FTAP 8126 F.T.H. U.C.I. 12 Santander de Titulizacion S.G.F.T., S.A NO NO 20180930 201246000.00 215782000.00 201246000.00 215782000.00 201246000.00 215782000.00 194860000.00 209724000.00 6810000.00 6126000.00 -424000.00 -68000.00 0.00 0.00 0.00 0.00 54093000.00 56815000.00 4876000.00 5546000.00 38650000.00 40493000.00 38650000.00 40493000.00 26454000.00 28057000.00 1070000.00 1086000.00 45000.00 47000.00 11073000.00 10705000.00 743000.00 724000.00 -735000.00 -126000.00 0.00 0.00 0.00 0.00 0.00 0.00 10567000.00 10776000.00 10567000.00 10776000.00 255339000.00 272597000.00 212541000.00 226847000.00 0.00 0.00 212541000.00 226847000.00 202191000.00 216497000.00 169391000.00 183697000.00 32800000.00 32800000.00 0.00 0.00 0.00 10350000.00 10350000.00 10350000.00 10350000.00 0.00 0.00 0.00 0.00 42798000.00 45750000.00 0.00 0.00 26458000.00 28061000.00 26457000.00 28060000.00 26454000.00 28057000.00 0.00 3000.00 3000.00 1000.00 1000.00 1000.00 1000.00 0.00 0.00 0.00 0.00 16340000.00 17689000.00 16330000.00 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9092000.00 151.00 9571000.00 301.00 26494000.00 117.00 11154000.00 121.00 11659000.00 296.00 40771000.00 286.00 18737000.00 294.00 19854000.00 717.00 72450000.00 40.00 3365000.00 40.00 3464000.00 85.00 9771000.00 69.00 4281000.00 69.00 4451000.00 174.00 16358000.00 162.00 12703000.00 163.00 13156000.00 400.00 48599000.00 392.00 34331000.00 409.00 37096000.00 1024.00 136754000.00 63.00 2518000.00 63.00 2665000.00 134.00 8826000.00 159.00 9981000.00 163.00 10642000.00 362.00 32963000.00 559.00 56049000.00 575.00 59482000.00 1280.00 183355000.00 29.00 1991000.00 29.00 2056000.00 75.00 7534000.00 15.00 1305000.00 15.00 1353000.00 30.00 3963000.00 13.00 676000.00 14.00 867000.00 21.00 2239000.00 218.00 14692000.00 225.00 15802000.00 645.00 65032000.00 56.00 4672000.00 58.00 4924000.00 129.00 16201000.00 3167.00 239197000.00 3261.00 254612000.00 7886.00 900000000.00 3167.00 239197000.00 3261.00 254612000.00 7886.00 900000000.00 1.15 1.12 0.39 ES0338147020 B.T.H'S SERIE C 238.00 100000.00 23800000.00 238.00 100000.00 23800000.00 238.00 100000.00 23800000.00 ES0338147012 B.T.H'S SERIE B 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 ES0338147004 B.T.H'S SERIE A 8672.00 23000.00 195845000.00 8672.00 24000.00 211754000.00 8672.00 100000.00 867200000.00 9000.00 228645000.00 9000.00 244554000.00 9000.00 900000000.00 ES0338147020 B.T.H'S SERIE C S E3M 0.60 0.28 3000.00 S 23800000.00 23803000.00 ES0338147012 B.T.H'S SERIE B S E3M 0.27 0.00 N 9000000.00 9000000.00 ES0338147004 B.T.H'S SERIE A NS E3M 0.15 0.00 N 195845000.00 195845000.00 3000.00 0.00 228645000.00 0.00 228648000.00 0.00 0.02 0.02 ES0338147012 B.T.H'S SERIE B 1914000.00 0.00 1914000.00 ES0338147020 B.T.H'S SERIE C 20000.00 6177000.00 17000.00 6143000.00 ES0338147004 B.T.H'S SERIE A 5654000.00 703339000.00 98420000.00 4823000.00 682829000.00 0.00 98420000.00 5654000.00 703339000.00 20000.00 106511000.00 4823000.00 682829000.00 17000.00 106477000.00 ES0338147020 B.T.H'S SERIE C 20141129 SYP B- B- BBB ES0338147012 B.T.H'S SERIE B 20180630 SYP BB B+ A ES0338147004 B.T.H'S SERIE A 20151101 SYP A+ A+ AAA 399000.00 121000.00 485000.00 1015000.00 23000.00 282000.00 383000.00 402000.00 323000.00 477000.00 543000.00 297000.00 9768000.00 9978000.00 8602000.00 216832000.00 232191000.00 891078000.00 228645000.00 244554000.00 900000000.00 16.69 17.35 28.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 3600000.00 4.53 4.23 1.15 SANTANDER UK SANTANDER UK SANTANDER A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp S S S 85.65 86.59 96.36 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 18064000.00 16994000.00 7.55 6.67 7.49 18064000.00 16994000.00 7.55 6.67 7.49 Nota de Valores 18.00 10921000.00 10600000.00 4.57 4.16 4.56 10921000.00 10600000.00 4.57 4.16 4.56 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 12_8126_2X2018.pdf 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2ZXj+Nz5Mpq7csw0xJwQETONY6aFYmpx7h7Uo3Urd5bH7duT6XFv1kbmenFdlunJc/uOy+sB8tpMkY7qcCQlIYU7q8GkTLdPy3dn+bJnTyrNys9EfuXVYjI8GeNjWrei8phquKyGK19zT3G51rynJi/05lndynWKqi5u6zOSswrG+QbnerMyE5KS8qQfZci8fHaGzyXzck8WZabb3OWttpXevjmOCvNbxo7zjCsY5fUZBUhUamSVli721Wrpa+HJ9LWYd7gBHnm8r5UnM8vX0oPMcoaEbqD5rOQ4j7v0BKHwnuM/VPYpUD52ctwJEpfiEUPVhPDgNaFsKCGeLylJlOW2zWlUCIdvUa6X3W4qTPBTWmrLPJ+eL0K2BUPqDRchi4IhoeT5niTRVFn56t/sSQ18iwrdrVuh9uW/ZPxDuNtnpOQXjp0ktGB8qSczk+ttmNeXlomLtAL1rFnlbVMRvyAfDzFZVEOu15fqKfbV9aRzBHi4RRtMHuqVSVQyX90MH2w0lcqXmpUpyuXOKs3P5AKKvDy53i3U3vmyvIM74Zn21IHyRDl88RlolJSsUu+4Cb6L8hPGoX9OcHsTknxpeai+PI93fJ5oJU+cr8WXuF2SvKNMhWeLiB2MLJ7clRzl9uoJRp5oLXi4s/E/T3oPBMShuaRTtGh6D7dXS6BgNNxFxRBXlfKBw0jO6CuCDJE0o29CUl4S//1NkRJUmaxkX1RYXnHwCJWJ7/OXRePYokAt3FnjM8MKWClTSxVQ5VZ1OXVRF+rGSBElmrNvMMhIxpsLPx3ZSC/Rig3cPhrs9nrGe/I86ENpg73i2URdy/bNGerJyR3pla2tesmwSi4O78IuHyUhOOjQM9AHs1smBJtVuvtId8jZNyK4XzDYXRrlyRlaKjL3qAzJjTcID22n9Cu4rUvtDng1szG6ebILPO44d3ZpwWZnUWFpeVpaaXFW/qRuIg9Pv3GlnqHeHgmyrEO88xPmiVvVphwtZ1h661YYe9LLPdqS3PI0bcnQkd4tsGXdS4Z5/bqmZ+Sn55U3Q5h3i5soTfrqwld4CodbOEROQ+CIkvETtqQRLZKhpvSQ7rGbNZJ+UUE/jcZu1tkvLuinw89kvzTpJ/7QSA0moYox3Ga5x4nmuT5vUml+nni5KB5NiX+aT/P0JJ/u6Vmu6XasL8YzPt1XzZMu/HsJ/17sbwt/FzoG5kJUjhiTSvM9GKfQobyUoHFXNESW7s2OM8ybtCfheF4SutooMNLri26Jsd9K7o94fQT58O7jWzS2QJSDhntFWldyv7F56LbBDBGlny8aOUSrHBAjW6YR3RGJxqJt0IAy/SI4fIvyfHktxU29k/Nkd47zUV9PNzQ752mliBul5pXW9rST7yZehZjkxUKiUTYa6mWfBDhxszyuJFcsSj7Wg6Cx+W7Utkljh6Kr81gak8A+4zEkminjJTEJKpDEYxnJ1arH+KLbIEP8E9fV2ohX0kp25eVx4aVrsYqAe8f5qqFEKWFVqRKgdhDUT5QF/xajqCLqdpFN7mYa4pmDkUUUWubkQrCvenK/Agz+nL4afDxdgomjxBhRTeXxKvu6xJPHot6N5GGbncc9c5PC/lq38ojJQXRMStiCjk15pZEevitbtm4VFelbXXqXlkZVrzoB11dU9ZDCk9DVsUQMkPZqzJozn5wuif5B+IT/1bzErHHOpWFVbx7AWvQCsTs47wvM66nM7EGDqsKqRmWSJlRTYBylMtArTHuAAWA4uEb5lxkbkaYh9TuPWPgLMrAubkplelNnJDQFmgn6goHgSrAI/k1Bovkm4j1Ghv6Y87SZj7ICo1Ayw/iXup5N9cwFVGYHkHdWFSSByTT4H5nBIJ/BZjruBaz5uL4B18wUocYbeHbmIuAJuU9SbDhWV7r9QjFfpHhXGrWMxJxESWZziovEeJ/aKxKFmn0o5kKx7nQOCcwuVGK8TSOrwlxKJeAG8zFKERh3Iu6d1EypW9EEtAW9lH+J4UW6B8hbBSWS7dRBj6MSPc7Jh14EHQZ6g6FgPLgO/g1AvHk14k0m0ic7D5kW0gK9QnKLUZ2vjVhqZdajErsvwndVwT3gExr+jxxm7Dboy2eRLzAPwi8ZyowUalxNGQoN2CH3dZQAopQmmBvp5gumIyXYpdQyEtNEve+haudxJ/VUxEv9jfpE0LkKP4ndnjFzaIGRR30V3cOu+7rmgyjqa9dgEDfHfB2UgRy63HRR/wtBX0IN7R3UMDqaGpp7w66vjuCGCJS/vSmCNyJQ/pXiD6CGUf8Oy/u7c2FWvCKLGrrGUEP084RI5LOezwIzx1ltFjintD9oqvaHMwfaCDoWdAazQRGYCf8osMA0aKrZjabr1ZxPFUXGftS5QsQB7fSZUnvpjamuUUAL7BvFvSoxVuppZ4XUAWiPf2IkY2+VbRfMJ0f/mBYwzq/QEcal1I9xHCgF3dYHjFlMC/VaiP861dePAaEfUYIVhznk6QvDSqP6rlLQ/MJAOedGMKYKP4nxJsVbJ8kTifEkxqa38G5E0oayFIbUYTQB7+pw41EarL9CnfQTNFLPpC7Qbvou6qa9Q431BzAWnaGR2jwapN3sHNC34Xo2xoJpiHsKnKCuMp1IQ9Bu1EM7jXRIoz+KvpdAbn09eAx11w1j30SMZzeDNWLWrgiAr/VJ5/kdMjqhPTD2GfdLv3vBuAi/FWC8Jnba7wDLwArpPxVMMnLhrgmKwBLpfysoMi6Cuw+YLv0eAvOMunA3Bs2k3zqwWl+N8jwC1km/Q+CgDhtD3wGeQ9yvYW/UA1kyHDZNRU0NsdCXSeoh4X82Q6AX0QRovl4idbiu00S9VdBecWYIGwRlKjNXU0u2IQKrxJzG9kJgnpib2V4I3A3bYJC0A7ZRo+B8b/xMA3gOd2qKNGLeNnZQfzEH83wZGCDURt2J+dSeTddinu9nzQj8FpoXxVxYG+N8DUoKzWUYW0Pz1kkazvMWbJc4Z4icjxKpVnDeMe6mEaG55AGeP4x5NFDOB2Fjt/UiyoBx3fqYpptfIa7gBYypgtF4T4fQEONllBs1Z6zHmA307ygN7/MCySjYI3eSqfenuYD0/s580ESOK4eRN8YP4zX09XqYFxIpMzQmPExusyeNM6+kbKM33vNmpJtjaZZiJmhu3UvpIBP9K9o6SrOtrbABgX6rbEvT+F22dSe9Gc0P0RHvTRwNE8j2nEF3yPa8RjEXbVRIMWE24+X2eupmfEo9rc4IUyh7cKCw9YL2lhVFMa5LKEa2M9rV1SrMjovhdhZ2atD2MgsoSvINxoW3uK1ha5ZZLsS7gwa4WiOPKdKejbXHwq8IDELdDKJBrkG4vpfSMD/EWjVBI6QX/aIxLZF9I0nRDe29Sc7BQXsoEW15Kd69/qYPYQpl4wwV9osZCz9BARmyvzygbJL94B7VV4TdFbQjPqL6ArR3I5Rf9hf0jxLzLtCOcm3YRfYKmU8Daz+0IdIfodHGj7Bflsg4/c1SaoL4TVCPZGfgvtMQB/M/6oxk3zqBcf0jxc9iDnKKzHUYr8R8FzaHW9/AvptC3cxZ6HuzqFiomgNni3lN5COADVPX7kS1ree4H9sj1VzVD2TL+WduyOYQ80wiRYu5LjQ2n0KbTaR0MXabCxH/coQdo7Z2AvIaDPe16JN+vpexEO29iPrbNq4rYCcVOafE3Gz2plrGw3g2BfrqvwX6/XQE3C8wnqOZYKjAjCEv2mcfWGqMoSJjOGWh3erLPt2R1ugemm+V0/Xwmyr9laKNxik7T6ryS9C3I7/ttD6o6Fd54J6gGsWkG70wN+3Rio0KbTHcjeG+DDZAd4FR4ZwQuHrSTeHA7xSec3nonVuAciygAn0lrQIjMCd1ApP1PCoCY/VraRkY/1fxDGE3V1A+KABXmG/QELTZCFwngq7aQcytN9JcC+O/NZsoqjeRqy3IZLWfpAcFGCsnWzupnXUAY8TLqPMKrFU2UQ/4u3HdDzrE9NLluF4PMuEW12PRL+rhuonxBbU2VmP+/RPv8GoaBiy7I3WNGoOxooIau3qhL3emRuiXA/WDsNd+RbyfKQPjf6LxLdao6Zi/t1KqmUYDcN0HeXYFy4EXDAeNQD4YBnLBZSAdfdirP4m6X0O5xi1Yv76P97iUrjL2kte4ipKNDzA+fYZxcjXs6NWoi9U0GAwForyFIAv0AV0E55Uv84LL16yq8hmp6BMWNdGfpZ66D/bIcfLofsrQD8OGW0Vt4O6B6076fvSbd6StkqPtogGgz3+TFvN6KtIm68XUVp+FdNdgrptCl+rz6BK9AHneRon6dPTzC433sdPGaEVdrMVgOchQOhIsA6cx3whWUXfre3CMutsu2HDllInrTKuYWlkfoj8soK7W9ZTtOo42qaAOoDMYBpqCoeo6V/QxMAFkgeGib4NU61usEbtSU/tZvIeXow9qVAPvVEDYG8IOEHOmnY7xYCLIok5455aBxWCTwH6eZtvPa1FBjbmOltkpNN+cQM21T2DrAFwrnE/BwXPuC0VbF7FHY/3THk5ov+Uo2v2ocwy8DD5nKBtzaiuw5O/2POxE6PIqUPsSdv2qqbQXEVpfOm+B+5S+pvygzpvgjaBf2PzS1nShvlzOJnCAof6YXxqLOebcmsb5FbwHfuJr6os1SJUE1wZWm/MYIzR8PSDXsxPw/ob2RpxjYKfSY8rvF/Cr4ifhF2YfknGnsw7cpBRQb8wHjcHCsP2FnqCh0i7Cz7qtaoJ7AlZp1YTbkuf6nehzf9GvttMErMF4H6wTbJznMKbuBFBhM4k1nZi7xLo1fE0evu426lADI4bmGPF4z6bSHP15sAzu6/GOTaQ5mg9ui5rrv0PhNu9DmAh/CDbz76xGdYQtwXjjw9g4h6aLPM2HkOZNrK82Ui19NCXAxqwQ4F2IZTDvA2M76lkQWxmxhhBoTmUw5zsCfQPmROZegbYX8TfQjZVYiLXFQppiNHO+15ei7nFf+NcFdeR6S1BX3VOss8T6Sc7H4A72Iwp8DmCNnz3NBFowZ58SqPvWRf43QesB4SbjPgZxziqiwwnFw71EPYhnCN4zElOjuqam9RG5BdOJ+wpC9cX+bwiMX+iNYHhwvQb/NUY53RxM7xpFPQBF0Mt+DzbAe5X80rQvyC05Ss0E9CelCnQXNZVEU2eBtgpjJoCfRxKN9TMwojGXAu0qukwyhOIkO8mWvEJRAuNizM9hEDnLsF4is5Ei3jksaUTVKqE5TjjiHsE6EnVhedHvxdrlbtRje7rU/BRrH7HvfVT6d8d4eiXmr8GIO9zY6HxkzcS88QL67QSsWyZRLXMc1haNMWZmIUyMq1OQPlHuZ5UZ+2CvYj2KtVtDuS8s1p5iz3e82sf9Hmu1Xygbc//AqINUFtWVyuwWeF+xPnF9DwbjvcV4j/VRhhy3q9o/DtvXt1rwfjvspJnBcR73oKjXOG8R5qqLPI/wuIA1+HGeT5w9Yi8f6+yNuNcopOsu0po3OK/gOebgPl3FvUR55drcg7RdMSf/QO2D81Hk/CLniAOYD7OdT2Br1TJjnCdgW3Y3V2AtPIZqinW8ccxZqu8kA+uuQeYq+D1LLvk84mwiSPh5RBi45zzFjaAnWBQ6fwieNzD1hOK5MC86C4JnCWHnCR1BPpgg1ptBzjtLiHw+dU4QdkZQFnFG0Os/OR8Q5wDhZwFy/1+dAYTt+bc37oLNephqY91eS66V8Qzmbtz3BNqiB9ZsG7HG+hZ+y6iF3P+7yjljbFJ7uRlib9b5057Oe4Ni70C/AeuZw7A54Ia9JvcNsdbNhr0o9/1MsT8p9sw+RB3PohTU02WuuchLh+10BeJiXseasEDO11Xt17lgn4XtQZuznINyz3U/7HE1zxvrMW9Wc6aKfNVeLPJ1trHN4HzNtkFgn9hnhR3wo0gDG3OW/jHqIAfvvtgTXE+XQHPx/uaYFyHPbihz0OaI2CcVNoC+FvNVBZ5/H96dVZRjr8a9C52v5BpVPO88vPtnYOfmkyUQ9WdEoS1+RRsupY7CljeSYVM3oZXGAVppPoO5ButNec+wfVyx7q1yb7nynnnf4L558PkVE80cjFs5cp3eUTE5bD8Z63GaofagBYVibR0kYj/5/D1k5a/2h2eC6qjX0+f2hyWGULkHLHEOClT7DlA6MrgvG743K/djg3uybUhTe7BR8p6vO+tkHBGGOtNr4R6ib/9GjfRTzj3mEpStNZ7xMqT5HWPMWKxpfqSLjYHopyvRd06iTcQeTUvYZW9TmtkCZVhNDa1B0r837LFC8z2M2Stgu3id9/FueRG3rj5HnB9h3LOoxL6LbjR3IQx2md0UNtiLSMtnPVlyDw+2uDzT+YrtM+OUOoMpRV8oRd63UO8og0qi7sR7+Azyq4+xYx+VuCbh/YO9qMc5fcwN52y7SgTP5EY5h0JnZRbaRNmOyJ+CeYswG/mba9TZVh/nNbZHnVUozwA9LuDHvYqRLlqmT3buw3NMNjc6f8hyo7xy70nYfzbWRmJ/U9mzkedhwr6UYW/TMF3sMYv9jvbUzuxCiciLxJkV0jWQ+1tPynMyMvY4v8m1cnus/9rSGtxjjbmexok9luAeq2JO2BljJZBnC9AGDBZ7ayA77EyxJIxooXjenmB48Hww7IyQQHOQKPbcgpx3Phj53MGzv3PnfqMizv1aGVc7f4Sd+SX87Zkf6in8fE/u5QXP9e6kmuocr4vcM76OYkScYN3Leh/uPIDykCiDlSraHPHuQhr0ddTLQDMGfgthZwheVRq048X1CsZ+TvGR0qB9L67f4/M5tOM/nue4Lv7nMxy8u/Pl2HY51kBi7MM7ayxR41+BHPNyBVYzvJNTKF3uLw4CnTGeD6dYcwzi9Jf0NT6g2saX8OPxZb4cM6ZSnKQ/zRXnaLAD6xhdqI5uIs4TcsybqxDndrvk+DYJ9MMacTt4nDLFXjfGuSaSA1J5/FtDc0G88R3yFWDM0350dujZzo9SVztPYfzrAlLMctg2T9IQszfNCo53chx7lmqgPGKuzBLzkfEUgM0D+krFXGC1Rv8W+6adMYYNQ92Mxr3XOk9jLG9s9CBhn+QE09jPYl46SzmuKynHaop2sKm+tRrzVSHa7HeaZ25F/Pbolz/RCHM0xrEx4GKMKdc6n2CuzUXfiTFexPtWiL5SiPrMRx9CnaPupuhFuN8hvC+nyS33bsU+7zoagfiZZin616000GpOUfZWGmJsOXeeYHwq148dQIkxHH28BGPo1Yj7NeLcgzE3Gv2qO/r5dPTVUdQN9dgb43dtrENKYD/GmNdAkYe1lmagnRvI9WB9lFOsMy/Gex9cZz6P9/+f1pllaq15ii6X602x1lTrTLnGFGd7GzG3nEAfa6XO+dQZn76Z2ujXoT2vBQ9QA3HOJ874Kp3vZdIl+hHoET7rC53vfYpnncbnfPrj8PsV1wvQLz+jzsa7GI93UKrMT5wLqvPAUJzjqE8Vx74f/fYLqoHxJ8doTTVcM6muNQTrkJfIZUyA3XUZ+AG0BsVA2E2taRzarZONd1Kfhr6/iuqg7TTzEGxCvDOyzz9FOfo6zIXP4V2aiv7Vh2basBcwfwTn+5mYl/sZ05wdsCnjzTaYo4dQlrkZtst7SDMF1KL+eHf5Ha1FufpsmireZ/EumG9grr+N0vRvaKA8N50OvkQdXUsdxNmptt05Ezo//YPqan4agvoYpf2J+Vd84vQSrp+hUXpfjLHTuM4NrOfBSKMp5g3UvfE88usG+yqGYvU66Ksj8H61pd769zREPwy2q3PVB8Fb4GHYvvEo0xmuc3lmi/rXTmINGguexX0S+DxWexU2fwb6x7n9/SnBNbG+EnW3ksYE9xRRX+0Eei7CxHmtOMcVZ6wXq2vh1xW2X1feZ6hyr2ED5sUNdDeIF2fI8rnE2bC4TxytiMQcURn4ZUD/itRIEF9ociTwbwQ9D/inQ6sishx/FS/9b8pRlX8K9Dz+23L8Tb4e6Hn8TflyoFVxoeX4q3puBj2PvynHQGhVVCoH+lWhQOxZYWy8WZ5JbaBbFHLfR19NE0R/NbZjLfY17x3Js64Nof0huVdmpjknBYZO94o+Lmmm9oVq0wcCOa5uxhgqxkjRj3fRZdoB9P0wxNlxOKE9qxYRNFOc5+84kt9xHU4w/kW8Pyf3/g4odzh1I4jIR+z9CeRaXnz3eAXGuaCmYo2SGsgWKvcURJypWLdvlWvtWMy5g+Tavz/smOWYE5dTD4ydtc39lGK/hrm5G+WbPZ2f5ZmnsIFY21gPYU5bhjFfzKO7kM+PGI/fgc3QB2ufas6nWKs/YR5Gn92PeY+/x0tTehnsvUQzJtBeqLSLX0WZhlE7axiuZ1Fn2FXShjUPOMvNA4GBIAUch/tBaB5oC36AezBIqXymINN4VZzjyh1KY6+FzbHWWW6vDXhBW3BcufOU+wfjaOAF87vALDAt7HoqrieC0VZs4AW7ZmAWKLJ2BfZGuHfDPQmMUt9+BMOmIWxPhHu3vQPrrB2BF1yvBWaBaa75gT0R7t1608ALRnJgFijSPw/sqeRuKsMngtHB706tyYGDdifco1MgXV3PBJm4vh+MMdPxTM0DhdbSwCzwgLXU8cBNoHHwPMSa4Vh2z8BSMNL6LfChNSNQodxXWqcDH8BdDubxNygy7vVgMML2wf8XXC9U7r2uTOrnynSsqLjA9WCwa3dgnysz8AuuFyr33tD3I/9Dgt+igKyw6xCh71P+mdH/QVwZH3Z+Nb2/UwJuAtPgjlFuwWRQV5EPfgLXgXYqbNI/fi8nvosRnPse5q+IAtERfkPBv8R18HuZ/wX/yfe9/wl2LIj/e9RZV54426ri+uqIdfl/jd0f5P09sNWSse6/DcxQ3ww3CnMXgxqgJrgWYdHQNSAdTBDx/+l74OA+gFyLi7H2f6yhb8H+j7BXgDV/z4WM+RcyDp83js0I9Kk0js0IZF/I3HEh4/mFjIeRtoc8Zwu3M8JtizB7ImQ/wE7Q29Eq7adzWEswz99GNeW3hYsxzl9NZa5G/B0b1uBl5jNyfy7Oagn7oBB19h7CvdA+bFec+xYR7Kck24L7bRogvksDZfZllCgQ38GJ7+NMYW94sYYX9T9afb82iM+Bguc8xlHKEmdSAvVNXTV5NhP8ri78nGIQ7Ing93EC5Ic1XZn4Dk4+zy5yy3OGImpu30o9bKIWZidq4YqjGHFWZKWgjetQrDj/sjIxdmzC2OyS+zILDJvijMdpgd1TfSsm1p7dQX3kW4Y4y3F9ghZYv0NvUt+ZN6FoYx/SAVPHvY9gXO0Jm9aWLLAsipd8Q23NOPn9V11zFPRBgDjWV1RT1JXxG1UPnSm4qGNob0l+t+aclecB/O1apX1vY6FzptK3wccoRXwLJ78xE88T4D1rsWdld6ccayZdgniX2G2prj0CeY1GPrfgGabA1p+Osp2S3+GRHDOSHAf9pMRuqr4LFHuePeU3gGSupwTYeiVWV4TfAb93lY0X9p0o5rwUaxDsx/F4lnZgFOJ/RW6B+K5QfG9opiHtBjLkmHlEfRd4t9wfDP3GA2PzQLTrYIH6RtGQe8DB7xSD3yAKO/MIxiL13aH89rAdDRTfO4rvC6FkXsn7lnjGLlYFWITnqk/97Q5k2MXSDvWaJXiGFZgPl6FcRBQFgqo/DcTvlIbDr4Zc+5O2ksJ+1OR8BpLVN1HNxFmKEXBOiTW5+M5Oe56ai7W6+Rrw0xGjwjmt30Xd8L4NRn3J3ysZm9CXalC+2PezbiK3axT6dwLew5XUym6CNc31VFu8h1E/Yryd75wxX0T7fkX9zNPI82LcF3mI78/sJOpgzaEj1ipxHxrq0ugl+Z3cEG2/OYS2moS1EWkvM8Fr56SrFpWiX/SS55U1oI+h/3qRzkU1xH6k2RV9pqVTYYyijsZess1czKPd0NeC6yuxlzAsgg3OeIH5JWW7fse7eMj5w3Wv87VrGV1h98J72RF+zakFxhu3ax3eh18xZ8+ma8U3sFFvod230GARV2A2gy2xnTzoewvMf6NMg1BPOjW2X0Cfn4Bx6yjNNk457yOfvugffe1R6PeIb6RTP3sn3vuT8vc0MRgzSqwhdKmL0DduR18T3zIXU6OoeYhzMeaWnYzs17vkunQf6uNKbuNArvitmp5Hj2q70P7z0G6xTk7MGnrW/JCW6R/STQJc+6HFwv+fIKroy33obP1gbwp+WxFaJzar7NavCJsHXuZ6tgZrr2ItODYYV8TB/JGI7D4AB/Wb8Y40i8jzL4j8C5WniN3i23n5zX2RYpn6Lr+PuhYM4+/98Xcz6IX6Ow29JhJreWA6WGotd+phvWqCerx2BZG2nuI8e0th7HF+YDAOhdsTYXYD6nkeGARGMmfEbxbwKp9B+575hN1nKsLUYSqoMmfOMmfFbw7aMGdjmIr5YAHCv2YqNio2gPXq/oIOivaKPorZiizx24MIRHzUekUpdLq63y+Ke8BKvoekGDyiypcqfkPBnB3K8WU+v4nfRygmiN9lgM8Vbfg5RFlkXsXqNxpT1fW/QDbXacVxcFSVOUv9FmMd53t2NcAoWnGG7y1JVywIu7/gTjA0gmXqdyT3hvm9grTjFYWKI4pcxVjFIrAwzH8KU/Etc3abolQxQnElU7Ezghmgh0JTDFTUUdRQ9GfOPgd9l+ui4iT0ckWwzVOZij2KYP36FStU+z6qCPcX34qvVnSJIOj/iOp7ffi+FWsjWK/aa4MiIh/RV2R/WX0uzVlLUZ2pyBDgHS7EuiBGkSjO98/7dkB9p3chY+T/EswlYr5rADoA8W13S+tLamctpR5mOZWVRxub9VP+xCYXbdb/9Ce2hPzhT2wFOclyguV3DvuNXb+y/MLyM8tPLD9yzOMsP7Dn9yzfsXzLcozlKMsRlm9YDvsToyFfs+sQy1f+JrUhX/qbNIR84W+SCjnI8jnLZyyfcpRP2HWA5WOW/SwfsXzI8gHL+yzvsbzL8g7LPpa9XIg9LLtZ3mZ5i2/7Jsd8g2UXy+ssr7G8yrKTZQfLdpZtLK9wnltZXmbPl1heZHmBZQvLZpbnWTaxPMfyLMszLH6Wcn/jdhAfy9P+xu0hT7E8ybKR5QmWDf7Gl0LWs6zjdI+zPMbyKMtalkdYHubkD7GsYVnN8iDLKpYHOOv7We7j5CtZ7mW5h2UFy7853XKWu1mWsSxluYvlTpY7OOsyTn47y20spSy3sizhBItZSlhuYbmZ5SaWG/0JHSA3sCxiWciygGU+y/Us17HMY5nLMoflWpbZLNewzGKZyTKD5V8sxSxX+xt1hExnKWKZxjKVZQrLZJZJLBNZJrCMZxnHMpalkKWAJZ/lKpYxLKNZRrFcyTKSJc/fsDPEyzKC5QqW4SzDWIayDGHJZRnMMohlIMsAlstZclj6s/Rj6cvShyWbJYslkyWDJZ2lN0saSy+WniyXsfRg6c7SjaWrv0FXSBeWziydWDqydGBpz9KO5VKWtlIMzd+gDVyp7NmGpTVLK5aWLJewtGBpznIxSwpLsr9+d0gzFo+/vujQTf31u0GS2NPNchFLIksTlsYsCSyNWBqyNGCpzxLPUo/vUJfvUIc9a7PUYoljqclSg6U6SyxLNZYYlmjOM4rFxZ42i8VishgsOovGQlI0hyXAcpalguUMy2mWUyx/svwhb6udlE+knWDP31l+Y/mV5ReWn1l+YvmR5TjLDyzfs3zH8i3LMZajfL8j/ngP5BuWw/54dDDta5ZD/vgukK9YvvTHZ0C+8MdnQg6yfM7ymT8+C/KpPz4b8gnLAZaPOev9LB9xZh9yZh+wvM/yHmf2Lqd7h2Ufy16WPSy7Wd7mdG9x1m+yvMGF38XyOt/vNX98OuRVTrCTb7SDS72dM9vG8grLVpaXWV5ieZHlBc56C2e9mbN+nrPexPIcy7N8o2dY/CzlfFsfy9MsT3HWT7JsZHmCZQPLen89jLvaOn+93pDHWR7z1xsAedRfbyBkrb/eIMgj/npDIA/766VBHuIoazjKao7yIEdZxWEPcMz/x76ZwLdR3Xn8vZnRNbpvybIOW5Z8yJZkyZatOLbHie87tkXiJLbjxE5ictixrQQChpQSSikhFAgUKIWl9KAuJDgHzlFgIYV2S1p2m6VdWGjasi1QDClL221SW/sfPclJaDgKtHS3kv2d35unp5k3/////d8bzUd3k727SMs7iXyJfOAOIrdP6dtB9pCP30bkViK3kC59kbS8mbTcTeSmKf0SkF2k5Y1EvkDkhindMpDPT+m6Qa6f0q0E+dyUrgfkuildI8jOKd0KkGvJe58lLa8hTT7D7QU9rayxv6Wot5+StdqfBP4ZeAJ4XHqJfQp4BNgH7AUeBh4Cvg1MAt8CHgS+CXwD+DrwNeAB4KvA/cA/AfcB9wJfYdfb7wLuBL4E3AHcDuwBbgNuBW4BvgjcLFlv3w3cBOwCbgSqJNSfqDPoEmSnzoKuR3Z89ZSWH45XTWn40BonMjal5kNrlMgWIiNEholsJrKJyEYiG4hcSmQhkbIpFS8LiISJlBIpIRIiUkykiEiQSGBKycdpIRE/EQ0RNREVESURBRH5FDhlGsuISImwRCRExEREU3Le1UJuBeibwAzwBvAb4HXgNXDnz4CXgZeA/wReBF4A/gPc8lPgJ8BjwHeAY8BR4AhwD7jiy8A03kEsvX1KzYf85cQ4lxHZRmQrkSiRxUQWETtUEeGIVBKpIFJOLllPREdEy8thmqapKc7+wGM0hQ4AxwGaRqQvVxDpJF7vID1bQqSdSBuRViItRJqJNBFpJNJApJ5IHZFaIjVEqolkEskgnXcQsROxEbESSSdiIZJGxEzERC7TSMTA3Q06C/wJOAucAf4IDv4f4A/A74HfAe8A/w1efRv4LfBr4FfAfwGvAL8EfgH8HLx7AngW+AHwL8D3ge8BzwBPA98FjgNPAdPAo+DxQ8BB4ACwH7ib9z41S2w8QeRKIkNTalgK4fVE1hGzrCUySGSAyBoiq4n0E1lFpI9IL5EeIiuJrCCynEg3kWVElhK5hEiESBcRHxEvMXUBkXwiHiJ5RHKJ5BDJJuIm4iK+ySLiJCIgwhChiVBEMBmRiLsfNAbMAa+CYZ8H/h04CfwY+DfgX4HngB8BPwRDHwZ20i77tbTX/lnstV9TvyPymckdkavrJyJXTU5EpBNlE00TtHTCAnLFxOTEixPCK+u3R66Y3B5htuu2U+zl9dsil01ui0i3YdnW+mikK/pK9J0orYt2RQei49HboiehQvRA9ED0eJSejj3BaaKlZbU7ojdHKR28T6EoVvLVGVGpona8fjQyNjkaYUaLRqmyd0bxqVFM+Udx++iqUQpa7R/NyqnlWxePGtJqVaP+UW6U3lI/HBmZHI60DQ8PXz187/Djw4Krh3cPU3uhRHHDEnnt5vpNkZ9twugYFUMq4AkqNkWzw0epOYTRW9QcF8MbwACXgiGGvOsi6yfXRdZ6ByKDkwORNd7VkX7vqkiftyfSO9kTWeldHlkxuTzS7V0WWQrtL/F2RSKTXZFO75JIx+SSSJu3NdIK9S3epkjzZFOk0VsfaZisj7TX4zpvbaSGDtlhBkE2+B+x7bCdtjHSVdYRKzViPWU9baVH0k+nU1dbsDLt6rTdabQSNhTZmO3m3eZ7zXvNAmW8QMtGNDs01Ih6h5ryqzn1c+pTagap71NTyt3Ke5V7lXSbsk/5ljKmZPYq8V7F44ofKeg2RZ9iWEErFfw+reIU3sJapdwu5+p8cnqhT14pb5PTu+WYk3sDtZw8K7u2UtYm65PR98owJ3Pn1r7FxliKY+GNtyQxCRWTYERjB8YIq0BoMfjmANbba+nvYP4ZkQBhfDPq8jRNi2IdTfvE7Sv24ev3uTr5Lbdk+T7h9ftQZPmKZY9gfFP3I5ha3LVP17RkOdnfuWsXsi5q2mftXDZF33efdVF3074dfJnj4uUYX0bQpNvTOxYdGxv3jHlgA/SOQc14FP7jgmELGh3n3xkfQ9DE8x4vvsUYL9F4o7FoXxSOAW9A9Vi8mt/rjTfx/D28xj7Nk+O/CxP8Q75Mfb2IZhqpYzDGxII7BUGEsI0o/Rw6QiExopQiimYYmmJOISrGoW/zv7GOP7ht6XQ4kAOhuZgQQQo8LvoK5XYgfG/8idcTAgWIA9FwZDQ3Rr8I+zQSoTBqQa2o6xiS43uQES3APzhQXS0uED0GuxRy4B/AKTG+h9MylNxiqXQWC2+kl6gbKkU3Ul2ocvbll56GzQlN2HcC+16aeX5GNfu0OuybOTlT6MfqDHUcnYISiYRCZ6aXKs52h4LBQAVVXOR2ZiqoeF1RqKSCDgZsFK1L1lRQ/D6mX/xTG10zm0VdnlHWWSjAHpfRrhWLabtN7go6lE0tzlBOmoARC2mBWJQdWuSMbGvM/CFryk63ZptYUGs66OyTAsWZtwWKs0uZ6rPHqFfDyyqyhJfLpZRAIr4nx6bPKkwvb5Ir5QKFxZiWLhKrFWxeff/snWkuI8saXWnpLv5YrtkysIgxdoZ5SqBDmciNfs7ntsiywygr9uoBqRI3O6djr3I2vuSSyZ0mOTJghcEtZZ2ZLHIwTqx2ul2wXOBsnBTJsIaWybKtWU6njZUbkDPTJNJYOzQRQQSZKisrNcZwqTqoBsv29fYE01pmAtjs6+1JM50IBCc+d/w4Nh3v7SHFQj8kP8uF3TjIFz7O2Qr9Hk+3y2AgfsumM0QK2pnpdodKMHGWUeSkM5hHZEJDaWEwbJMxS+fSOhi5tdjjLdIJZXi3UOWsCJbVZquFT+JH8fDqrDy9gJao5JiZVWiljNCY52SuVOulNC01aJ+efQGiuC32G0YmcEJUfoHYdiodeR6jnkEKZML9KAO5E5fo5td82k4GFnSPFvtNfJWfXxRykkvgetJaZj0nZyr5DYZYBANZjn3UAxT6u106BQneIk0oBJcu1CfilI9gvc5G8QHNm4SR0ULWULkiWr3z+dvbl33lpZ2hgUi1hRXSDKuQKL0Ng7Utl0fyfUuvaKld2+CTszIxc9zsNGuMWRmGjq++c//XMHp4ucbqtmjS3em2vDSZ0+OsjH59/eg3NhZn5DjEJg8/1nfFztBrYPxmo8PESo+ItNPUbZxBbkU2qyhHiVtEJpkcN4tUUigewUuRNnb6EJS1WrNwOnZqP7QABUsocLMQ1sYHuMwl5ngkgOs9HggDzww/E/h8x9VhPhYsnPoTPC7YlE8Kzgx1BlhNT4rJsa8uCgX5arhEqUIy1413SRRSQbw8JrMHst1Bm7wgg+rna5n7bbkm2dwDrCnHZstJk87ZpCqpUAgbZk9+ttScR6yF98CI1aO85HhF1G0HOVbVQYIf+6BzcIn7kxXE5cneENfq8R65jZxcbg+4swM2eRarYoVC2DBPJ0u8d2TgndfBO5kokvAOEoJ39pvUQs10Ivo0cdtYl8jmbRPAvuOzJ6AXj7xvq3OWm+9gRjJhxo32uoBVSuaOyW1BN9/XuWOsghUIYEPfLFGyYDBrrll2dma+61qZOddqyzNLeWNB72+MvcY8BNbyoKWk98eQg7oZpg4DdSsnY90dqg5LfLRY+DsrTkBGy4yHN2M861s46fs0Svb/AtOqE0PoXA3zUO3137tm+5PX1cU9DsZ2160pr1hd7ZLxF1Zok+FfbDt2TXX5lYevpLXJi5llWrY0utwNG6pp6TmPUOgquCYkGEF5qBzdnsgrbEboKLUKgsJDXctJkJ4NFWcwAn/S9JALmji5u9FSq2oOxy8lzN/ec4KW+UupnPFA1sS+kzOqmUAYLvzQRz3GeUbJ1v+5dUi6FRSRfCNSGwy8sRhUtHr3ioLWuposcJ3NnmtmZVa/y+W3yjKrq+tz1tywNGfurDpvcdDsD4Zsxf3FhdUFOvzGtseuq1e7F+T2S5Usw7BKqcDJkjHDzmkz/XZF23X7o+FLOwoVmaGcuZ9W1wXa14INm2Kv0c8KNsGsF0Z7EjaUWsJHqV6IDR81yrHajFppONvCKPKSBsibxg2cxNRYFL/4Itg7wClaBM3JaCZXTwInbkFO8lGPcf6QLU4sNeIGNBjnDUm73ecn7BL6WdaUa3PkmKU1d6xcu6s7J7j6lr6m7QulcTOmy86E1oQK6zx6TW51UVphMOTITJpsTWMHWGkNb8ryMvzLpP1mi6rrCzsGi0sv7QwoM0ty+NhrBLsdon8C46kIC4jd9mu1Gfn8kyhPETPNWy6DztfmU5b8pxj+Jtgoxy2IUTFUczuziqHuY/YxFMOk+8AifH7llXNAG98r7kbT75FCpaDUtEJikuEWiQkaSP7Ipbck5jDPSZjOZypJ6u3Z0tvjmentAXsHXpqBirjF/7bnjoe60Jlx3qSpn59dE/vZobifRPSh3KzZn1vKeqoWDTT4lRKZGBa9YvmC5eOLtu2/rKxi64OXjty71v8OvaLPX+czU/iMNz/cU5WpNWpFmgyzwW5QKkxG9cLtRya2Pb6zdlH0vl7HpZdnlXf6wC8bYFbYJWiFBJCBaohfHocc9zhKR3rICyzczl9xkDOrGkioPQ+xlkxwhy/y3kWnDC1caaYblrcQhnh7cnQmVVvRFSkrj3QtzGSVfIpWsvR2iC2IJCWL/c0LShuay8KQka+KnRFKIILa0WRiPqmF2b5vv80WYPlnsu0V2XwmCyBVYsio+G8nmxqzkkMoC/Y5BVfVWFFbUNpQ0GxuJv2GVV84nBxEcHHhkzP80j0cv8SPdbALrcHnLaFI/T4VCXvp46srykgSnl4okaX7XW6/Vap2FrsKVobAclm85dSZoSzvyuKkIdm0XLsjz8g23tpesqwmoM5paWrK7t7e5Jg3LKUuaCy21i6e3fveNfSVydK69najZ6HLU5GtXbjuhpb4DDK3h0Hgg/NnkIwQm5xBdr7fDNKgavvYM8gHHeP8GeQidn2vGQQSXm92VflCx7wpzbl2G8wk2U2tnb7V/AxyRp27OGAu5GeQVUWFNfl6PLPt8evqlXavfW5lMvExLydtN5RTnqtruW5qW3ioo1DJzyAvLG4ILFlL4pg6CjYMopFEHLuV09QqTobSlKyd9bG0nGb5RAPrSXYad3Is52l0K/WOBn08wpLx1cdnsOOJMGU/uP15tiFX/x72EVJHIbuwYp3ZptHnFRSmvzu+nBWlpelym8ME606KbsryprEisUidtTB/9uSfR9FwoMqtpEUSVqbnV6ENsdeot+HqG9BryVVoFeU9mBXICsgs01Q1l4lkjBd7XymRspj9tbqEg8tSlThKKLpEXaI2KBfihdOx05yFj4KFr1RZBLmNBhW/GIebTBVjeHs+KMA+Hv7iZzw96nDY5+vr8ahmeuCfDzQNXxNfpTn+ymc7Z3YmmdnJfb9XmNh/922UkHo7vP6mzsCKer9BxohlEqmHi4Qyi7N1rvKWJS3lrkDv57ry2rh8rZihaZFMLHGHm/yZAYfKXdG2pK3CjW3N463ZSqNJX5BvdepFZluaIi0nzeZxpGfmc8sruQ3NeTKNXqnU242WTJ1Ib9Ir0pw6e54jPSOf6wYvGWNvUDcxj6AF6FbipUfVanlZLnIW8JnWKC9IjsyCaWzf76y3ypMVcv65jbG+kH/ew4kSxoHBeSKeW4OzgeMBNZlyD6OCj3IQklMZErnxaQWMGJyfNPVkKhU6nWqdITm1UjdJNU5fSXrT5vrMDVodH5aXSq2FWS4I7if5QNVpn/KW6RxmtUgoFQq25/u0MAG52y7rwN/3lVhzjOwzMMTh3ksFBWOOtcQ319PQIJKIRPosRKNyWNs8J3DBfWgJqsO2ZFw3xJ44pKRaUAP2H6WGkQ7lUMMca1M6bTr4Y0uPUJMIxU5xLN8IYSWNFk1T1xxgi8sF59tXy0nM3TXxrFfDP9HjBH3JrAc5Lxzmp2M++khMw0YFabTQ3+OxcA2SxViyCEuqsJjDLIOFdVhYi4U1WFiNhSVYGMLCYiwswsIglnixpABL8rHEgyV5WJiBaQeWQt+V9F/Yn0I/hu6g3p53vXB8e+62BzxW4qXnHcd/OWajMZkU+bWpMRTSwl62gtbzngzRz5Vv2ze2+esjpRlV/ZXBjgW2kk0PbNxw52qfvbSjqHzVIufcyzpPpaerQ59f629os5mL24u9tV7j4MDqfrxi2Q19hfmRiSUl/Z0NGelVLStDrVf3BLxd0Tpfd3ud1VHf2UuVO0uzdS3VjpDfm+ZZPXvIVR4KpJkDJeXO1g7+Zw8oDJ5+HjythXXsM0k/FyT8XIB1R6g94NKT57nUcRSqWGQh+dmStCPcEHZxCmWnywS1rrgxXfwTt3P3iLw1PfO+Jf7UwDkkDixhMaXDFH98y/RHPHBf3D9w2AsckpgemfPuDxj6+cCWg5/d+fDa3OCWg9fs3Ls2Z+4PrN6eX5pZ1lKgMfgai7IXFti0IurGu8/s610x+Ycv33U2rg+u3LW+HiJi9Ftbbji4wWMONA9cBbnlNoTofQIj8qKDxIKcXJKLJTlYnI2xBvv59bcE7Mf5MY1yp6lb9ttMUvV07OWDUKnWaqbxBCdxduQqVVgqUPEPHzlh13wSDlTOnsA+z4njQf5bBMjCKB54Fs6Um4Nz4TznnYo/w4c5Hh/RPSgZwPEV3fyXDUFIGUJ3PAuVuBILNnX8O9x9QqlCMhsSKyCjQOm3zxmtaiElVsiwQaA0ZdvdPpP4xxK47xxIz+a/X41/VyulG8ekAnWe22Q3KMQHGAGNIcNLzv5YasoG2y0D2x2D+KvAmoTtFEw+ZmDILsCSMJZy04lY5LBhmnrzUNAFfyh8hHoTSWOvk7CUQthI4XZy6JC6NOxwhC8WQkOcPGgQejtV86ut7nNW8QTIROeBVTJfwL54iJ7g0w/JPPzgx7zRtRf0DnqlpD/JM59LNfjdjikpqYDcQubURHQL5/OMKP4V0TEB/12JyeDQSYQqs+7U4g6vWp9bkVe2osYrl8jFAlrImhev3soN3jFQaGq+YfQOPMeqZcIN1tw0qdiY78zwuZz607Vjfe1ZGWX5ZpvLLkv3ZRrtRrXJ5TQFV0zUV27fNbnlbpk5F3wX4e+AwXfLcFViThXXYbYWS5cnnbYcF05T3+fkrZ3uVs7d2urmaIXlCPUapJRXD/ANFPx9Z9yJCrCkouYovgSVIQnuPaQugz9DKGHQUNKgIX7oN3TmT2OGUzscgoZOA58XDHHbGvgn/efnBQ1/16OKmzfuSlXCtSdhbjFCjQ9m7nMOtnDyxAVAx5X0X78z57ydzFnC+D3l/IKKcs7nsfmai7lfb6PpQ43XTm9aNN69QCMR0SoVW9i8tqqkq8zqrBmqG5FrZDDZq2VbFiwvdxg81d6ilQ1BmVgmZiihRFfRe0V97xfXBG0LloarNzbl4Cv6b19brE23qXSWXFgrW+yWNN/i3IL6YLrIkG23unRiS6DOk1HmMdtdDpHObTNnGFRad5Y5v/Py5rK17aUKWlzcPhiLJVcSlJB+9tyvtPDCC6Hu+mjQT3yyMG9+MILe/38I09/F6RQp/j4RF314JBsvRMr8A/PwXxd54JNFsfUcyvELUad9ODT1KVKkSJEiRYoU/zfRBT5d9LAGM0whZNqMUNotF+H+FClSpEiRIkWKFClSpEiRIkWKFClSpEiRIkWKFClSpEiRIkWKFClSpEiRIkWKFClSpPh0QRTC8R8s6xDNlygbElJs/BfM6GO/6A94+w16hn6Tfmt+/50/a8IAmnjJHd/6LnqgAbT+vc6BlUAatiX2ehIajW8/D9yIb8Z3odTrYi8GfTNueQeUhLANolJUhRajWtSAulAErQbLD6IhtAmNoFE0hsZjMWjvQP4Pbhf7JX2MPhZ7Kvaj2KnYr5AKadFD6BA6jN7BYmwGj1mx+y8IQfoDWyjQw/PtBuY/I0JbYS95ngB6IVGmkRbLEmUGyvZEWQjlQKIsQmW4hh81jIQ/Jt6RKGPkxq8kyhRSwGgiZRq5KVOizEC5IlEWQnkgUYb+UDegB8GGAbBiISqGUgtYbg3YbRgsN4zWonGoWwylUbAmv+2HmiEobUZeeKcKbYQ/B+qAunUw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