyoFYPqQ4bcrz5OLWwBL622bLqqxUANhulnX5SHD/a6JzIqmnL4Rp26hYTAYjDDSlJZJTxPM4jSSc1aI53Yy9bPwhOykH6c+SXV/fL1hGwhibCckQqvh5fPg0E8gq6YJ84cV6TMMCznJTdqK2BsH6+AR9VFqbQ7IDsQtQpf8IzCVaH6ijDTnqUOtgFHp3BaWiqDmHsjrSn83az+FUDY/HxntzgEK2wb5y20TEReibzjSMjmTrCN4aILZ4f4+4n1R6EJbFQyzOkAX1ZbX+eejnolbJpu7/U7WPlyewutBB2RtPgroBULTq43LSF+lWxJxnFHrWwV2ZpLGP4gjoh4Ueg4sX3CWp8htODyf+mu1ti2rSvMS0qi3iL1flgyZT1smbGlWJZtObbJyI9EsbU4cezaiZXYTuwsDuMkC7Ks3VC46FKg2oJuQIfuAbTrFmToMATyo42WtVs2FOuPIsZQ+MewYEH8LxjgoNuPZminaOdSlNNsKG3y3HN57+G95/vuOUejciz7ykHoS4NwmpaNF5g9NQ0pWhXMQvH0s+rXd9QhfEMxGGmt1hCwFRxrgSuLvqIEzKwNwYhwBY4JdYfwQ568D98zANLOsQD6A+vwoVk+yU3OAdnB4NBMYaiAS9STs4rblC8Vl/hnTMK5QEAeMIS3U1we5WamuBkoTdGhyWDQB6cRJLcAdWpoFqeC0ep+Ro/KpcpsAVOcgEplylekITEtzM6HgpBBijgCVb2P16hSjg3hKxRChaJ8bodgMJiPwrHLYgH/F/jQ7DwuoRdwBT0vzx2C5crewdZ8gyE4y/PQLfsSHAehbw4/ThZwgZ6f4cETbMFa4NIFCMF5yB6q6MmJGUhVOCNxMtSzPtDACVmsTYGh6kBdBA+sHgG8mnP8Sp6OPO2R/8/z1cFa2Sqs7PBkcbQ2RD5PuHGRL5KuLniJN48OH52sxSkKv86Ce0VglQ/P5orkkUkFHnl+Fk/11QCrToMeOYco52sn29Ty0LQPfPqV/YSaIJ5coj5RmwmKoIk0kSO+RrxRvMpPvg+J4DDhJLrRu+86Bga0LfTvUT/kCw4dgUyGUL9oUZGmW16vELqV0lyj2GwJtawL9DWSJITy/fJGvHx/25qOb6P437fubzH/3GDT8eTW5tbuhE+0e023JJiaCt2SUpTmmkSxAp4v6iRBJOlrEhhxC7x3g9+I8xs8mOETu6cQG2Tl224madquCTW0kqnGaEcy2dZHptqjoQYzKfe1d3T2Ucm2AEnZaz19JNYR9cl/jlIHyxryxZAwkVQHvBa7SaMm69zWlp4IM3Ys0tPqpylaQ6m1dFNnpmFYGmz4G836HU6/Vau1+p0OP0uX76nNn/9Lbf6iXyV98Tql2TMthKkf67WkSqMpBdye5j3B7ITFxqgMNoZ1amkra2wamC6/4qjDNuocjqqtcg5Ki+Yn99El4gHhI/zY66sGVx3BbN4FJ60ZRGi7mU3vXdh7RN6zmcK76bTt7OeSxuxiX1WbbB4b69Ij1VWDO+z1hF2G1+rbW1s8G7ReS1G0UYtsyz6O0WgYDr75RuUxWoJvGogY/uYKoSlV7rxnRDmNjhohhLsozv8RL0AnguoWlO+Du6Pg2WSbEy3F+3pa8X1uX7x1EG4C76TyKXVPHSDOEn/CVn9LnKvcEXUWMjdzDuX7R0tkQgxzjCc7NeVpJ6JGT7T/Ua4uZ8w/GnOO5eCPp9On06fn+koousqPzZVQbIWeIIRtYZtNp+Nx1io/k8x2m/xA8WRy80NgRpL5sG2rrW13Is/7RF801/9IArNj+UfSM3Z5bHhd4sdobHpVAtvAMIF/xjjfhu+qu1XY1Y3ypsHZySjefOeOKvNL41D4hZlHBwEQB7gpqIF+p2tHDVCYnzId7xnd7SOnuhfevjLCXmJYldaglRBckoVRa43a523Dl99ejB8bTjl1GsBNr7Xw4jEhcyobN6E2rVGntjJP/gCFLYn2KtrHhnjuzNDefCZmonU0+bNQg4urs3VfuL5YH2I9DG2L2d1tjkCY9Vi0Czcui4zbb2XsdTarh9H6Q/7YwYv7tRYPGw44eI+z2UkzHjZUP7Q0HOWiHG0NwIE/W9mmPlBz8LtxP/HnKrIHAFkXRvYA4i8LaEFA/QJqF1BYQEKJ7Bftxro64wsptJhCwynUnUJ8CqXgxXsXCIQJWKo8WLOgHMiHt8AMkTAiY6nyuagHxdhdSSTUUajCV21TAyXkWFGfkFlQjSV8fpPn8/mtPL6gi6m2FPh1ie6KBNNteP66ZJtSYwurEpiQwa4FkipsKoBS9X8wViMH3a6o9gCJ4aM+aJduXDz0neneCGNtPXjlxlJkRNxlplUkog06Q7Qjl8y/Mh6jvHtzE7vP/GAqetPVcTQTOTAoeIPCcUE83udHvxx/6/ls0wGpcP342K/f/N7pHp3FajBZbGarl9GaWfPI8jvTloDbkp5/dab7RCZsctVbX7p5piVxaB6i82HA4bY6SDQSncQ+dL2KREfl03ULi0Y6StAwmtBIqqT0pGo97bWe9lpPEhprLMrJEnDI4uOP4cyiRG2M3LAwSkPpebBmQLlEifSIHnsTgzubGDxGaXPwtqlEukVvwBIKwEZQzi4/AvaAvkse01Wq/EV0+FGuS56odOKJXbfJfoKobK5hQjwlyJ01uyIZRZqqch3mEBlYnKjHNjIJMJqpLTpTW3RGWXQG05LVi9DUp3rVLWXP1GB5h1hp4NUWj69N+akoclCQBSN3VJ+YaQSvXD7RAuY8LWXJM6UeLH+JaOmnPJPTT2crVYvamG50gKJkigH5AqSro8MGWqOZgsiRbOugbvdcvHH21JtL3U3DS4M902Jw98mfLMy9lt8VFPM9+84PN/7V3zWWks770s/1zEvNDYOnB4QTvfVXv7v8Mho58vLR1ubD38r1LkwMN9QPHpruGLgymYwfWhKSx49kudCB8RPkieaBhGduvLG/J13f/mL5F63De3uD9X2Z7K7ZxbNw6vcD2z4CttkIHhkw10RPkxXFWBQ1oagRRbUoQqNmCsVI1AJoiBHMnxZkdwNMdgaD7gSg7HrIKnYMr92NW78jW6Bu5yoPMZqcQj+Q/8CogvwMfuVi+RBnozCHoHyDmkDPEQko9Ck9RlsHM+L6g3qSwFTCmp6pUuaOHD8IPaFv2eUrIf2qZSwCYkWtZBErquLJ5/k8hA3+KaRVUPPK5Vux4OnrkmVMjQ1A+FByxf9AqsQJFY4TjmqcUFEfxc8VX3rhVwt8Qioufxtk0ezje3KJ8cVeZ2Dv/P6u8d4mt44s/Oizldnn3nn889cfy/I3sz/95ninZ/T770s//Hi5O9x//BtXcVa9SRDUW2oX0YqMMgrhcACF/Shch0I+FPaisAdF3SjqQjEZHSvH4BMKvjBhQBKIwM4nYqWqy2OKy2VpkqXscpD/xsckViJZ0Rxw40luA34a2P8yXrWxTV1n+Jz7afva1/f6xo7jGzv+iD8SO07sNE4dN+GSBmgoXyHAkpBAgTYtrasAKhuDbqX7sU0UhJqunaZtKpkmpqJMiO+I/mil0UnryiatG+vPbj86xoLWUZimQOK959ybj1KkYvTknHt8z5vwvud53udYXISRclO1uLhk/X0SQqXFgR0nwKNpnim87FxsY4MyhcUzwiYoQH7ZLBgLM+vpq+kr6db/0OkHFqHwyMJHP6cZMRLhQhlCCCTG2TIEgRrkwRTO26FYZL4OEVUUhATtzO1xU7+9Km24bwsOlzg7LDolQbC7bFie0aplnhUkO27knB6/xx/2CDdssp3v0QKKKCoBzRNQ7ewnbzo4V6ha9StO4T2W4zAnSsLd43Y1ADXZBzX5GXCjC31Ia+JqKOB0CDcEcSKEjan55mhgH2GDj2qcjyTTB8f5Ymsc/qGiVZHiZeYVJJkplCClhuQmSX+0GA4X4RRmL7b6hGy/UpzCqfk8graAJWo2ZQuk6io51vQg00yOkEzql8wQWRIDXLUZRSBhFlMJEdJmoPsz2q51gVqZHdA67cKCclGjAwmwu+2zbbLXLbIOt/PuN3YXPbVtGx7p3NGbc4oSNEbe5i8NvlDadmwk61v1/bGrTKvNLfGrPbWaXVRCvqpQdbULO4bHD+xMp9d2RKOpqM0T8rp9iuytj/nbhg+u6Dp0/PS+a3aPTpjwLCjSOGR9AK8ye98QJLqWJHoI52yQyhyRnRzNdo5kOzfFtBmOdf2Jdev8Gl4LhbluJOCVRBh+GLCaMFhZJzt1slOnO3WyU7fooEO9LiCbZFqV80RdZOvYyxaTZFJuDYonlwx4LBkkSHMJU1pY9DA7VEktqb7CFJYMR29/5otwmO/t98GjpU/E3hQV0+sSiUqT4pJ+ZPWialgnK2BVF/uQbjjdJSyxNHYvDe4q94czX5RpeJ7EX5AvYn6Kpt/dvm1kUcsE6upNm0OLvqBvCysPOgZe6GDjXS+demH53oEOt01gZZe9rX+sp/vpnmi6/9trD0G1RUGS7Xu7d/cmA4/0tXXsWJN3wNFgGcGmdWweM4Z+uLUp3DVUenxsQxPeN3h8tN0brJPlqqC3vjYcD0e7NufbB4wosNKr1bjFqDHYnuot1MVSMd6t+9zVqqzBSclu2r+qc3dfUWLEtg2kd7VUZtiP+SrUCKoZpwztiGdxogknM7g+iesTOF6LEzqOUfmM+3G8Gid8OOHFiSqcUDAcknoe13M4rWOqpR5TS5t8fpj4iMT6rGNAxktQfV9tNqtMVe4ZQXhDIbRXyJlSFBBZhTRBRYFTpLzLqODfOFNJOWhghPYcob0Dvua4luaknqVHhEtHFMUR2ejYjJaRynmKrTfzedLDyCFotdoWXFeu0nGR+fd99HNJXaEhpfKSmP75oOl8np4EIRZT51ubuiADeFFMfTiGI+zHVZ5xW1W4xh/WxNkbTsXFM4JDxH/itVAmFMmFlHHVOzfBzG3Fv8J7Iom5z+GGw5FrDlYEJeTXQjXVLtYDVx2Wt7ns934bY/4520HY/Qyw+y1eBk29Z2pqsh0nC8RnJFiqqRdNSW23dLOdODwJaNV+GXKagiKlYDVFOJiS1+fH8q/k2XyQFCJIChGk5A4ScgcvM61gNK9bRvP9C8RoGhrMLhHrqGl+4FHGcGY6boejOBrlM33+L9F05CahaXMaK9csdl4Z+bNJVLMMpA76eQiUoZHUcrTjdhlFgac0Gu+/j5XAxjQR4i9R0rQXiwwUyNVTBaYu3CvVAqUt+9bKw2fKj5U3FdwCz7A2SXQ0rtr9xON7+rLJvpe3dA4kav11QabT5nbwVZ65YKy3ZezkWBGfeO4XYx1qjV92qgGPqqu2mmAg3PPs6q7ty+qcgTjjjoTtoNX1qbk3eaZtxxFUqczfBRmB/RCRqu0Cpp2GqtWhW6Ymq6CxDjWC16iK6RGuWyJI7QZ9Nr3C/+iJfwn8pIqVqfldCtmlWLsUaxf9WpKceM1+hdBTIOuwOTJ/KiJ4yQXhE3ox8FquxEtiSdbopuOnF2CPl1encNO5QJ9E+HUzT8UWbAmtIDhByi5rSOtn+QB5/XyZvg/cSeetWolYZqEwiUI7jkQTphkhNTnN8nZhLsu7q+sD0YTKCPjG7BuaxjtkO3NL9koCd8UT1Gvku39wuu2s4NJc3OpUvQatUfDUkkxbtz3I9EeQaYY+n4Tu14K60T8oQ7SGLG7kcQOHG1jcmMAJB+4hYhUmKemBluia74bBgzlczPXmdufYdA5DW8wYdiTLYbQHMeZVy7xynSdMKJHeB1tLxM95yPb9JVworSyNltj6Ei5NMWlDbo7juHErHBYLtxv74TjbzohbrLtU801weX8bIbm7AiksgjOBh/xSbgA7DHfYuAVNSmws3C439oskxtmyuGX+9tRseW3w1lluKRnaBWGJ/eZEqzuZ9rvAnqxq6Tv0zp503/JMFeRVskmpzo2tO14byDBtP3qq/MZgMv/8L/f1fWfYSKqno91PLVs+XKqteXSo+8mjzOVNk2+/9lxJUjyeuoAvIPNuj/vJ754crmspjR7t3/LTb65sWPvikYmVh0+XW5rXP91W2tkTbyIsQEho+83rm2/c2e5+7A6qsSHyefdfL5PKoWvHZg7enZk9bJ+2FeDRDinHlDtIQHMIX3GcuDszc8I+TVeXfAIBTl58wn9EiJtAsYeFoFc+IuCG0CTXg3Y8ENPw3TT6MVdBOgF7HU0CVljjSgu7ANsBr1rrk+yv0STvRFvvB3cP4gF4A4UZDk0yXGU1jCkYi4AcYANgPeAQrIcASW4c3juGROZY5R0uBfsB7AjFq+xOa74H1XLb0KTwV4jd+ACIgDVo19divQnh32gXF4XfBeB3wnwA5ib6yQj/v1UWvAD/wvNnyL0UfBSdelhwR1BUDKHO+8ElUQvECn0F76GShQAdbyPlYcEPV/5OwHFogv09evFB4J5BE4DnuW+hPAF7GN49DH+LOYYtZAANgG5rfYLdAPu+h8pfwQFYP4COcj9HBp5GE3i6MgBjDYxPAJKAzYCNgL2wrgL8nI4mmC4Qt67KUfZ3EBvAfErxA+Yza/45/G1/QROCAPFfX8BPAAfofBRwCo1+LS6bgDij7AfwuwDcGZjfhLmJFXRcj3pNVO4A/rvwPIhq2cHK3P9JL/cgHa87jv+ec57nfVHDCJZVIbssihYblx0VJK5rEbuLdYt137i2ESs7pkTrkrhOLovs6mZFmzTupBE6kQY1KdEak5YkzbSq2gSljbSaiN19+jnned7Xa5cZM/njM79zfs/9nN9zvt8TROpxnZTDT8O4CQrDdg10paREekuP6rCyd9fLmLPqzJT+IbVsPCMTqtHiDjlLpFOA21VK+H/GhQyHvFg/+gMZF/kzOAGcO8ldC7Ogq0zWN+Wxe0E9IWmRUkmrdUbS3B20N4ftXtV4tBphPrKwGquqEeZvO782z+iXcO9lt465VwO8hpIWbSdp+ph0q4791pqUuF39XW4//4ZzVlY4Z/15xPrEcfAAzIcxUEC+AZTow7LCbSHPOpf9MyFT9c/Ih5hzoL1qbmOWc1Oaq0opiUwzz7qN4TZu9ctszGA+bufRGrleAZHf2bmL3WeSel9KAvwbxHk6RbIDqNsUvzLW93YHcK8S5xrn75YUdQxMPCRt3E8lxS28NxjrlGgW9f3xvcF7FsP6MK6EYbAqbBcnossk1Tso3aqjn2JNKpfUGnxHxoZEbcyQ+XqyTNNF1OpO6a/+IXPUcBsHq4MyyDkirdUm5uiSzHGmymRnrv8R/TnORNaz0Zz7qWWAvY5rnP8R8V/OBWllrlErpKX+t3RUS9C4ldJS9ZBH1EjWs0IoNqpdiRWouKhG18zxfqLzweYqyqGgWq4MZjo+/VLYCq/b/HSYpFtzv+vkBkKBzW+BJbot/UyYFb/HYl2Xfn1oYHM7YZt6nutfgi02dwn+pvAY6ijs59wjcB7PYd1HRQ50cU7hQ87CqQC+ZZiBb1tOXKSetnGh86UsV11ifsVfZTyIzkVfl0vPwENU/dZoWuAXql422hz4hao38AY51gdskNYxvWeMcwMN95PsNei23oE3CXQYvayaZ2KkIc9ETyMiz3kjZKI3oupGTBONFqqbVmNaxbWMtTXUrVfcN2VGoFt82xV/pNWj89Igpjv6GZkY15KiQD/0eMmyepCwdnuMlFnXvTHyjNEXy2q8lqEv/2k69fgC2teZ816lRkEdZw0YyjHDw6xHRRJR6VKs0v0rsAjq23XlTb5vBnETta5kmNb8O7E1YY60c++ThVw/lvmfoJNFu6PkuZDFkOR1l1He92UU332ft02KvRdkmkGtsnNZh3Eyc91debIpTmvq3pd5Bjufw2SXnc8fhixkjtqKTvCOkyOP84z3Jcsz/iok9IMjjNeL+60LoiNfw4eBb4zqWz7OvRHMs/GpMe/FdwYcZF0oDubaa84512G+LIh8wT1a0P6n1I80JfaFKfKYO1mmRGvRfgJ/53P9F3g3CtvWxr9kq/VJjULaMt9LpV6CH+roFaHBSyXPXcWxVbIRNoQeZ5TxL3zrKwbm1rH1UhR6km0wK6wV47tiPqKMmi3Dc3fiO+oE9eKu55qZnPe1zI20wu8MoJ8vTbxl5C7C32W2/hz/kk7bR9/zpaU7FfgD0XDH5tF/tx/jYmrrDOv6sZAzRoP8Mfi8JkYnEjWc+/fGE2S5udReLp4qF00LNHC+0TX9FvUGbmNJiihp6M2UfHcQOtYu1Kou0N7qz8q45zA6kyx1jNaFa3NT/YGkulXkWbupxRL3Qauhj3h/lBKviv4QqeONJHcU1lDb63i392iflAw3179htJn5bqrn8W0h1OqrBrXZqaM2y7sGvV9WwETLX6jtSXIV9ulpsggtyKeO25uahrdNfXsrZSO5tSYfi8zRs9AhFsNcB/WWLIDDsegm4/mS+R/CqJuIo86hCXuc1brC2U3/W/S/q55EQ0BX4Cch2ls2JELuhq6QI/F/bq6sgEVqAd+0QMap5TIaClVf1tW+5IfIXii423nc62V4CopgobtXZrsP4QcqZBY85ByTNbqbrPHQJA9tin4J6Ea0VxAju2SPgf3nUu/n0sfbKcP4XuHaPu4vJZN8e9p5ROOdxtD+FQyhn0ucy1h0oN1V/wetLuf//TX7x3LOK8enpUhmrQdZKypY3y9Q4w3kfrdY8tVJ1uUrMgWyqY9U/SGxuyzRb+DZurMedKe268lg2A3zoQAegOkwG6ZCjqUfY7NOkvWPWQefZD3cKW3047zHAcYgUzpRG1n6kOTwPiNgHUyHKdATCuw7l1M/5dQr59R4v3b3/H6d7/R+/B+Dna/wEHslS+2Sh9UnkqZeo0bOyXh0OV2dJ38On3JZsonZ6rTkOYdkEoz5JteqMslwrksXlSO9VCZ1OUQaqYFcky2dVYakqjzuNYx73+t5+/ws3VD6e/mAlnpNwvg9yIUTMtxSIIO8A7AVfi9tvcUygPYAtN34ucG1hstgchOiJ5ivCnS9QobCJOgAE8P2WOAfYq6C46NgtKln75J0dD3pFvmDzGTuJ6ur+L8KqWX8hvEBRjMj01mLR8p4N0mG8M+VwkY4Yakne6L1nJ6xWGe4lEYy2LvNkHbOavzAn6zufkOc04EfipMMjeH+sN88AZsLNdXQQ1/0L8KlMF40OTS1MWyJaeYdKb4LqbLd8t6dCXxVSHx/6b8N++BgAHvKeDuem5CgL531Tf+TkI/hpMmjL22Mxtza0/gX4fKtSG5LDTJtjO0PPoizNowDTQz1RpmI9uYy9hkxD6j/678Dh8N4PMwdvx1yMX+41P8cfgFbYCusJ98A7a8NxXE/uJ19zXaedyvOcK/chXXUFXiN45SGsdDEwEf610y8p7o7IjO81vgmQwSP8yJrquFHvD+eyezpjOcw+1b2jGkxIgtvwT6iufpM1usI2p0l69XrsJZ+f/rjZb3zGpwUT/2VPH13LscKWTcL0ZyPbHsc2punlspA1gYXH5WnLkgzdwBrxX7uvQYOygg8ZqXBneH7iegjBvSlLrFuPCqzhzA4vu8nwj1qG9R2+UnISwb2JMsTcgFP885g90vPy3L+w0ryjaCh3W/F4Zlmn2X2T1aPoTTYe4n47NmqhvLMmwFVfQIqjxrC5zbi/suIjeFFgy51hgbXB98dvLfZa5lYdSB8j0bmWWYczDfEnlkd15FGruMMMndT2825jMWpgGDMTN4+97hBX5PjseOx/Rr5LXqfedfg+ugE6RWdYGIi0idy2vcNtHVIX+ecdLZ8JukG+Ur6G1QUTTDUlqEGp4xzymwu3RLmdYiTH5IjTS2/kSTLu9QoMP7ZiTD2O/Q71EkzxsCQJI6lWTUcUYmYZ5hx4LvtWPDv1bd7l77Swu4JytiP+fJtb4nND2U9/T/p5RqcRXUG4PfbPbtf6iBYjdMCFRTDJdEpDgKOhqJELGoCBDWRoGBICHJHUIEGBzURKkGtYECitTVKK02DM1prf1gvMIQqWC+VWBhmOlMULFUgFWtvdrfPe3Y3fvkIoNMfz5z77T3nvJd53kBis528+S3h+15PbEUD77aUuGUQvjoxafob6MYC2tCr/lDGf8hY4hgbnxCPmsttPNrLxp7oVlOE7iTO1VhI58X2z8r5pbTmnC2tvsY645jzN5DLv0XfEx9dZnV2opszSOyG3zd80+shNyns6fZEzzN/Ts76aG5tS7Nfs5t8gc4dHo3sSfhnzrnAMYHGYiWMK7Sx1uTwVc6xgHWG6lq6X43HVKew5/HuUSlM7FG2fVH7wPx7zdjwI3eq9HUPYgMaZYaZi2yvQm7rJY91f+I0S5pYp5oYpw96vK89D3FkTJPGedxRazaseV9MHQyHe5G3PaPuMYMhmnKukbBI7yvmSfbVCiOgEmZqvJmg8ulC1vlsDDogjlcjlnbeeTYHo/tP6PYeG7APQJz6PUVjWMXa2VflbPteFJXltvBx4qS+up69i0Wsu5+7GItN24I/9Gvq5shgjbvAuL+y9rGS+G+qsyg84l9p65vcp4kBx8hg9wV0SAnx1mipsPXEaej086yN+IL18plT3+pM/OBZUppWeb2G79SPvu1STkx4o7XNw6UW7s8Eu15Fn8kKf+NmUxLud7cj86flssTOM/d3iSkr7by02T20h69GPgP9rW8QvMU6NfgBh3WMszO83dkpZ5jh6IDh8kP7Nofje/+ec6ovXcKeY58jXmdi53r4AM5q2Wg+5vyc0X9EKv11rF2FXdcYVc/LW2XsKOeK8B+Kys8JkdV+/IjFNtZZrH1Tx4jv8tEfj/LGiDd1zVjuyiqNe63ss8jwhZRSTZ1FMjA5f8ytcJb6NZy9X8wUvbeYudjv1dRNjqnwZ3AvMZn7sEQy6JRD0o4clQY4DbmGVgZf4tr38Gz0Hpxnwz8ojFsNZbAcxtuzPiEpGIDvrv77CHep5FvU98qnTeWKTdW+zLHD9tE2ZJb6m1xv32K75NO2wVRzvn0wljHbZCRyLHSOyCi3N++0kHUXSY57RJ6CXHeXXG3jy6UyzLxn66/HH1tsNslMt0FmuaX4j3Uyj7jzLGcYPssnYeC+Ic3+MFlr1tKGX+atkwX8qRz3MP7RRMbfxHuvp4yPZJ6L/DPixDNc4hj3YfzbR2Suu1HK0m9Jc04Z/3CKNBPDtPpvS3N6Fv8Rf5F1xlmf70HZkPh3CYnv6d0c7te92f29QRwY+46sIcnc2uaX4btVyZNmLfv7LGyL/FF87ntkfOqT4B3Wuo1x59ixh8NNnGMG64hdi/2aZfjD+H9uG3t/gDPE/myGrxqtWx/7xLskDx0w2K0IP3YvJdY16JMHKf8XnXAPfsJo5l6ja1FXLz1Yo0z78R9aueNW+x8q5bDOxdjmmAXMO9/UkI+4N07Xs5cCGARjQOBat5Q2lc0y0ojH4FzNc94CKNN7jFnBfptBYAjk+T53HKNy60L2udusbJrt/UeMhrW8hWsyEJvyJmK+Db3jO/1BnN5pZa5yAn+0XKK4b/KGlXr7hjz7jmZHZ2GO02yfWPZW7tOIL9pI2Yt5kT5HQcfoWy9FfzRRn/jt42KS8sRu/Pm6mKS8+su8uZP45BT4e08Nf3dDrN8i+8KfdR//Uv9ZWwBeX6lRvQjFZgQUovvGRDrWMom2J6S/+w4+xMU2rov0FPoBHXeMP9zo3Iou+ih8xvmX1tG+Cp1XLY0Wq/vCbXbc9YCu87CB/PEZ3kgpQ8+dn0Gk/x5izofwZTbKSovq9r+G7U5R+E+bNoTb0X9jVAeiVwabJdiAMnk40XdWj01iz6rj3oPfoj9eknJrRxplmk05s5eWW5BTE2eegi80hXtr0rnR5YNVt1k5xWP8hdil3VKZ7o1MjiHf7XKeV4use3Bnz9J3NjI+KhfCbZy33YwP29330Sm9wg+wtVXmTObcJXPwC5pMBb7E5fRfKGXIa6Wj8cxa4qMOucibLbdYOd2B3Hfh2/yCP7EZnThEcv03OcOsDFu9mTnexr4ql+ODzOFP1kix9zsp9mcQ1/xJzvV7Io+JUuQOxR9RG8I9Op8yjjZTSsoc3lCpx4amNMbEDxeNM53/sN8kztyMTTx1nBnFms/L1Rpv2lgzjjNtjNlKHNIq85wDcrW5gPyBKE/MOc6ylLhUeVQKUtUynXSeKafPQctVzgQZaVOFsakPeC+HaNuHT6/9Vkp/51o53XmF/Pdpq5chbg3v6xbiF+ZLfU79obhf0od56FOqffxG3vZL4TPmZe78tPAZ/8fhAfMCfuAr/P3roA88gX3rRZofbuP+C13VofgI/v28f/6DM5u3OAv2wfbY55uEr4IvgZ9aafDRUh0y17/b1if2fo67HJv+b94L7xcdk++Owve7C99lT4Z/Ev9R/bP6ZqwNvpg/uUca3SVSzFnmIqOxzgJ4HpZKUWqr5EFaZapnT60jxmwhrZb5Nn8AGikvx97nYXPLI5m7fXmP3yHlfCpvdyQyv4j55od7Uh9auQt3diFtCywq00ukyGmEn8NifDW9p0ORzO045A8DHRfWMDd/xVkl/VPb5QZ3uNyQCuUBKLDpW3Kf4jRJDczDn7gKakyxjFWcSfKpU84ebgDyxKBRXusu5R9B5xwtUpdFMTziTEc209gf53JWYKN0nTNkQzbmxq5QdyXpiRiaDf01HZgN9X1Ij4P6ItLuyN7HifoVnWQf3dUPIj2O/3cfJ5n3fNLjOMn+ikm746vu40RyziM9jpPsYwJpd3TZB2+rSrG+9WP8owq5gPLKmNcta3mXvFd3K/79VlL68f9eom1jJuaK8HPFdWSjvnFLHn1b8EfPlN2K1auqP/W/6Tsmn9obhhH8byC+6oLIFzMV3WMX8mJOVP9ZFkm97qsHa4XRmracMd7M7Er2PPgQLyroyGrs43S4Mkndg9LTlAeva+puwbfXPlOln4dPa56SXrbfAPLDsNPYHyjCj/PNH2WSf5/kYneXgBvrz8Ik1bjFXYbOVzvaRL829DHzudcQ/+BjmCXAHGp/1U+2vl6Srub9rA4W2lT94ufkJmLRfp6Qn4rvvI9++K+mOWwzzUEDVJEfADvIr8ko3wOTTTN/oJOTj/Fr5Hy/Jmzza4IGqCJPXbiD/Jqk7P4l6DAvB3VQa/Nbg1VxfhOsN18EHd67QR3UehVBSzflTUA/5HqKvv5rxFmvBR3p9UEd1KbP0bquZccEHc7eoA5qnendljfBeseEE6DWKwl97+9Bnd8jWG7znwZ3+15wh1cSvA2tZkDQ4R4MGr1vsY+zghXmp0EL5XER0k/xSu245f7pwTKvKWjpLH8zuCsqM1dp0OqVyrRT9U3nyrR0buinXwyWp98NlqWnal1cbg/u0rJp4B1+NaZ8jb5dxrk/w5eNmBin18XYelPCGy6RdfAjaMwor8soKxUZ+a/Un/+ZcoaFq6AeqihLXFYq4X+0l3lwV9UVx8/73fveL4SU0DSsQSQpEJYOILIVUdQx7EogYQvRQMA0IAGClEVqRaBTlDCoxWpcigEUdEALbQErWqx2oMjUZYZlaqsFq8MStbjNGPLL6+e+d38x+WEgf+ib+cx5y7333fWc72kd6V/3pr3/FFZAT5gDpXHN2iThOV1idDyssqz5luc0aA0r7TfDDVAOdwd5xfeEyQe/D9wXL49aSc65knw3JPF+hcldm8mC5pTzhl0ep1paONV+seX2i5/91k513RnsbL4JtgJ6QR4s1M+R21wC40MDVjN+42u/M+t/qe6DhPf48ZLvEu/nl6c5Pr85frg5fqw5sSPRn3N/c+LzRf4wvW5mI3/Ic1x/xDWH0TiN9ETD+wZ6ol4/pIS6gPxgeRz3Fubhekk28V6VkO/eQF93E8cPowef5ttUmCsZboqkul3RCrtkR3QItneoK4gLqfH4oJdIP/cd9MNjslgvCtjpfiU9DBFNu6UySRdRt5WocP6BctEo1sZqL8M/ok7LNLcb/gFMHfrSxvTHpY8B6JU4uljG4etS61kk5SqPf7W34/mV9NPZcD055a0y2LtCrtUd5dpoqqhoD9pqI9PdTMZwWArcFvSrSCrV+2GeGflastUmqXQPyHVBnvgF3/bAOb6PZM7K8eMn+H4eu4B4YXRQB0kOck7DbumJBkpWZ9HMBwIq9SHpYHBX0+abPGdKW9qq1Pm0Sxl3jxSZuVJHpQ9M9fpKIfnpZJOjGoJ6xZKk9rM+efIwPBL4+qtC1DrR9DmrngPSM/I6fcy349klPdVS+jVAZniTZIb7OOP6s4z1rpS2Xi79yJFcfS99Ziy6N33bjq84TT3jM9Kx1VLlviU34R+n6E68OxyQTT/a6Uf55uDHluLvNsvtgbabJp0CXwD6RzLIzZFOzH+ZqgmocsdLF4Nj2l1Guz51C8QJfGYVbVOOOaiq9+uF/in+faNp3xDUWYkWfYD+3CdPBRhf92yI+i9788kG1FA+nX+tDsej28kgdQROyxh3LUyTReqELGIfO14H+rBW5rHPO/GPUl1Iv1D6SRC3kRcA60ziXS52P1SCxC//X9BLtyIXAs7nA6rW/9rxpUJNlbWcwXw1QPL1VljiJPPtQuROuUl/IuOtXp+JRs+mbp43m3XsJV2iM9jfoziHnZm7Lzk7PSTDnMOk7dJfD/Xr9CrJ1Ltlun5YulC3i2nDy5TRYObrI/dJ+UjV4m8c2Y8t1hOd43qivKKF3Eicl0Pi9/5X0RbyHGOfbs4zbZXrt2SoWyyL1d+lNX3aqPtKkW7PGS2QPN2Ss3aDLFDdWa9s1sVCbnbAcijgOb/CoP8j06JfSHL0lKRHH+VMzqOv+CC3pXT1tmEPyaTocM7DYcn0BF2yTzolFQZn/xpT1mDG586VLJczq6/GV72AXSkZXkvO1C3S1n1WNqp3/NejOezpJ6TAuxH/Qnmzx719Uua+xjrnSRrnvIr/jmBMJv5nuVPl17qPZEXPS4mbKqXe79mLlFdPwMEgL32XdVkfrnHdBOfNMOd0DrL+s2RmZJc/Nvkp+aM+Kg9FjspqA/e7sQvN+8tBPjkq3EOxdvHdFPj8xxrkiV0bP0cmN4gDL/u+mWM31/kwco+siZc1ZbiICHISPoaMRu1dgsSrvj8jwjbVq9ynhs8B5tsoy+aQoI9FQfnfwc8gy943oolcpFVAQ6237xsaarIGumoB+uRQCGWa0BPMM6c31hGWwniRC3VQwzpI0/ZSxN7C9gu54F9MUG4H7LQWYhmWAQnMsNxpYbfFihK4J6S2CrsAYtx/Cp/BU5bn7f9K7HNfi3kusn0+jy3Dfo4tt+zi+fbwW0DfcAxmroK6JfZ7Q9gBseXY90JiY0Nqt4cE7T4TUvsBdpzFlov9kvfvf1O/dgNMTOAheMQy2fIgdVdZFlpqLPG5Wm7ZYJlvuSuk9kJIbI9lu6XUYuelfj7i5EN3S09LdgIDG9Ow/WAeRlhGWiKNCebWzPemBKosTb0fnEB8T2wK90Ts6vB/ifWDvRppsGcT2om9HFLL6a7dEhJ7uzG1cw2c4Y3kCW+ESEfnmNxntEgjhkk3b4l0a46P/D7Rd8sW/PuPIR8yoI87BZ3bSjpHp0j3SLl0hW6a060/CPRmKhq4GN1ToIf4vtrkn/SOh9rWJYa5m+XWyGEZaPQa8WWRU+afiHyJttgpI9Vf5Bri4jLnPZkdt4E+Jqa569DeZZJpNLDaQN1XiV0l9KNUsvQP0TS5xKvxMjppNPq5tRQmpUuWVy6F0SPYa6TQW8v/cy62xM0pxMBc9EOa2uKfwe5QW4id8ecWsiOyghh6q6Q5x/yv3HH+KcZVTUyepV+UghYZMgsdXUDukKYH+GfJJQa7feCIpHvLpBsaYZZZz2gK8Xor69pZlqmB/G+b5KkYWuX+UCejY67Ddw80mlZtQ9dmoRFpL27p0w7VhX6MkGEB7zPmhZKOPi00RIplmDtHZqgMqYzSf+4rmedKF/1G/M9Ue8klxqFnBqClyD/MN/U6/4sTjI/yXcP5jpfRm5jrvYyPdYgQCdCpO8g3KvVMcpT1/slAI5v10azPcMlVO/1jZj+4nYPcqMAdgh2MjT+n+Pv4XxLzm8SYktxeaLUBjHEqe+mwpLAPhqpMmeCuD/KRse4w+lvN3uoh/Yy+Y26T1XR05ArJMVqQ8tOYo+lmj5mcIeko++F+/7MgZ9hKzLvgf0au0SbYo6xD5BlJZx2vgBpT3/Q9GO9BGW3g3C32jqCJLGZtg/V1ZLb6WKoi6yn7b/gNc09b5DfD3RUy3DnrH6WdjWjYbNNu0PZCv0bNYR+9Alg0P3mHP0Z39MeopXX/UxNY+xRZEzkj85xP0Eu3+QfVFYzVnH8TlyeJQn+1dZdzbubR5iSZ6P1EhtTvqc5yrdkz8T0bzaT8u9LW5KZeCmtyJWtl8pm30azDeE7zq/VI/68t5oubpMhVHhdX/0DaofcU39uy9j3QccQBn5jjc6L91mi6WvbdL7gn1vlXQR7sBWKUfzPgM+tew7/9zWr9m0PkKO/fAGKY3x9G2DbIEvzbwjJ1pp0SW6e//V4UljFXnXk/+GLF9W1X0Ke9Tbx/jXwix/Qfn0IM0Gv4MAWd+lvebbd04H/zI+dko6mlx8pcfYfMVZ9L78jn0gGf015vkAr9mFQ4/+Rs5fH8JHM7X+7QS+UO8478q72qgn+Qty5jTz/P9z/A0/jOnZIf1DsnvfU66UGe2kZnk0/8FPKlTM9GT99FrnJKOvDvCj2B3Ij23ArysQdljD4ug/SH5Gh/4j8W8qde5Ja9Tbv03zPvTLvuUpmjX6LuS7RTI33Yk51cyuj90v7/tNd5cFVXHcDx37vLW1JGKIsUhAhhXwIERJZQSggQICkFKwRIkwBlL5jUFhQR6aQwpdoyGpICA0WmA05YdKYq4iBSLaWEVmpBtIalqEMdpdZpEegA9V2/597z4Ca8F14W//jM75x7zz33nLucJWhSx2cywe2fr4+xfsb66vaXvqo+G2MlVd3Dbf9Wxlz6q465/fX3WfebMWCpovp8u7+qn/RR9dXtY6x/9M3to+6n21f6qfrLfrQT+6rO9lW+79dkGOv5Wbejmi8YJ4yp/PeDpcL+nJSpf9QuYgxaI4PDqxiXhzJ/jHHeM193TjI+tLQvSkqwJ/8S43kozHj8Jv/4x+T5p5mf3HFY7bXcfZM6vo3j1fzjpzneSfpb02nLabFt9c8c5J85xb+2h3Kfyhz2Yo+rOS0WY/MC/yz/UvQV9nYloVypJvY0T8kaPrH59YtOVP+EyWrMKJAiu5cEeO7tGYtzzOEyLXRCcoOvS24oKE/bf5ex9gHOf0S7BjH/PsgYyVhpdpAU2r2fOXL97fyXGLdegNrHMu6FOjJWtJStsfa67c9gzH+FOfgDry1qDjSX8815dbS106jzUb6FFyWkxh5rNtJcBda/KKvKqbG6BXl1nrHbLTvO3acOV/M872+/GrvVuG33JV3o5nOYB/bjYauSMZ65Uc071FPB9XvUeMc/o+aBVO45S60pFL6T/Vimxn/Vftq3V1FzGu0pNGzZrJiVHhZxLr7F+eZmvpkHmWdEWoQzZbB9VDLMMslIaSeDUzqKGpOuW+nMx2A+EHuvVAevSrX5B5lnLOTfGS3jQ/Mlw5rFeyIfcJwq8zscf0tWSLFTZbUKPIN8q5UcQg6O4gAqkafttZ+SaqObTDKy5UlzjMxgjjuWslzW2e+w/iqWDbqe6ZT9JbJRgpXY5K/HGCevGmW879myPrBCttPPF1yvJfCuvORqKauNAHnlAdqQKjsUo8ypirGOyCKcpv7F3jFJN1g5EwuwTB+LnVuu41Id97l1tJI1OM58V0JfS8wcKbWC8lXWbyXmHCk0N8oI87I2X0bcVa5GSpl/C5l/h/vLmVs41kdGGaW0r1R+gUlIxWRkoT++oI1AG7RHN3TBeLTGMPRAT319b3TQ17V10wvlfRzFEvTAMizGTPTT5mMUxiIfE7ECo1GER7QBmIZxyMEYlbbekIzYDKbSXl7NU9FruIFLOs0+zYkQ1+n5Wc2tk3VM4/iHxPboi0noAfZjDvsnpzXU/KzGmr06jkNXDPXmXmeTvk5d307P9yPAntMxvXnTydT3Yp/krMbzuq6l+hj3if5K1zFXU+1dosv18a53Y6q+j1p//FSvM0bWTkc/wFkvOvP0NX1137bUkU6508Qc/RxK1JqGeB+66Xuq/nbX9+2r2zJKl1Pta4OQsZI12iqxA+ulB9YGVjmncDaw3rlp9HDzx/F24H3ncOCCWKw1CrE2cMH5C2pID9b53+CN4BLJa26B605VA1Xeq4wxrcFevleZ4N9obzOz3momxxinmoHduXlYh2hTM2AMndlon0h+o80UaZLlOu5pop1eDPWTvGTZId5BshYmL/QD6k9SeEJ8wc/zH8UzMr7wAq6LI9hJMv2sP/LN+V2tLZhJOR/rAN9XPcyLrInqs7F+rOvz6hOsTo5xjrEnCea05IQG8n6SYN24W7L3tYN8g3XNkMx4Ql24XyOYv+ZejXEkgUPNKziU9xdH6MuNE67hWe3m/Z1xqiIRvt9i3skSn+I7AieZA2t8Tt5htEjM+jHXJ8CeblYtA+mnX3ltVlv2On4F1HMPycz9yczl7MPy7sXuzvcHc4eXtlpy3f3ePVQ0R3uM8zr9TcoNoLyOxpv8D3Woc64dmkqz0m2S9tTxNrEJjBO0ueC2TGRoeXWMiHPstkas0xr2/vYl+X438w7vmKDlNYRd4GRauY6EzvN/wWSMYk/ZLpa/q72cU8yArHWpf+DPstYaImvtedR3GMzTQVboiaJ1k/Q+YhZ98KcX0Sa462zW6NZIpwb/tWbyXSpnxESmdcUT3iW5of6SG4uRf8qg8EPyROhxKQ6eFIlMxxznH5E5boxGBjkO6321lreM0/JthT0Ba3rupdbfNb7//xr38LGn1OYe26fbzt7OGueJjefmU3xzTbFTx+eaqPZaMKtWXq/RkphzX0RJrfkuwXzC2DpQjYN8M8+rZ2T+3B07esdjpnNNHMZ4zvtle+r8Q0PQLXA9ekrnH9PSUIjpccqrcxU6xuMvp0xJUCZml64vS+d3a+XYjm1xypfrdLnPJl/aXy6uOuPALlQgS+d3a6rcdmyLUz5WR7nPJl/aXy6uwC3a2XCVjbzu/8YY0mAvN+KahpnesPJ1+jQE3QK3+C+8/GNaGgqxIU55da5Cx3j85ZSvJCgTs0vXl6XzuzX13WzHtjjlY99Uuc8mX9pfLq46z2UXKpCl87s1VW47tsUpH6uj3GeTL+0vF1+Csa7R/uP0ak6JxtxGa+b9wl1jf7KyE2jm5xesYG5shMbud4KLazPfrY31zHG8xJqmEIMTrDfL6qTj5Sti6WTWnvVJMNaW1UnHy1fE0k0dQ61j9bM716/WOukTyY+xQ5xfqNdA9FWtb9y16RW9RiUaZU6VSPQgruEGLuk0OxknQlxHzEARpqIAfTn+IbGfl3Ym6ZiOBWiNKdqr+vw4dMVQDMMO33XtvHLRESgnHUR/ZHrXRH9IXI1KTMRSfYz7RKv1fRdr38MSXXcfpOnYGZ30/Q5x3UWcRQ35eWirzylb6kj3yjqP4IsoIf+ZTvfS9++qYwdfPaN0OfUcHlD9tI7IIvw7JSRPmF15J1mSaoxFb3nSyJOlimqrlS65xI26zud0f9L1c5mB7tiKsdiMh1Cu+6LSo/W7GID9WAjeZfSqfoYT9TMZqusbpmNE41x0pccp9khLj6Oe/U/wDSzDLHwNUqfNur3R3/raO9TXVt3O6HndTlVvPnbqZz1FX+dv6+z4bVXloreIX9ftilHtetr93kdiLrL1P3DmTrSHiRUOiYR5SpHhKGS/xJ4sfL9zPlzqnIuMdc5HFjvnghPZM2bjU8a4WYx7f5K88BAclLxIFk7g9+SvEFtxPpNyz1J+tB5fh5FeT8zx2PmeYAvch/ZcU4DV2IGbXjrcRuc3Uu8lvEfZ77L3QyiV9C7iZGyg7AKodBeOV3lR7RNDacRHObbBY+323M7bHlXe7uhFN33Ni5FB4Lh1CCe5JpfjKdyrB+lvoTvH/0r5Tl699mziO3fu416nFHnsASjlup4edR81b4Q/pt6PuNccUf//XvUerVaBH1mt5HfIx7NYie/jZ5ii0ka2HGYMXGUFpcjcggtSaG6Uh80+Msq8zP5uPvvEUrmMqeiGPmiPKVDnOmKusfB/7JdpfFTVGYffMzPZWFIEQaosR1uRSgyrQCFFkyCGsMSGIAgCTmZukmsmM+MshKCAIMVKLZSKSq3YWqmCRSnRKrWKS1vFWtuCqIjYWu1CW1uLdsOSm773nvsPQdAPfKjtzzf5PfM+59xzzj137iz/ofeYJcxo5hKmjGli4kwRsyxvNg3O202DgxPbw8Ft7ZFQtD0aWt4eznuYBuf352MzmcXMPBqf35PrPdzfx7Rd53vs9fG9HZz7UKd+np+3yowtGMXcx9zE7GNSzHpmFpUUvMW1hdnjt11fwTzJbOT5d3Xqd+dHzNjA2vZFtM6ZqO50pgeCzvRgL2dGMO1cGprjlITedi7OSToX5qxxqkMznAmhlHNBYKVTrA46lbTaKVCHnSlqSduz9Hzbc2pt2361ru0AbXRKXFS1M1pVOePUcl73Caci8LpTEQwyC3xf5LfH8jk3OFW5b1DJicg/yHs/AeYz+4PJK2o/FNrb/gi/Dm7jex/l+3gO36d5ORv4mlY7k0LbaWuokLbm2vwa80GuCC45mgeC8fbNvI+pIDibKLiFKHcXvz7879G8ofz6PXy0nZPL7blmPXeN0M38Wu7cvpXXSRO54/1zjmTO8n0Tc8zvWGSN4LLjf/sFlx/3Wwq/dTp+c3TO/kRt/P5x3M9vzZzifx8ybfzZfGQkU8rs4/abDH/HONuY+f68+Z3mnW3w5rlzOAscOfS+eYVkvptv9L8bzw0dUH27DKXz+N/7U0sFQRAEQRAEQRCEk+adowQqhJMhpP+3yNlsyO/z0VJwB1HXEUTdeC+Fe4h6rCLqWcSUEPW6hbmbqHeZIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAgfExTR6WeExtFpqi/lU4B60FC6nqjn6MD5lOcepUK6nx+DDAV6uI+e59FCbimvTSo/sMr3IBUG1/geYr/d91z2e33Po/HBHTxShQp4zZ7Bd31X1C83x/cAFeae6XuQ+4f6HmKf4nsue73vvJ/c62gLaRpBw2g4jWWbRjZFKEUJSjN1lOG+crYUJb3HMPfYbHEq5iOlFON/TdXcV08NfCzttSyuFo9eyI9RHtmdKthquceiZh5RxatZvEYNtXimaSqv3MLrZr0zxtjqvZ1oJsFjWnguzqE79jyMRrIN6miNoSLv/GFeIcljNZ83zOdx14hQoz+2klsN3OsezfL+0h3XU8P9tncNsQ/cT533PGgq43YtH3F7w96zcOw1mnUS/pVq7yxZPhrxrhfPbjPPTXk9WR4V9Z41zf0NXt80msx7cp8d25sX957X8d58yxthUROf032Wo96j9neEsdrrT3v31Oa94O4dvQ73eIZ3YfPMND8L5d7V2N6V2B3XEfZ25d7/qHdOd9eN3vXVHbPf41899V47y+fGaPduNHHbvTO2t7viLXrEsOFj9TQ7kkqkE3UZXZ5IJROpcMZOxIt1aSymq+36hkxaV1tpK7XQihZ3r7BqU1azrkpa8ZqWpKWnhlsS2YyOJertiI4kki0pd4Z2Vx42Ug9yy5giXR2OJRt0RTgeSUQaubcy0RDXFdlo2j1PTYOd1rHO69QlUrrMro3ZkXBM+2fkMQk+qU4nsqmIpd3tNodTls7Go1ZKZxosPW1yjZ5qR6x42hqv05alraZaKxq1ojpmenXUSkdSdtK9PO8cUSsTtmPp4llVlXNmTRpSHo7ZtSn7w1p+cXcT1plUOGo1hVONOlFndtDxRNanEtmk2x1JNCXDcdtKF/+X3vJd5E3/f/Omn8V3p5LmcJ1EQ973EeDe23reaczb9YeNPNljH8lHjvl6JmrvS6voBH/bC4KlMwK7Ak/zm2Rg4Bm/vkZjA/tpZuAVri9z3efXl7i+yHUv1xe47uG6m+vjXHdyfYzrozSTQoFXaRRTwwQ7LMpsYvYyOdTIKynqyvMVnRp4iiYyUSbDrGdyeOxOPraJV1SkAysfLOirKvWOwHWQFZDlkGshyyBLIUsg10CuhiyGtEAWQZohCyFZSAaShlwFSUISkDikCRKDNEKuhNiQBkg9pA5iQaKQCKQWEoZcAVkAmQ+ZB7kcMhcyB3IZZDZkFuRSyExIDWQGpBryecglkCrIdMg0yFTIFEglZDKkAnIxZBLkIshESDmkDFIKuRByAWQC5HOQEsh4yDjIZyFjIWMgoyHnQ0ZBRkJGQIZDhkGGQooh50GKIEMg50I+AxkMOQcyCHI25NOQT0HOgpwJ0ZCBkAGQ/pB+kDMgp0M+CekLOQ3SB9IbciqkF6Qn5BRID8gnIIWQ7pBukK6QLpACSD4kD5ILyYGEIEFIAKIg5ItqhziQNsgRyL8h70EOQ/4F+SfkH5C/Q/4GeRfyDuQQ5K+QtyF/gfwZ8hbkT5A/Qv4AOQj5PeR3kN9CfgN5E/IG5NeQ1yG/gvwS8hrkAORVyH7IK5B9kJchL0FehOyFvADZA9kN+QXk55CfQZ6H/BTyHOQnkGchuyDPQJ6G/BjyI8gPIU9BnoQ8AXkcshPyGORRyA8gj0C+D9kBeRjyEOR7kAchD0BaIdsh34Vsg9wPuQ+yFfIdyL2QLZDNkHsgd0O+DdkEuQvyLcidkG9CvgG5A7IRcjvk65DbIF+DbIDcCrkFcjNkPeQmyFch6yBfgayFrIF8GXIj5EuQ1ZAbIF+EXA9ZBfkCBLFHIfYoxB6F2KMQexRij0LsUYg9CrFHIfYoxB6F2KMQexRij0LsUYg9CrFHIfaoFAT5RyH/KOQfhfyjkH8U8o9C/lHIPwr5RyH/KOQfhfyjkH8U8o9C/lHIPwr5RyH/KOQfhfyjkH8U8o9C/lHIPwr5RyH/KOQfhfyjkH8U8o9C/lHIPwqxRyH2KMQehbSjkHYU0o5C2lFIOwppRyHtKKQdhbSjyh9wZUdgZeuACQM5M7cO6M1lhWktbx0wjsu1prXMlKWtA7pxWWJa15hytSmLTWlp7V/KZVFr/3IuzaYsNCVrjmVMK21KynRe1dq/jEvSlIQpcTOkyZSYKY2t/S7icqUptikNptSbUtfabyIXy7SipkRMqTUlbMoVpiwwZb6ZN8+0LjdlrilzTLnMlNmm/Ifa+gxvslzAOP6+SYHSNE1SknSk5SmbUgotM8yGFsIIdNA+0AFllZY90oYdKFPOOTLcW3EgahzhARVRBPcW90IFt+y9R73T+zqfznX59ZxT+ef3PjOJF6BjyRgiSQkpJqNJESkkBSSfjCIjiY+MUK7hYDgZplwjwFDiVS4fGKJcI8FgkkdyuTaI5zwkh+cGkgGkP3f2I315vA9xk96kF+nJy3qQ7rylG8kmWbysK+nCc5mkM8kgnUg66Ug68Or2pB3vbEvakNa8uhVJ4zlBWpJUkkJcJFkl54MkkqiSC0ACcXLSQeycbEHiiY1rVmLhZBwxk1iumUgMac61aNKMNFVJhaCJSioCUcTISQNHOtEa0RvIjcYt+nWOrpGr5ArXLnN0iVwkF8h5lVgCzqnEYnCWozPkNDnFtZMcnSDHyTGuHSVHOHmY/En+IL9zy28c/crRLxz9TH4ih7h2kPzIyR/I9+QA+Y5bvuXoG/K1ShgLvlIJY8CX5AtOfk4+I5+ST7hlP/mYkx+RD8kH5H1ueY+8y8l3yNvkLfImeYM7X+foNbKP7OXaq2QPJ18hL5Pd5CWyiztf5OgF8jzZSXYoZw5QylkBtpMweY48S54hT5MQeUo58fe1/iRveYJs49rjZCt5jDxKHiEPky3kIV72IG95gNzPtfvIveQecjcP3MXRneQOcjvXbuMtt5JbuLaZbCIbyQZyM3f+i6N/kn+Q9eQmsk45JoG1yjEZrCGrlaMarCIrlUOCeuXAX8b6CuXoBZaTII8v47mlZIlyVIHFPL6ILCQLSIDUkVpe7efx+WSeckwBc3nZHO6cTWaRmWQGmc5z00gNP1k1j08lVdw5hUwmk8hEMoFU8kuP5ycbRyr4pct5dRnfqJSM5ccdwzeSvKWEFJPRpEjZPaBQ2SPvUKDskd/e+cq+GoxS9kwwklt8ZISy4/8L9OEcDSNDOelV9uVgiLLfBAYr+wqQp+z1IFfFe8Eg4iE5ZKCKx3/f9QEc9Ve2MtCP9FW2yG+NPsStbENBb2UrBb2UrRz05FoP0l3ZOoNu3JmtbJEvlqVskT+bXUkXHs/kO3QmGbysE0nnZR1JB9KetFO2yL+ltqQN72zNO1vxsjTeIkhLnkslKcRFkkmSso4HicpaCRKUdQJwEgexkxYkngdsPGDlpIXEETOJ5U4Td8ZwsjmJJs1IU+5swp1RnDQSA9GJ5mmwTBaRblimiOuWKnENz1fRFXQZc5cwdxFdQOfROcyfRWewdhrjU+gkOoGOY/4YOoq1IxgfRn+iP9DvcTXit7hp4lf0C/oZ/YS5Q/Ag+hH9gPH38AD6Dn2LvjHPFF+bs8VX8EvzLPGFub34HH2G50/NGeITtB99jPWPMPehebb4AM/v4/k9PL9rniHeMU8Xb5unibfMNeJNnH0D972OXkOehn143YteRXti54tXYv3i5dhasTu2TryEdqEXMf8Ceh5rO7G2A3MKbUdh9JxpsXjWtEQ8Y1omnjYFRci0XDyFnkRPoG3ocbTVlCkeg4+iR3DmYbjFNFM8hOcH8fwAuh/P9+Gue3HXPbjrbszdhe5Ed6Db0W3oVpy7BfdtjskXm2IKxMaYGrEhZqu4OWabWGtsJ9YY3WK17harZL1cGaqXK2RQLg8FpSmom4KuoC+4NBgKHgh64pvGLJNL5NLQErlYLpSLQgvlbsM6rdqw1tNfLggFZFTAHqgLGM8F9FBAHxzQswK6QQtYA2kBY2yd9MvakF9q/kJ/vT/sj+oX9h/yGzS/HrOrYd8Ov6ulF3qW+c1W73w5V84LzZVzqmfLGfiA0901clqoRla7q+TUUJWc4p4sJ7knygnu8bIyNF6Oc5fLilC5LHOXyrHYP8ZdImWoRBa7i+ToUJEscOfLfMyPcvvkyJBPjnAPk8NDw+RQt1cOwZfXUqwpaSlGa+QD5Kfgk2guPTfL5XEdcp1yRWmusGufyxhvSRbJhnRLkp5XkKTPTVqRtCnJaEncn2jwJKZ39loS9iccTDiZENXCk5Dexas5rc40p9ER+W7OUSXeRnMG0+yejd9VONu091ocusUhHIYhJx36Os2op+m6pluBMRp7duoO4TXuwZSmNdF0fbNWkuHbFa2N9oWjCyvC+vpwu+LIq6eoPNx0fViT5RWl23V9Y9l23ZBXErb7iso5Xrthg5aa6wunFpcq45YtqbllvnB95NnjaXxuiDxr2FKWUVkbqM0o9QzQbIdsp2xGx17rfqvBYtEtlgaLwWPBh7fEiThD5KUhzuiJy+7ttZiF2RB5aTAbnR4zZiLfr0NsYYnXYhImg8wxFZgMHlNOntdjyszy/sf33BH5nnznjLpKvFTW1mU0/sKoTA9EhhmR2civ2jqMI/8EGsdaxt/+cBuYUIufun9P1v39qf/1H/2//QH+/3+2a/gjUjqowbBGqzKsRqvQSlSPVqDlKIiWoaVoCVqMFqGFaAEKoDpUi+ajeWgumoNmo1loJpqBpqNpqAZVo6moCk1Bk9EkNBFNQJVoPBqHKlA5KkOlaCwagyQqQcVoNCpChagA5aNRaCTyoRFoOBqGhiIvGoIGozyUiwYhD8pBA9EA1B/1Q31RH+RGvVEv1BP1QN1RN5SNslBX1AVlos4oA3VC6agj6oDao3aoLWqDWqNWKA0J1BKlohTkQskoCSWiBOREDmRHLVA8siErsqA4ZEaxyIRiUHMUjZqhpqgJihrUgFcjMiAdaVqVjjn9BrqOrqGr6Aq6jC6hi+gCOo/OobPoDDqNTqGT6AQ6jo6ho+gIOvwXtfWSzQUch3HYuwvbaRlNMmkF/hswIZTcbyGXEJIoKUIXuYYiRIQkWkZPs3bg+J7zzH+T93N+/OGSC35zzi/O+MkpJxzzgyMO+c4B+3xjj112+Mo2W3zhM5tssM4n1lhlhWWWWOQjC3zgPe94yzxzzPKGGaZ5zSumeMkkL3jOBOM8Y4ynjPKEEYYZ4jGDDNDPI/ropYduHtJFJx08oJ02WmmhmSYaaaCeOmq5Tw33uEs1VVRyhwrKi27fKIv9x/5j/7H/2H/sP/Yf+4/9x/5j/7H/2H/sP/Yf+4/9x/5TigZEA6IB0YBoQDQgGhANiAZEA6IB0YBoQDQgGhANiAZEA6IB0YBoQDQgGhANiAZEA6IB0YBoQDQgGhANiP3H/mP/sf3Yfmw/th/bj+3H9mP7sf3Y/lV3+Jrfzat+wDW/okLhv4/ZvysuufVXgAEAYinSYw0KZW5kc3RyZWFtDWVuZG9iag0xNzcgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyOTE+PnN0cmVhbQ0KSIlc0UtrwzAMAOC7f4WO7aE4jz4hBErWQQ57sGw/ILGVzrA4xnEP+feT4tLBDIk/IymxZVnVT7U1AeS7H1WDAXpjtcdpvHmF0OHVWJFmoI0K99XyVkPrhKTiZp4CDrXtR1EUID8oOAU/w+qsxw7XQr55jd7YK6y+qmYNsrk594MD2gAJlCVo7OlDL617bQcEuZRtak1xE+YN1fxlfM4OIVvWadyMGjVOrlXoW3tFUSQ0SiieaZQCrf4XT7exrOvVd+tFkXFyktBErqIr9iX6Qs5jTs45eRqdsrPojJ1H5+xt9Ja9i96x99F79iH6wD5GH9mn6BP5yP/NknO1HOS+Yz4SdR4e/VI376lVy/UsPeLuGIuPG3SjA6riR/wKMAAR5o2mDQplbmRzdHJlYW0NZW5kb2JqDTEgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0ZpcnN0IDE1L0xlbmd0aCAxMzQvTiAzL1R5cGUvT2JqU3RtPj5zdHJlYW0NCmjeslAwULBUMLFUMATSpgo2NvrO+aV5JQqG+m6ZRcUlQDkDhSB9n0Q4M6SyIFXfv7QkJzMvtdjODqjBEaQXJBWQWJQK1GoBUZdZkpOq8e8/gwdDPkMWQyKDoSZYtUu0obkRWEVEZJSCrqGRgpmBuUJeaU5OrH6wvnt+SL6dHUCAAQCbWyhRDQplbmRzdHJlYW0NZW5kb2JqDTIgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0ZpcnN0IDgwMy9MZW5ndGggMTI3OS9OIDEwMC9UeXBlL09ialN0bT4+c3RyZWFtDQpo3uxX224bRwz9Ff5AvXPh3IDAgFOjL2pSwzbQB8EPirFwgtjZQJGA+O97ZkhZriyvCmNd1EABQbPDJQ/JQ85lrSVD1lGOZD1ZW8gynjLZQC7iEfIUoJLwy4Es3mRvqSrmmMjhVTGeXBX5Qs5hLEwOIuMwx6NJ+AOcNZhHjIw5TG3CPMMELquq40LewBR4cOE8wvAOY8EceMyJfIUyjjzwQsAceNFa8sCLVR94CUHWUFIyxMDLMGbgFQTFMDVQ5uoCOSIU7+CEA8bMxBGugF9deSTHgKpx1NB8iAQqvEc+AS7ZWArAY5ARgBeQbABeyIkC8GJxBBOfCubAy9FQqCGmTAF4uUSCyBfkH4FXEEcEXoGTCLwSM6EEvqA4EaEaA72IESSDejZIDipsABoLxhSppQz+k0XKqGtCKhakpkoBkkHobAGSgGeRL0wYhaIEPId8ERo75IvSsEPwGXgORhl4IJAy8Lw1lIEHwqhS5kEaWoM9gkWo7KEEChgBUwYeHFEGHhSoAI9BUgEeIzhAMkOIEnMwmRA6BzRJAV5AcUARB5ACCjmCpwK8CJ4K8GLtS/jgCBYsisGxtnGrHqiyaCNOtVcx4YSIrQFqNlUC2Fx72AA3ox8sfHNG1WqTck51LQC5AP7du25Wl4ih8+5ssey/rS6XfV+Xy98lH/ufq1l/T7Y7H277D4vvdSlVlcv77313sVqur5ve+TCsjo8bKrq0YcBZe7jo/hyWXz8Nw9em8HF992Nu6lLEy6sm+vXzYrnqfvtys172Mvnxue9X3UV/vepOvyxulou7zWtMb4ebR+8/LK6Xw6P5JSJ+P/zsTgC5cdydDtfrO6TUJFvl4+P5t/XtLf3/99//w6aNhnlNB2lCB9gd9oDZMqELbGx7wJx9ZZr+jT/nXjkJ56csBO8tRJjSxd7md1N2rNvbsW7KjvW7Het3m9XvFt7vFsrvku23PF+18yeHdvbI4XN2g3Xt9By6PG3HzQn2ksZcPQINN233rPasXiAP6zjfdPyYjs8HdE7mNko69TpTz8dqxq6amVH32UInuNGcWXN2xlTlsVCdDYdVKiuBx1Q8H1apnIQwphL8uEplzSlrfsOaC6laxTHg5MZVKrBRYPsAnFp/mTJmFmQx2VC2Zi1RM2oV1So9WLW6Wh5NXgiGWdiata7m0dSCcha2nOXKmR/jzGsk9dtEX51rg/ks/TW3LPtSvZrLWNSTkhlk2Xtt8bPNlRFgi0+3fcN7jzvc/BdrjzLjuo2xGOSXvTky+AyIJh05F6+6P7rfF/fDWu+ecxYPElz9PmqDJMp+4866RxfTdhvcrBENpOagsSqGVRArKFQ/92TU9cpjyZy0e7siG7U0amm06kZZM8qaUdasRmI1EquRWD/qsUR1WAS3CGxRVKOoRlFle3kWjXXzmGu+ki5ppbXQWmcts1ZZ20y6TDcDXc269ibsgDOt8rYvp5LM9Gz6Z8rzLAlmoSkLTVloykJTEZr0rlOEraIzYasIWyVsaHrqSG8yWcyzmGcVirncT/abJ7GThV4/qNsgdklySJKD3meSpJIklSSpZE0lPu9INlDSjVr2aZIjifTMi+pIPEQdxFEUR0kd5RFCtAnFXDdi2YdJd3O5h1ztLaUeBw9b3osl4Q1K+A1K/EQS9/YlL9wx3ZPtbBLJTL9F97x6YaD2ictJJDP9Djms/JcAAwAtAqdnDQplbmRzdHJlYW0NZW5kb2JqDTMgMCBvYmoNPDwvRXh0ZW5kcyAyIDAgUi9GaWx0ZXIvRmxhdGVEZWNvZGUvRmlyc3QgNDczL0xlbmd0aCA1MTUvTiA1Ny9UeXBlL09ialN0bT4+c3RyZWFtDQpo3uyUwWobQQyGX0UvUO9IM9LMQAjU7S0tNUluJgcnDiHEeEtoaPv2/bWrXFK3vZhASw/DPytpvpF+e5eZKRGzYBlWJm5YXEh6gyplrlMuZ89XyqrQRrkWaKfcUS+JijOEqWSGChUFVzIV69BCpYEnSprAEyPFYqmkBTxppAaedFK/PyeyBB5YBiZnISvg5Uym4OVCVsHLStbBQ2/V+8+VKmKcG1UFL3eqFTycbbibC1Mr/izUDFzsWwWvFGrOQS+dvc6oo4ZLpe79l0a9eR77lFDgwyVMxwpKApYV5cl7U/fPm/EGvBOeHOt+ykd2P9U9cAPVTele7FP5UfMxK4rn/kA1b8Rh5vfBInar1PPmUDfMzKM4atUfhE5OhrO1+5rofPJ1Uvg6K4dKaJ7V4rGEauhzvIZO2KthhV/dd8PFcHl+ejrfGTUSDAmGBEMi/zsEx1mOs899PbM5xuIYK0RiOonpJKaTebo5fejK1fTPj9D7vzEkRwzxvxRaLsdv6zfMizZ9gHjRE17HltMiVXxcUl2I2NXwafiw+T4+fQlMSS//IMeJnNH8ph1OlV+kVjS/eMePLDc3D3eP49N++27cjY/rtGiaOj4oP21eWITyi8+bPRnCl5vr3e1/3Cvilrvx5uHt7v5uP3y83253t3+4YDgfv04Reb15DkR/CDAA+bTyug0KZW5kc3RyZWFtDWVuZG9iag00IDAgb2JqDTw8L0xlbmd0aCAzNDA5L1N1YnR5cGUvWE1ML1R5cGUvTWV0YWRhdGE+PnN0cmVhbQ0KPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS40LWMwMDYgODAuMTU5ODI1LCAyMDE2LzA5LzE2LTAzOjMxOjA4ICAgICAgICAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIgogICAgICAgICAgICB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iCiAgICAgICAgICAgIHhtbG5zOnBkZj0iaHR0cDovL25zLmFkb2JlLmNvbS9wZGYvMS4zLyIKICAgICAgICAgICAgeG1sbnM6cGRmeD0iaHR0cDovL25zLmFkb2JlLmNvbS9wZGZ4LzEuMy8iPgogICAgICAgICA8eG1wOk1vZGlmeURhdGU+MjAxOS0wMi0wNFQxMDoyODo1NiswMTowMDwveG1wOk1vZGlmeURhdGU+CiAgICAgICAgIDx4bXA6Q3JlYXRlRGF0ZT4yMDE5LTAyLTA0VDEwOjI4OjU0KzAxOjAwPC94bXA6Q3JlYXRlRGF0ZT4KICAgICAgICAgPHhtcDpNZXRhZGF0YURhdGU+MjAxOS0wMi0wNFQxMDoyODo1NiswMTowMDwveG1wOk1ldGFkYXRhRGF0ZT4KICAgICAgICAgPHhtcDpDcmVhdG9yVG9vbD5BY3JvYmF0IFBERk1ha2VyIDExIHBhcmEgRXhjZWw8L3htcDpDcmVhdG9yVG9vbD4KICAgICAgICAgPHhtcE1NOkRvY3VtZW50SUQ+dXVpZDo2YmJhY2ZlYi1iYjUxLTQxMWEtYWVmZS1iZDEwYTM4Y2Q5NDU8L3htcE1NOkRvY3VtZW50SUQ+CiAgICAgICAgIDx4bXBNTTpJbnN0YW5jZUlEPnV1aWQ6YzQ1YWUzYzEtY2U0OS00NDgwLWJjZjQtMGM5MGYwYzQ4N2QyPC94bXBNTTpJbnN0YW5jZUlEPgogICAgICAgICA8ZGM6Zm9ybWF0PmFwcGxpY2F0aW9uL3BkZjwvZGM6Zm9ybWF0PgogICAgICAgICA8ZGM6Y3JlYXRvcj4KICAgICAgICAgICAgPHJkZjpTZXE+CiAgICAgICAgICAgICAgIDxyZGY6bGk+bjcyNTQ0PC9yZGY6bGk+CiAgICAgICAgICAgIDwvcmRmOlNlcT4KICAgICAgICAgPC9kYzpjcmVhdG9yPgogICAgICAgICA8cGRmOlByb2R1Y2VyPkFkb2JlIFBERiBMaWJyYXJ5IDExLjA8L3BkZjpQcm9kdWNlcj4KICAgICAgICAgPHBkZng6Q29tcGFueT5TYW50YW5kZXI8L3BkZng6Q29tcGFueT4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+CiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAKPD94cGFja2V0IGVuZD0idyI/Pg0KZW5kc3RyZWFtDWVuZG9iag01IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA2L0xlbmd0aCA1Mi9OIDEvVHlwZS9PYmpTdG0+PnN0cmVhbQ0KaN4yNLNQMFCwsdF3zi/NK1Ew1PfOTCmONjQ3AooGxeqHVBak6gckpqcW29kBBBgA+08MSw0KZW5kc3RyZWFtDWVuZG9iag02IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9GaXJzdCA2L0xlbmd0aCAxNTMvTiAxL1R5cGUvT2JqU3RtPj5zdHJlYW0NCmjebMzRCoIwFIDhV9mdjiDPxrQMESTrKkHoCY7uQFJtcpiQb9+C6Krbn59PFaUAUVVZs4Sb59TtdG6MzI7+OaNb0yu6gM4Sx8SEYfKuxUBpe9CgStBgFOh9bjagEoDke0WoGdkPGETfnju8EwulxIyM4vQa6SGzztt/UPGDevZ2GSlK1g/0ccRlGhh5jdQWZF2/BRgAWJM2bQ0KZW5kc3RyZWFtDWVuZG9iag03IDAgb2JqDTw8L0RlY29kZVBhcm1zPDwvQ29sdW1ucyA0L1ByZWRpY3RvciAxMj4+L0ZpbHRlci9GbGF0ZURlY29kZS9JRFs8QTREQUYwMjYyOUM1NjE0QUI4MUFBMTAyMkQ3NDNFN0Y+PEJENUE0RjRERTQ1RTM5NDhBMDc4MTQ0RUMxRDc4QjZDPl0vSW5mbyAxNjkgMCBSL0xlbmd0aCA2OS9Sb290IDE3MSAwIFIvU2l6ZSAxNzAvVHlwZS9YUmVmL1dbMSAyIDFdPj5zdHJlYW0NCmjeYmIAAibGukQGJgbGJ0CCFcRiLgQSvPNAYhNAxDegkqxjQBYDAyOMYPyHwh0lRgDBOHc0DHASTCdAIcQAEGAAVkoKXQ0KZW5kc3RyZWFtDWVuZG9iag1zdGFydHhyZWYNCjExNg0KJSVFT0YNCg== SANTANDER DE TITULIZACIÓN 150000.00 365 0.025 75000.00 17500.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S N MODULO ADICIONAL 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 20160101 20160401 20160701 20161001 20170101 20170401 20170701 20171001 20180101 20180401 20180701 20181001 17714000.00 17916000.00 18000000.00 18000000.00 17829000.00 18000000.00 18000000.00 18000000.00 18000000.00 18000000.00 18000000.00 18000000.00 8289000.00 8180000.00 9281000.00 7470000.00 8159000.00 7949000.00 7539000.00 6646000.00 6973000.00 5838000.00 6222000.00 5382000.00 -29000.00 -67000.00 -62000.00 -18000.00 -41000.00 -21000.00 -30000.00 -22000.00 -18000.00 -37000.00 -25000.00 -28000.00 139000.00 144000.00 114000.00 131000.00 138000.00 -180000.00 157000.00 200000.00 202000.00 215000.00 216000.00 227000.00 -17915000.00 -18000000.00 -18000000.00 -17829000.00 -18000000.00 -17865000.00 -18000000.00 -18000000.00 -18000000.00 -18000000.00 -18000000.00 -18000000.00 -8198000.00 -7647000.00 -8392000.00 -7754000.00 -7968000.00 -7883000.00 -7615000.00 -6409000.00 -6929000.00 -5963000.00 -6032000.00 -5277000.00 0.00 -526000.00 -23000.00 -41000.00 -38000.00 -19000.00 -19000.00 -19000.00 -19000.00 -20000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 918869.00 0.00 76000.00 0.00 13000.00 396000.00 209000.00 34000.00 362000.00 284000.00 0.00 0.00 918869.00 0.00 76000.00 0.00 13000.00 396000.00 209000.00 34000.00 362000.00 284000.00