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kIeNLEbHvLAvYTGANLwRUY1hWYzeusi7NqT6FWhxVK3l89ExOz6exa0l9AGUp4ff+I3uNilR1LHQvhhIxawUa5v1xQCytR5FNYllcWtp/S6KikOzuLXd1AAqQpzl623bp9ExxzQXsbi1bC0wiwcZmsWtZWu7bUj16/Qsjmpr+Xx0zNPBs3hrCX0A5ek5g8Vby+gDqZgUnsVbS/EDqVjbNIu3ltcHUF7rbESBzuYJo6iXiWbx1nZYA7MIcVZcb1vY2yIlexGLt5athTHFgwzN4q1la7uh2Je/uI8C2ub4opjmlWfxYAl9YI78HhkXo7s5vijqpeZZPFiKv4tiRiIjisHy+gDKa51m8WBpfeAUS51m8WC7rgFUrPRFFg+2zRod88K+iMWDZWuBOVrjXI4CvXWRY4d/MT1Lo4K2Rnwinsti9NaQT8TMGJLF6K4xn4gZiYyL0b2YlVGUw7EYQLrWRVSTyIgCndUTiqg4LIvRW1e6iAq0fL1tyzXe6cg37UtYDCB9kBFRjWF9MXqDujFox367whMujqq1fD465rsB7YuxJU8ffkXUodBPd+hukxLFjMSyuLUUP0CLtc1GFOhtaz2KahLL4tbS+oDMnpDOtKG3rfQoqkHL19u2XAMjL+yLWNxathaYRXhDs7i1bC1q0cX0LI4qvqUq9I9img6exVtL6MOCPD18XIzu5viiqFeIjiiAZK4vihmJ9MVby+sDM691NqLot5bWF1ENon3x1vZgA6gIcZavt225Rse8sC9i8daytcAswhuaxVvL1vZDSPXr9CyOarB8Pjrm6eBZPFhCH0B5es5g8WAZfSAVk8KzeLAUP5CKtU374sHy+gAaRX7UbiB0thAninqZaBYPtgcbmIX7W3G9bWEPRUr2IhYPlq2FMaM1zsXF/WDZ2u2mzO8vjQra6vhETPNKsxi9dXpE1AtERxTorjGfiBmJjCi2oFiKs0TMSJwvRm8NckRUIDKiQGcN/ERUHJbF6K0hjogKtHy9bcs1OuaFfQmLAaThjYhqDOuL0VsX+bYNqX4FWhxVa/l8dMyOj2dxawl9AOXp4X0xutukRFHHQvtiIBWzMopySBa3ltcHZuH6WBa3ltYHTvH4QrO4tT3YACrc3+L17mzL9TaKaXIvYnFn2Vpg5vs54i3OF6O3LfJtsYV/MdO23Vo+X8Q0Kp7FW0vob6OYuUfmKNDdHF8UMxLri7eW4gdosbbZiAK9zfVFUU1iWby1tD4gi6VOs3hre7ABVIQ4iyze2pZrdMwL+yIWby1bC8zRGidZvLVs7XZf5vcXR7W3fD465ungWby3hD6A8vSc4Yv3ltEHUjEpvC/e26kpQCpcH83iveX1AVS4PpbFe0vrb6Ooq4Fm8d72YAOocH/L19u2XKNjXtgXsXhv2Vpg5vs574v3lq3dbYot/Iu+GNrq+ERM80qzGL31biCiXiA6LkZ3dXwiZiTSF6M7/F1MwIiYkbiIAr01yBFRgUgWo7OGOCIqDsti9NbHGREVaInF0NbHFxFTx0tYDCB9kBFRjWEjit3GsrW7rtjCv8zizvL56JgdH8/izhL6ABr5PTKiQHeblCjqpNC+eNdZil/EjESyuLO8PoAK18eyuLO0PnCyJ6TzxehtKz2KOrJFFne25RoYOaa5iMVwLuosoqjG0CzuLFuLs46K6Vkc1dby+eiY7wY8i7eW0AdQnh4+okB3m5Qo6qTwLN5aih+goyiHZPHW8voAymudzRejs3nCKOrQaF+8tT3YwCxCnOXrbVuucbpVTslexOKtZWuBOVrjXFyM3nY/3xdb+Jd98d7y+TieIE8Hz+K9JfRxJkGenjNYvLeMPpCKSeFZvLcUP5CKtc3Gxehtri+Kyj7WF+8trQ/IYqnTLN7bHmwA5ceZFdfbtlyjY17YF7EYp92qL45inh2SxXvL1uINvGJ6ltYmtNXxiZgsoFmM3hryiahDoeNidNdJETEjkXExuqvrEzEjcb4YvTXIEVGBSBYPG0vri6g4LIvRWx9nRFSg5ettW67RMS/sS1gMIF3jIqoxbESB3qBufI4ZumIL/+LahLZNRxSTBTyLO0voAzNPD++L0d0mJYo6KbQvBlIxK8XaZn0xgGytR1FNYlncWVofkNkT0nExettKj6IatMjizrZcAyM/vlzE4s6ytcDM93M6RzF0lq0dtsUW/mUWby2fj4454uNZvLWEPoDy9JzB4q1l9IFUTArP4p2l+Ico6rWmWbyzvD6AiiCHZfHO0vrAKZY67YtxJL56rSjqyBZZvLMt17AgL+yLWLyzbC0wi/CG9sU7y9YO+zK/vziqveXz0REzk6aDZ/HeEvoAytNzBov3ltEHUjEpPIv3luIHUuH6aBbvLa8PoLzW2ac7dLYQJ4pKPprFe9uDDcxipS9fb9tyPeyLlOxFLN5bthaYozXOxcXojZUdI4p9U+b3l0YFbY34RDyXxfvGEvoi6gWi42J01yBHxIxExsXonmelSPFjZXFxMYDU9YmoJpG+GJ01xBFRcVgWo7eGOCIq0PL1ti3X6JgX9iUsBpCGNyKqMawvRm9d5Puu2MK/GFFA26YjiskC2hcDSJ/uRNSh8CzuLKMPpMLx0b4Y3YtZGUU5JIs7y+sDs3B9LIs7S+vvo6iTRLO4sz3YACrc3yKLO9tyjY45prmIxZ1la4GZ7+d0XIzetsh3xRb+ZRbvLJ+/j+LZLN5ZQh9AeXr4iALdzfFFUS81z+KdpfgBOopySBbvLK8PoCLIYVm8s7Q+cLInpJ/u0NvcXxR1jhZZvLMt18DIC/siFu8sWwvM0RrnIor9zrK1+32Z318c1d7y+eiYHR/vi/eW0AdQnp4zWLy3jD6QiknhWby3FP8+inqt6Yhib3l9ABWuj2Xx3tL6wCmWOu2L97YHG0CF+1u+3rblGh3zwr6IxXvL1gJztMZJFu8tW4uPI5QJ/qVhBXV1fUk+1x2H7npHSHKmDVmGDv011ElyxiLD49Bfo50kZyzOKYfu6gSTrFAkoUNvDXeSrEgspUN3fbhJskKtuPq2BRtdixztJbQOSPpok2Q1iA2VQ3d9ttngwOXCPS6PrbMsf+ia/SHtotHdEv1J1gHRAXPonycnyhmLZnZn6f+AW/hF1lGH7tkPRFnNopndWdo/oGZXSYccoXv2AlFWo1ZcfduWHWBy4HMZszvL6QbUfNunw+fQPTuAXbHXfzGA3uA8wzwtUU7Tcgazd5b8D7B5mvjwI/TPzjHKerXoACRglbNTrHue2TurBATY7AfY5Bx6WykgyTpA3mfvbOd2gCoio2Vm72yrduiaF/1lzN5ZnjegFpER77N3lundbK6ZI1mCujlHkc9mNrrbnUNkvVi8z0Z/c44iZyzWZ6O/RUkiZywyGkF38wMiKxTrs9HbQiSRFYlmNrqbFxBZoRaZDXVb9CKnrhcxG0gWHomsBtHMxofm9I01HG9RFgyWx4aPEKfUdeia7xy8z0b3PE1R1gGdwezG6gTBrMI58j5701jpAFhF7YBORIfu2Q9EWYdIM7uxkkFAzd6Sj0bQPXuBKKtRK66+bekOVuSY6DJmN5YPDqjwBWoQz+zGMsI496QsIiyPLX9NNXTNd44zmJ2/qBqg8jSdEY2gf3aOUdbJOYPZvZUTgl2jKIn12b1VEQJU9gN0NILe2Q1EWQfI++zedn0HowovsOLq2zZvdC3ywJcxu7cccUAtwiOe2b1liXF8DnOcS1DPd47yu6tnMLv48uomynqxzvDZO6snwMSyoHAGs3dWYghYhXuk42x0z+4xyjpE2mfvrLQQjCrcAM/sne0ED1CFi1xm9s62foeuedFfxuyd5Y0D6mj9c0m/0N0cQFN+pXX5CRLq5hxFTteKZza6W+gosl52ntnob0GSyBmLjbPRv5wdyBmL9NmAMj8gskKxzG6urdyAY6/K3eE0s9HdQiSR1ahFZkPdHo1ETl0vYjaQbP2LrAbRPhvd7RmpKb/cuoLZ+OKJxtnomu8cZzC7+EIroEa+kc1no3+enCjr5PA+G1jl7BTukfbZgMp+IMpqFs3sJpcggJq9JR9no3v2AlFWo5aZ3dgWcRziVqSLL2N2kzPJQC3CI57ZTc4kN+XXXFcwG+eBGbOjnKblDGYXX22FFSPfSDO7z9UHYBWTcwaz+1yOaKKsV55ndp9rEIDKfoCOs9E7e8soq1G8z+5tFzketoOsUMvM7m3beOiaF/1lzO5zJhmoRXjEM7vPmWR8pbvwlstjwxs4xuwon8/s/CVXfMe8LD6cEY3scvUBWMXknMHsXS5HAKtwjzyzd7kGAahRBEkd2hUmKIdIUVY68sze2c7yAFt4geWrP9hW8g3u9fmNucuYPeRMMlBH65+Ms9HdHAA+l1l4y8WxQd0iR5HPZjY+qmm5R5H1YvHMRn8LkkTOWGycjf7F7BTlCD7rByjzAyKrWWw0gt4WIomsSDSz0d1CJJEVasXVt+3lG3TNi/4iZgPJ4gCR1SDaZ6O7OQB8XirfVJajEajnaYlysoKPRgBlT5Ai64DOYDY+9qa3EmAVzpH32ehfzk6x7mmfDajsB6KsQ6SZ3eYSRBtlReKZ3doO9A2gChe5zOzWtpyHrvlmfxmzW9t/HlCL8Ihndmtb0Ddt+XXYFczO34ANXfO0nMFsHA1rbIyyXqwzmI2DVAusYnLOYHafyxEYYrHueWb3uQYBqCJIopnd5xIEkLK35J8g0T17gSjrvC8zu7dt6OHq50V/GbP7nEkGahEe8cxG8sp4UH4xdgWz83dhcRxoUXs4g9l4cbqwIk/TGZUamJKdY5T1ap3B7CGXI9ooZywy64fuOUiKskLRzB5yCQKo2VuewezBdqrjEpYfAF1m9mBb00PXvOgvY/aQM8lAHa1/Ms5Gd4sDuvIrssvMhro5R5HTteKZje4WOoqsl5332ehvQZLIGYuNs9G/nJ3CPdI+G1DmHkVWs1hmo7e5AZEViY5G0N28gMgKtchsfErPXKLIqetFzAaSrX+R1SDaZ6O7xQFd+WXZFczO34/FocLFqw5nMBtRqPrsLso6oDOYjfiswMpBEvw/zWx8GLfAKtwjz2x8JbeAKoIkmtltLkFgsrK35H02umcvEGWd92Vmt3nrOmDyor+M2W3OJAO1eEjimd3mbexd+bXZFczO35TFCdXF6w9nMDt/VTZA5Wk6IxpB/+wco6xX6wxm49h4o2OUMxYZjcCs7B6jrFA0s/tcguiirEi8z+7zXnZAFV5gmdl93rqOrnnRX8bsPmeSgTpa/2Q0gu45Dii/QLuC2fk7s5uu/NDsGczOX5oNUHmazmH2kKsPwCom5wxm41AVY3aUlUS8z8YJKwXUKILk8tkYVA6RoqxG8cwe8l52wBYucpnZQ966jq750egyZg85kwzUS54g8X0+iwP68qu0y8yGujlHkdMM88xGd/ONIuvF4qMR9DfnKHLGYqORHnuElY4iZyzSZ6O7BUkiKxTrs9HbQiSRFYlmNrpbiCSyQi0yG+q26EVOXS9iNpBs/YusBtHRCLqbA+jLL9WuYHb+Hu0GXbNzPIPZ+Yu0AaoIHc9gdpurD8AqnCPvs9G/nJ1RlMQyu801CMAW7pFmdptLEEDK3pKPs9E9e4EoK5GWmd3mrevYlQEH8C9hdpt3sQO1CI94Zrc5k4x0djFNy2PL36jdoGu+c5zB7PyVWkCFQoTO8BnM3ubqA7CKyTmD2dtcjgDWKEpimY2PGpn7j7IOkWY2vpdTIBVugPfZ27yXHeMrvMCKq5+3rqNrXvSX+ext3sUO1NH6J+NsdM9xQPlF2xU+O3+3doOnvjwtZzA7f7k2QOVpOiPORv8cJEVZKXQGs4dcjgBuse7pOBvds3uMsppFMxtn0Rmzo6xIPLOHvJcdD9uFF1hm9pC3rqNrXvSXMXvImWSg5jiAf8MX3c0BwCkV3nJxbFC3yFHkNMM8s9HdQkeR9WLxPhv9zTmKnLHYOBv9y9kp3CPNbEBZBCmymsUyG70tRBJZkWhmo7t5AZEVas3VN5eIrnnRX8RsINn6F1kNoqMR3BfNAWzb4jQUz2e/e3j6+vzpw/Pnx8eXw/3L/acPP57+fPPj4xVY/vz7/fdnSO8xXZ9fIOD6X715+fzl4e83T+G/r978c9PdP7z/5a/D4/PD43e0Xb/FFf/04SFA/BQwohr+8IzWf3y6/vDuH58+vHtIGjei0Vy9Sw2304bDtOE4bTgVDe9gvI0Ai6scwZypZmnQ/XgFqpulm4mlohHGr2Npxhq3qqFjOUjD1gZ3nDacpGFnGnfSMISG0ViwuFePJeh+vAKjzNJ2bOmNaCBKVFNvq5ZD1XKsWk6pZWM4d9JS24+ZXW1/0B3b303sF43S/qrlULUcq5ZTainsTy2RkKMLgAu/egBBdzyAfjIA0SgHULUcqpZj1XJKLcUAUktbMQjesxzAWes5YGA9Y5KMWtvJyJJKb5S4rVoOVcuxajmllrx47lJLPTJ4p3Jkr67zoIsR5BV3k1pqysK5r4YNuoAt19xuMjFJJf5O9I5HaQnRh83mYJ1G5APualOC7serEKQY6t5Q4w/fJJUmemQE1fhM0sTa26RST3Z4tCxtOYtHEQRGdsaSm9SEJ46p6wsPoJf/otwkQtRo07KpbkZJKZt1G3/84xXCRXWVh7rpWDedtCkuhNHFDA/B0/G0Q7htzt5N7RYV+2HSoPfKEOQGEmKlrDS5ld0q0khpcjc7zCpNbiRHVcIiyj838dYnVQLfs1L2iOPJCTeQIux4dTGHfMCU65upQ1KlfWL7ZAi3478P2a64Vg6TP3eTuTyO/95hs+Z4sZ2SAsKyEP9gv8EuL8fx0MO9Z/XQ5UY1WuabySK+CY46zE8aejP5++3478PE8sPkz5OZOY7/3OdRxYk7pT+ncbd5rY0HHe5XqwctN7fxoLPLFOcWcjB50AMysxON27EGzlbbTzQOYw18XLmZzM1xonHdbScap6Sh173BOdfGjPEUhBvb6imQu+B4CjJwmgJRwj6QQDnkN+2H499vQ64JU5T+juGN/34Y/32Y/Pk4/vO2Wu4JXW4v3WbiWO5SdzyvVp6+vJMD5bx7i9zQw24T8zZNZl+aoaTUyQy9xcEf2IyKM62HATuwuub4t4nVtyGTFuZMeuBBcTM0+PTT7nrApvHdsK16HMY99m9xqjiO6Q9M2aOC3eM3Jq7oOO6xfYstAOEkYBze2OM9uR1+Y9LjpD3CI9c/PjVvt6is7/pdi4+64GPw7aa0aky6EHwo6TDVr/tZiVSwyUVvgjchMximIwdSt3XToW461k2nUdPYyjLwOZsQEstgqrL1qakONkI0Vs7LWRSMIJic8oY39SA3qiSLtMVun4kXuk0aslAibw/aaYQ8oepRlQQZzmuY0maEPJrx4FguHf9NBMH49zbjx9SEl0iniz7kwC79xZ8iyHTGJ6O+USWZly3W4UTjNmngnVSlykE7jWZ84vKOqpQc7oA3kccu9ZQ0Zpwemi4e/yGCIEzNK/RYN51SE/aqVBehjD3SQmu2MSaN6Z7/fPo95nFedRMhawifELavZM87iRpuZpUmd5jbWaUcvYwZW0YQ5/qIEFQH03OYf1M33Y6axkbgh18h8brpCxiwAabk6Zv4hJsQ2Acl/JOVJmS7VaWd3BWGdjtknLHdkzvu69dXboFh34z9dhHXyZ01pFaDgfCwWWkSG90mJWx2Cbct7MVoml3mwNhC/Fo5s69bGJTx4yMLJ+7xJmRtKwsrTyBKyUJYh/3itqTHBk7uUa8bKDeesYETb3ITksGVgfnXJYZLSslAvNV9nWOckX0hH7x6AqPydALzlZFLrEqjS5xXp9iXlJJ9Hc7n9Oyb3HFenb+wtbm6wJnbyb6kNLJvukYSks4fps+zb3J/et0+efweXd8uAyf7klJp3/S58jZsvMZIlYB4+zrDjK9vef/A4jsrYgnRcvg1zJyt2m66cFQJlmWl6cJRpVZ8D56uPLvLW05t96suE7evVKUI+7eN3TXKujJFBMHoC+8/ahrPd+nqz/5FceOjdFQ39QNhUzkuSpF7uq2bDnXTUZvq3FPYUf7KdL066VrUiRiYrfI+1U3c040q5YDktm461E1HbcrR+p02xcszvhbBS+tTDIb2+tpMLh3/ZPpWvi0p5dD1NoTxYW3kpkPddExN2KAUn7mb7S7zPi77O+00M4zg8IthnLeEA8jHq7CXKQ9v4pVvwiEwQakouNVNh7rpqE2yrGPO+O00aXyXlGQdjS5UODzmlRGu4d1dxNBVOkYPDr+Yv1dpEA6cCVMA95PnaXoLSUoYkD4I3NZNh7rpWDed6qa71DQ3UcHtrx6K3CPGQ5nc6G7CznSMdzSUqulQax3rplPddJea5oYyuTG9dlXuwkMDrJyDef0+scrD34Ut8Q78/A0E6+Thj+eXp2///vjlt7geQZdQ+F5D1Z9CDI+fC+/yGcf6iT+4UaVcEbqtmw5107FuOmlT5utdapqb0X/FHSw8gWCIeL1PV8iNNuWn59u66VA3HeumkzZlR3WXmuYG9C+4q4UXCQJDyrtaP3luuVGl4q5WNx3qpmPddNKm4kanTfUdIgSU691CumHhn8y+aTAXEUd3tdu66VA3HeumU2p65d6nnWZG9q+494WnTVy80b2vn0SmN6qUKXVbNx3qpmPddNKmFOW2yBoj99rt9X/2qCi3/qQ+Q13E96MLO7n1r/I2EWPk4W/qptu66VA3HeumU910l5rmxsPcisPjRrhs5a24n0bBSam8f9VNh7rpWDed6qa71DQ3FOZWHE5XqoYyDYqT0mgo9a241jrWTae66S41zQ1lciuesGzVPfSn8OaFDNE8fmoaDUi0iqZDrXWsm051011qmhvQfFBw2V0bvxMGOL5rTx8QVKm4a9dNh7rpWDedtKm4a6cm/INJHgW54c5U3gLOu4YSmJR37YiLG3lx166bDnXTsW46aVN2sXepCannakCvhyHrXJ9EIeFH8q1u+tAT3q3BdcU/StzbuulQNx3rplNqwo52xbpLTXMjnMQlr0XAP4VXdcLygrF5KNPnkqRUPIve1k2HuulYN51SE3bExyQsXmOZForvksrc0CYByXlsnAtUps8v4cWjcPXyIrmtmw5107FuOqWmNOQ2JE2v3+LDNviaPE5G3E9++i6pzw3/9ahlHXclaBlxdzt9SAjvTU25WzUdaq1j3XRKTXhVIXNXsGZGGN60Kt3Nq9yNyhPuTjdE3CQlWKE/f1s3HeqmY910Sk3z3B25zRATluM4i6gRZBJfbqcRtSpl53dbNx3qpmPddNIm2bmD0+4SUVEk3kHMzyXjsU4ilslYV7EyvMwWCFc+PGynobQqlZcy9ctNh1rrWDedUhPeWwEtxsOZRC2vUzBFJ6X7nG5NuQnntE18Sd10qJuOddMpNa2h4HywEu5Z67fShyAZpgdi2O1hOw0wVamkYOqXmw611rFuOmlT2jy23woFrwd8hQRipsT4mr0epayjoAQpozvhdhqHhXfKppeyajrUWse66ZSa8I5TRcEQOqxNxwWDq6UzDUZUKa+T27rpUDcd66ZTapqnoDx5aq86nkSv0dAmzmLdM0EEmbJyGrSoUqbgbd10qJuOddMpNeGdshi0bJNjxCFj1xN/fJdUZ0Lp8LJeeVUnQ19HUglLiuecmwg7eg6/rZsOddOxbjrVTXepaW484S6+mqVyyw/LOzuSSeRzE95HBJWL0d3WTYe66Vg3neqmu9Q0M5Tw+uLqoURlsK8cyrTscpOUyqHUTYe66Vg3neqmu9Q0N5RJ5PHa7esuvF8ZfEe9TsPrk2tn5C4qz8MQN9O7UJd0rAm3k5VUuwsvWTowk9vE63OT/PrM3BDu+S4c0udYM3GFr1sjz2lzV2riVl6HEf8xB0Os5rtwMt/8oMLBe6uvVFSe5U04aS/B7MJ7gK8OKirPw2QWr4BJsWR9wcOnWtZb47I4vBe5HsZlcTgZbT2My+JwKtp6GJfF4XC09TAui8O5aOthXBaHM9HWw7gsDgeirYaJyrP0CwegrYdxfXE4DG09jMvicPrZehiXxeEUtPUwLovD5zPWw7gsDl/OWA/jsjicYrUexmVxOMFqPYzL4nB41XoYl8Xx4KrVOKI9y+N4bBUB5DI5nlpFALlcjmdWEUAum+MJVgSQy+d4aBUB5DI6HllFALmcxme7CRqJtnP5GVpvwmFE88HBJhw2RAzNZ3bxPujyjR1fEXctii9MSmS5BshndnzdcD2Qz+z45t56IJ/Z8VW49UA+s+M7ZeuBfGbHd7DWA/nMji8grQdy/fUmvgS0HshndngJez2zo/b8Wosvyay2KL1SMxPPxwNj1luU3pSZBWLCj3i4jLP6ke8n5ihqO3PEhCDxWBnPIiYIiYfKeEBMGBLPlPGAKJ+tbzTUjyzxlBji8vvMjlv+1xPS99nFKwErXK3u5J8ZWtxEv9oi3XI/B0QxW/fGzwFRzNbN6nNAFLPDKeQOj4od6msm2/fZcVf3+sn2fXbcT70eyPfZcUfzeiCf2UjOEf4oas/7o2Kf8YrJ9ncUb+IO3dVD8/fzbuL+2PVAfjQSd8iuB/KjkbgXdj2Qz+y4w3Q9kM/suLNzPZDP7LiBcj2Qz+y4X3E9kM/suPNvPZDvs+OWu9VA/ga9Tdzwth7Ij7PjdrP1QD6z4zav9UA+sxEzEW4kas+7kbhpab1FPrPj3qD1QD6z406c9UA+s+OelvVAPrPjbpL1QD6z416O1UC6GWTmlh03TawH8pkdtySsB/KZHfcIrAfymR2L8euBfJ8dS93rgXxmx8LyeiCf2bFMux7IZ3asj64H8pkdq5PrgXxmx9rgaiC/kriJ1cH1QD6zi2LiivjIryZuYoVwvUU+s2ONcD2Qz+zwPa/1j1lRe975xzrheot8ZoeNxIRFPrPDl7wIIJ/ZsVq4fmg+s4vi4goe+dXFDVVeFO35qxY+47V+jqK2AxS4unqOYkHSAaKikViSdIAoZseipAMUuLp+aD6zqVLjJmo7FlHMjqVJByhwdf3QfGZTBUfshMPPzltElRw3UdsBopgdS5QOEMXsWKR0gChmxzKlA0QxOxYqHSCK2bFU6QBRPjsWKx0gitmxXOkAUcyOBctZIOx1J5aIaDtAIb5Yu9aa8KGd+SXShC/nEEBunN2E7+YQQG400oSv6BBAbjTShA/nEEBB25lshtlN+MiOB8Qwu4kVS8cihtmNX4PEgYjUHLk+u6FqkKI9PzSqBonz/NzJpmqQTTogdabk01A1SNF2hkYxOx3eOWsRxex0CuYsEMXsdGrkLBDF7HRk4iwQxex0bOEsEMVsvwaJQ0OZJeLXIJviXL/lgF2053kUD7Jb7fzTsXdzc0TVIBu/BtnEw+LWW+T77Hi823og32fH89fWA/k+O1YV1wO5T5BNPPNsPVBYB87lp5ith5TVybqGqkGK9rxFVA2y8WuQTawqrp4jvwbZxKrieiA/GolVxfVAPrOpGmTjn32FN0QZf5TOoZpb/VQNsvFPgGqoGqRoOzyimO3XIHHiGTNHfg2yoWqQoj0/NKoG2fgn+jRUDVK0HYuoaMQ/vaehapCi7VhEMds/i6ahapCi7VhERSP+CSsNVYMU7XmLqBpk49cgG6oGKdqORdQTpH9ARkPVIEXbsYhiNlyjd6elapBN1HYsopitZx7M3LKpGmSTzg6Yc/5UDbJJb+HPAlE+W1+JnxkaVYNs/BpkQ9UgRXv+qlE1yEbfq54bGpUb0Red54AoZqfXh+euGlWDbPR93TmLKGb7r8LisEbmlu2/WNpQNUjRdi4/xWz/fcqGqkGK9rxFVA2y8d9nbKgapGg7FlHM9t9pbKgapGg7FlG5Eb8GifOmGUL6bzY2VA1StJ2hUdFIrFg6QBSz/fcbG6oGKdrzFlE1yMZ/x7GhapCi7VhEMduvQTbUi46i7VhEMduvQTbUy46i7VhE+Wy/BtlQLzyKtmMRxez4guQ8EFWDbPwaZEPVIEXbsYiKs/0aJD6Zwzg2vwbZUC8/irYzNIrZfg2yoV6AFG3HIorZfg2yoV6CFG3HIorZfg2ypWqQoj1rURurimtTY6LtADHMxiEj3vNaS9UgRduxiImz8T0p3yKG2W2sWDoWMdFI69cgW+o9SNF2LGKiERyf5c8Rw2x86csFomqQrf8eJD4giN9YzWy/BtlSNUjRnp9sqgbZpu8dzjz4tdR7kKLtWEQx269BttR7kKLtWMT4bHw2zucRxWy/BtlS70GK9vzQqBpk69cgW6oGKdqORZTP9muQ+LIes9b8GmRL1SBF2xkaxez0Qaq5tUbVINv0xahZIIrZ/nuQLVWDFG1njiif7dcgW6oGKdrzFlE1yNavQbZUDVK0HYsoZvvvQbZUDVK0HYsoZvs1yJaqQYq2YxHFbL8GiUM5GTfyyndgqPcgW78G2VI1SNGenyOqBtn670G2VA1StB2LKGb73xXBN1KZq+bXIPF1VgooaDtDo+JsvwbZUjVI0XYsopjt1yBbqgYp2vMWUTXI1q9BtlQNUrQdi6hoxK9BtlQNUrQdiyhm46bvEZKqQeJL2z4QxWy/BtlSNUjRduaIYrZfg2yp9yBFe94iqgbZ+jXIlqpBirZjEcVsvwbZUu9BirZjEcVsvwbZUjVI0XYsopjt1yBbqgYp2o5FFLP9U2Vb6j1I0Z63iKpBtv57kC1VgxRtxyKK2f57kC31HqRoOxZRzPZPVsXn35loxK9BtlQNUrSdoVFxdqxYOkAUs/0aJD72QM2Rn/WjapD4SpR7g6RqkK1fg2ypGqRoz082ddRq69cgW6oGKdqORRSz/RpkS9UgRduxiGK2X4NsqRqkaDsWUcz2a5AtVYMU7XmLqBpk678Hia+1MIvWr0G2VA1StJ2hUT7bfw+ypY5gFW3HIioa8d+DbKljWEXbsYjy2f57kC11FKtoz1qED1ITPBJtB4ip1HT+e5Ad9R6kaDsWMbmRLlYsHSCG2Z1fg+yo9yBF27GIYXbn1yA7qgYp2o5FDLM7vwbZUe9Biva8RVQNsvNrkB1VgxRtxyLGZ3f+e5AdVYMUbcciitn+e5AddRaraDsWUcz234PsqLNYRduxiGK2X4PsqBqkaM9bRNUgO78G2VE1SNF2LKKY7dcgO6oGKdqORRSzY8XSAWLi7M6vQXZUDVK0HYuYOLvza5AdVYMUbcciJs7u/BpkR9UgRXveIqoG2fk1yI6qQYq2YxEVjfg1yI6qQYq2YxHFbL8G2VE1SNF2LKKY7dcgO6oGKdqORRSz/RpkR9UgRXveIqoG2fk1yI6qQYq2YxHFbL8G2VE1SNF2LKKYHSuWDhAVjfg1yI6qQYq2YxEVjfg1yI6qQYr2vEVUDbLza5AdVYMUbcciKhrxa5AdVYMUbcciKhrxa5AdVYMUbcciitl+DbKjapCi7VhEMduvQXZUDVK05y2iapCdX4PsqBqkaDsWUcz2a5AdVYMUbcciitl+DbKjapCi7VhEMduvQXZUDVK0HYsoZvs1yI6qQYr2vEVUDbLza5AdVYMUbcciitl+DbKjapCi7VhEMduvQXZUDVK0HYsoZvvvQXbUe5Ci7VhEMduvQXZUDVK05y2iapCdX4PsqBqkaDsWUcz2z2LtqBqkaDsWUcz2z2LtqE8+irZjEcXsWLF0gKgnSL8G2VE1SNF2LKKeIP0aZEfVIEV73iKqBtn5NciOqkGKtmMR9QTpvwfZUe9BirZjEfUE6b8H2VHvQYq2YxHFbP89yI56D1K0HYsoZvvvQfZUDVK0Zy3qqfcgRdsBYnx2778H2VPvQYq2YxHjs3u/BtlTNUjRdixifHbv1yB7qgYp2o5FTDTS+zXInqpBiva8RVQNsvdrkD1VgxRtxyKK2X4NsqdqkKLtWEQx269B9lQNUrQdiyhm+zXInqpBirZjEcVsvwbZUzVI0Z63iKpB9n4NsqdqkKLtWEQx269B9lQNUrQdiyhm+zXInjqLVbQdiyhm++9B9tRZrKLtWEQxO1YsHSAmGun9GmRP1SBFe94iqgbZ+zXInqpBirZjERNn934NsqdqkKLtWMTE2b1fg+ypGqRoOxYxcXbv1yB7qgYp2o5FFLP9GmRP1SBFe94iqgbZ+zXInqpBirZjEcVsvwbZUzVI0XYsopjt1yB76nuQou1YRDE7ViwdIMpn+zXInqpBiva8RVQNsvdrkD1VgxRtxyIqGvFrkD1VgxRtxyIqGvFrkD1VgxRtxyIqGvFrkD1VgxRtxyKK2X4NsqdqkKI9bxFVg+z9GmRf1CA37+EJ/rnp7h/e//LX4fH54fH7y8er67fN1acPD29+fLy6E23HoszsNUBB2wHKPnsNUNB2gDKz1wAFbQco++w1QEHbAcrMXgMUtB2g7LPXAAVtBygzew1Q0HaAcjSyBihozwMVNcgVQH4Nsi9qkGuA3O/U9MVZrGuAfGYXNcg1QD6zi7NY1wD5zC5qkGuAfGYX70EuAv3Uj2qQ0bXczLTdzrQdZtqOM22nmba7cdu7H09/fvqA/wuurS9qn2sGUK4oHUDVhgFUbRhA1YYBVG0YQNWGAZRtkwEQKxlXoFzJOoCqDQOo2jCAqg0DqNowgKoNAyjbJgMgPAgGUHoQHUDVhgFUbRhA1YYBVG0YQNWGAZRt4wEUNeYVFBrVmNMA6rbbvm47zLQdZ9pOM21347bJAPK7WmsGUHpMHUDVhgFUbRhA1YYBVG0YQNWGAZRtkwEQMchP/aimrgMovXdswwCqNgygasMAqjYMoGrDAMq2yQCI2AcDKO8QOoCybQJOxEMAL+8aCl62TcCJGAnTIncSJCXeWWw5apuAE3ETLJe4qQC/mWnDda30cF2rNlzXqg0DqNpwXcs2GcC758+Pjy+H+5f7Tx++Pf747fH28evX5zcPT3+E0LpHYG2tb348/vrx6qfN5v0JVR1My+Qvh6Z9f0QOuv7LT+32/RGJrpm/dP37ExIFM3/pu/cnPLHhL+/sh54/ffj9/rfH/37/47cv35/ffH38Ncb/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1014128000 BONOS SERIE A3 ES0338093026 NS E3M 0.20 0.95 360 74 539000 276075000 276614000 BONOS SERIE B ES0338093034 S E3M 0.22 0.97 360 74 158000 79200000 79358000 BONOS SERIE C ES0338093042 S E3M 0.30 1.05 360 74 103000 47500000 47603000 BONOS SERIE D ES0338093059 S E3M 0.55 1.30 360 74 192000 72000000 72192000 BONOS SERIE E ES0338093067 S E3M 2.10 2.85 360 74 164000 28000000 28164000 BONOS SERIE F ES0338093075 S E3M 0.50 1.25 360 74 69000 2587000 22400000 25056000 3549000 3059000 1821139000 1827747000 BONOS SERIE A1 ES0338093000 2050-01-18 34476000 329612000 2300000 54143000 19754000 295136000 4314000 51843000 BONOS SERIE A2 ES0338093018 2050-01-18 123019000 527724000 8657000 187171000 70485000 404705000 16350000 178514000 BONOS SERIE A3 ES0338093026 2050-01-18 33551000 143925000 2453000 51486000 19223000 110374000 4654000 49033000 BONOS SERIE B ES0338093034 2050-01-18 652000 10616000 1167000 9964000 BONOS SERIE C ES0338093042 2050-01-18 410000 6562000 739000 6152000 BONOS SERIE D ES0338093059 2050-01-18 713000 10865000 1302000 10152000 BONOS SERIE E ES0338093067 2050-01-18 498000 6445000 947000 5947000 BONOS SERIE F ES0338093075 2050-01-18 2782000 2782000 191046000 1001261000 15683000 330070000 109462000 810215000 29473000 314387000 BONOS SERIE A1 ES0338093000 2012-02-12 FCH BBB+ BB AAA BONOS SERIE A1 ES0338093000 2012-02-17 MDY BB A3 AAA BONOS SERIE A1 ES0338093000 2012-04-20 SYP A3 A AAA BONOS SERIE A2 ES0338093018 2012-02-12 FCH BBB+ BB AA BONOS SERIE A2 ES0338093018 2012-02-17 MDY BB A3 A BONOS SERIE A2 ES0338093018 2012-04-20 SYP A3 A BBB BONOS SERIE A3 ES0338093026 2012-02-12 FCH BBB+ BB B BONOS SERIE A3 ES0338093026 2012-02-17 MDY BB A3 CCC BONOS SERIE A3 ES0338093026 2012-04-20 SYP A3 A Aaa BONOS SERIE B ES0338093034 2012-02-12 FCH B- B Aaa BONOS SERIE B ES0338093034 2012-02-17 MDY B B3 Aaa BONOS SERIE B ES0338093034 2012-04-20 SYP B3 BB Aa2 BONOS SERIE C ES0338093042 2012-02-12 FCH CCC CCC A1 BONOS SERIE C ES0338093042 2012-02-17 MDY CCC Caa3 Baa1 BONOS SERIE C ES0338093042 2012-04-20 SYP Caa3 BB- Ba2 BONOS SERIE D ES0338093059 2012-02-12 FCH CCC CC Ca BONOS SERIE D ES0338093059 2012-02-17 MDY CC C AAA BONOS SERIE D ES0338093059 2012-04-20 SYP C B- AAA BONOS SERIE E ES0338093067 2012-02-12 FCH CCC CC AAA BONOS SERIE E ES0338093067 2012-02-17 MDY CC C AA BONOS SERIE E ES0338093067 2012-04-20 SYP C CCC+ A BONOS SERIE F ES0338093075 2012-02-12 FCH D C BBB BONOS SERIE F ES0338093075 2012-02-17 MDY C C BB BONOS SERIE F ES0338093075 2012-04-20 SYP C D CCC- 0 1 1 true true false false false false false false 12.60 87.62 0 false false NIF Santander . . . . . . . . . . . . . . . 2126 278222000 2305 309843000 3077 462067000 210 30588000 230 34589000 356 61499000 217 23467000 230 25457000 303 38664000 344 57471000 373 62603000 504 93237000 1169 149470000 1263 164995000 1833 266465000 252 31738000 256 32815000 311 45554000 720 84471000 747 89321000 972 136364000 399 52198000 421 56396000 566 87375000 1606 267850000 1726 297124000 2484 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