W ramach usługi spawania światłowodów oferujemy:
- szybki czas realizacji ? gwarantujemy dogodne terminy realizacji zlecenia, elastyczne godziny pracy
- konkurencyjne ceny ? ceny spawów uzależnione są od ilości spawanych włókien, a dla stałych klientów oferujemy rabaty
- profesjonalny sprzęt do spawania ? posiadamy jedną z lepszych japońskich spawarek światłowodowych marki Fujikura 70S
- dojazd do klienta ? posiadamy własny transport i gwarantujemy dojazd do klienta na terenie całego kraju, a w szczególności województwo Mazowieckiego. Koszt dojazdu naliczany jest indywidualnie w zależności od wielkości zlecenia
- gwarancja jakości ? na życzenie klienta wystawiamy pisemne świadectwo jakości wykonanych spawów
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ZFD0E+4hJA7YoKaYfhSYJCZHrU3Ke1gP1ouHW4dRT0C2lxTz+FHoAdhSuAwk4pWK0D8akLaXEznmqv0H0HAjsfrQTp1FPSquLlDcCeOKYaMUkmloS1YBxTuAnbFGo3sAz3pXBDec5zSHfoKSDQMM80rC3AelO4JCAkcZoC1kOB4weKAWwZ4Bz1ovrYH5C54ouDYn0NUAhJHAoB6aBu9qSQWFJpXCwUXEtQ6CqF8IY5zmpHYX6UXBK4Zyenai4K3Ub79qQdReOhoGtEHQc0w6hzjilcNhMkUmD1DB9aRWtxevGaq4Wuxvy+9T0CKGE88mp0H6icnkUht2E5BosDV2LjjrRtqOzS0DBPepuMSgS8xRx1ouVEUdabYthw5HHrSuHW6FqgSSuKDwOetLqDT0sZBxjNcVmdqsRnn/ZqR3GkegosWtBjA1DGmNIHTPWkyvMQHHepQCnimMDigGB6Z/lQC10HRyOjbkJU+oNO/K7kyhGW6N3SPGWpacwDv5iD8678PmVbDux5GLyajiLuO532ieP7O9CxzOA3o3WvpsFnsKiSkfI43IKtFuUVc35U0vV4xkoeK9eUMPi1pY8mMsRhJa3MO88MXFm/2nTZXVl5BU4INeVXyudN80GepRzOFZclZXR1fg342+LvB8otNUL3tsOGEn3wPb1/GtsLnOJwb9nV96JyV8jpSbrZfPkk+m8X6o7XVfE/gv4j2yzWQjhvCOYvusG9cdvwr344rBZrDkv73Z7/efPV6WKy6p7SrT5X3j8Mv8jg9Ttb3Td0fFzCCRh+GUfWuCtRr4TTePmenh6lLEWfwy8tmUYdVjGACTjqDwwrljXVvdOqeFe7Lc1jZ6xETbyqsv1wa1dKniF7jtLszmhWqYSXvrQ5vUbS8sXMd5C2M4D44rzqynRfLVR7WHrU665qbNbw5458R+FSv9nXzyWjHL20h3Rt+Fa4bGYjBS58O9DlxmVYfGtymuWfSS0f/AATavdb8OeLxujUafennyZG+Un/ZfpXs1Mfg83Vq65J9+j9TyqWExuUvX36fdfqv8iKz8Ya94cP2C/LXVmOiSnlR7Ht/KsoYzF5U+V6x+9P0LqZXhsf+8pPll1t19UXLm50HxBH51qRHORzG3Bz7V01KuCzFXXuzOSnTxWAfLU1j3MKaXUNIkyjF09G4rzp/WcFL3dUerCNHFrXR+RJa67HM4YMEfuD3q6eMhVneOkjOrgXCNt0dPoWu2ouFZ7h7S5HMdxESD+Nd9KrRqTUavuyXVaHi43A1FH3VzR6pnv3w3+PfjTwRGIdYto9d0Vxhiv3lH17H9K2xOFnL3pe8v5lv93UwwGbYnAPlpNuPWM+npLdfO6Ow1fQ/BfxWceLvhL4gGieIoxva2D+WWYc4I4/TisYv2ifPq19rqvJrr6M3r4XCZpPnwS5am7py0b84vv5p29Dd8Bftd+Kvh9eJ4I+PXh95LYt5K3xj4YdOSRjFePjctinzr3X0lH4fmuh6OX57jMInRrp1YLeMtKkfv0kl+Xc9J8S/Av4X/G6xHi34T67aWWoSr5im3YBWb0KjpSoZvXy98mNV49JL/Pr+Y8Tw7l2e03iMomot7xtZejjvFnnUHxP+On7OeqLovjOyubrTkOEmcFkK+obvXq1MJgM4h7SnZ+a3+aPCw+Y5vw7W+rzVu0ZbP/DLr+PyPpf4WftRfD34hwRW02pQ2164AMEpwc/1r5DMOG8Rhm50Pej5b/cff5VxjhMbaliPcn2f6d/vO78U/Djwh47sSLmzt5Q65DhR39DXnYPNsVl0rXPcxmUYTMoXsvVf1qfKfxo/Yntb2Ge60e3jlQgkRlRjFfZYTiDB5lH2WLirnw+P4WxOX1Pa4KTj6bfM+EPil+y9rnhi5me1spYWU5MbA7T9KWL4dU17XBy5l2FguKK+Dl7HMY281seF6roOp6NcGC/tHiZTjJXg/jXzNWjUoS5aqsz7bC42hjI81KV0Z/Y4z9ay66nXcVRincQ/oPemkAYFK5NxaqwXEB9aAYED3o2EIeOtLmLDHvik9wEPPWi4CE9fbrQAo46UJgODc1SJaFPIoYbDR6UtRu47HH3qYri4yMii4hCT1NFuwC8UANb9KdykMYd8VNhoY3tUstMZjHWpe9ihPcHmkwCmAufWloAZNMBRnqaLgxRxVEtDgfSqTE0OB4zTTJHHHakgVw6ge1MLWGMOc4qXcaEoHa4d8npSZW4hbng80AgOBUlWuJnNIQuR70wewdDyTR0GxcgEVNxrzGnJHBqgtbYaQx71I1qHCrikPoOHHSqTJ66ikE8A00TYOPWi7GlFij60CFo9AfYTPzcUC9RDnvQhpCEGi4NBQNWA89zQJauwUim9BQMnrQIByeaYAeABQAH9KQulwGR1FO4Cc496eoPuHPepTEmLn1pjDHvRdA1YMDsaaYPUSk7Ei5NA/MXPfFAaiZGPegYmeeaVw6C5x1NK4C47UXGlcQ5HWgE+4ZFIdrajetMSQvAH4frQNNIjbNIafUTPPSoHYBSdhrQMnGKOgr8oEYPtTsK4u0VNyxBgdRQK9hQeetDRWw4ego0YnpsLnHvVCejDjHtSuittjKIzXE/I6+o1uR/SpHzIjP40FrQafapaGmNYenapZd9bDTgn2qXoG6uHUZzzTGwz7cYoFcUZHGOKLje9wHTmjRCQYFG49xVdlYFSQR3HWjbYmSTVjY0vxTqenOB5pkTPQ+ldtDH1qD0Z5uKyqjiFdqzO90Lx/Z3SrFNJsY9mr6bBZ9CXu1ND5LHZDUpNyijom/szV0+YKc9K9dqhi1pY8dOvhH7plXXha6tpPtWmTFWU5XBwRXnV8snT96mzupZnCp+7rK48eKNXgUW2sQGXZx5mPm/H1ohmFeivZ1tUL+zMNO9TDO1+hDLd2N588T4Y9+hpyq0a7utGXClVo6SRHHcyW7bvMz/tLQpOG7ui3SVRWsdVo/iKzuk+yazbJcxEYLDqK9HD4qNSPLUXMjw8VgKlGXtMM7Psy3qfw2h1C0bU/Cl4JgPmaA/eH0HelVyxSjz4SV/LqGFzuUJqhilZ/wBbPqcFeWU9rO1vewvDKDg5GOa8ipDllyVFaR9HSqKolOm7r8RV1O/iiFvck3EI4Xccso9AacK9aiuR6xJ+r0pS54aMjS5VG327kY6DoaftIP3ouxTp3+M1IdbknQRXZ80DuetdUMZO3JPVHDLBKD5qehDdWkco8y2k+b24I/xrOtShLWLNaVVx0mMtdUmtHC3amRR3H3qIV5UlaeqKqYWNVXp6Hc+GPGlzprb7S7DIwwRu6j0Ir28Hj3D+G7x7Pc+bx+V87u1Z9z0TSfEOh6zJBJBdNo2prxHcwthSff0/GvV9ph8Y7v3ZdH/W54FXCzoK1RaLrZ6+qXXziekH4ny29mPC3xm8NR65pbjamoRpuYIf4s9/qDXPWpVKPvPVd1qvmv6R3xxUpqNPFR9pFfC72mv8E1pJeT+bL+k+AfGfg9T8Qf2a/GzatpsZEs2mib99GOu1kPWvNq0YNWjZX6PWL/r5MuNCU5PE4abk47yhpUh/jh9peauvJHtPw7/bH+HnxItR8Ovj14dXStSfELm7hAR2+p6HNeFLAVcLVdTBS5JL7L2f6fJnuU89pYvD+xzmCqUn/wAvIpteslvF92rr0Mb4n/sZyzq/jP4F6wl5asPOW1SbkcceWw6/SvVwme05P2WNXs59+j/yPMx3C8/ZuvlrVei9bXTlbye0vRu/qcF4D/al+LPwV1b/AIRzxrbXU8UDhHt71SsiAH+Fj1/WuvGZdg8wS51vs1/wNPuODLc1x+Wu+EnzJbwlfTy/mi/vPsv4V/tUfDP4nWsNqdSjsr1/la2uiFbPoOzV8dj+GcVhL1KPvLyPvsr40wONf1fGL2c+0rWfo9n+fkdp4t+Engrx/ZM0ttC3mAlXQZyD3HtXHgs8xmWy5Wz28ZkeFzKHNBLU+R/jT+wnbX0U8+kWySJgnAWvsMPnmBzaPJiVaR8Pi+GcZlc/a4KTi103TPhD4pfsw+LPBV1K0dhJsQnKsD09vWscXkU1H2uEfNH8TXB8TzoTVDMYOL79H8zxW+0u906Yw3cDxsOMOMGvn503T0nofY0MRTxEeam015FYDvS1uaXFOaNbCCjoMTHtQAo57YoYhCO5oLG44zU6AIFJNGgBg0MBAec0rAOAx1qrgOyfSmIRhg/Xp7UmCFDZOKOgW0F/lVaCYHgUXEAB70kNiHH3TQFxpHrU3aKQ0+3NJjRGcev/ANapdy0IQccCloMbnrzSuAvOetGg1qwqhC57dqSGLnnFUmIcDjrTQrDhj1przFsOBxzTWxPoHbGeaVwuIwouUtkxpPpS6lCE9qLobsJSuJaAeallegnTvSegabBnnrTTE0L2pgnYOT1paD32ClcrYQ5FJh00GEE9fzoHboh4PHNCE1bcAcdeapMlqwpB9aAauHfrRcTihwzxTC13cQnPSkCWghJ78U7lCE+9TpcT1FPNUO1wqbitZXEz9adhrQUYAx3qbXE9gB5ptiDn0poduYXk0WDluISM9aYa3EHGOTkUhOzF5pXBIQcjmmwuLQIMZoHbqgxnvT62Fewcd6A2VhenFA1sIBilcnqAOBnFSVfoLx70CEI5zmnsU7B1pAtRAD2xj1ouCdnYXFFx7icdMUhdRpGRweKG7FXsrDSOetS9ygIJP9Kl6ha4cYoH0FxxzTuLlsJk0gWwc0gWrFHXpR0KvdijrTWglccBkU09BPla3E4AwefWkNx0Ms9K42dg0+tSA09aGUN5Paky07DTntUMFYYRyRSem5SsNoHuLxjnigOof8CpaAGcdKF7waIXORmmIM9aA66ByR70WsA4Eggg4I9KFoFk1Y1NM8RajpzqY5yyA9GNddDFVaHws4MVltDEr3lY7nQviLbzAR3h2P33dK+jwWf6clVWPk8dw9ODvT1R1Md7pWrxgPsYnow7V7cauGxkbdTwXRr4WV9UZl/4ULfv7GXBPYVxV8sktaZ24fNbPlqowriLULFisyNgd64Je1oaSWh6lOdGsrwZHFqLxvuU7GHb1qFWSd07MuWHU1rqdp4R8cQ2dzGk8zWz5wGydp/wr2cFmUYPkq6LufO5rks6sG4art1PWLzwxpHj3S/OVY2uduRJGASeO4HX6ivoqmDpY+lpZ/mfK0cVjMtl7nvxW6+0vl1R5H4i8Da14buHimtmaHPynsR6ivm8TgK+EbaXNH8T63AZzhswimnZnOSWqyrmMEN+tcEqcamsdz141XB+8UmjurdgdpI9awfPDc6U4VFoWrbUVyqyE4HGc1tTxHRmNTDveJp+Ul5FvikDEe3NddlUWjOHnlSlZoz2gntpd8TFHHccZrncJQemjOr2kaitI0rLxBc2zBbpSPVx0rqp4yVN2qnJVwManvU2ei+GPirrOn2i6fcpDq2mZ5trgbiv+6eo/OvXw2YVIr3feXbqeBiMqhG/L7re6esX590/ONmdv4Y8UQ6bfHxT8MPEU+iahFh5LJ3wrD+7jowrvUaGNT9i+VvdPRHlVVVws1KV4uOzT1X+GXXzUl/4EeqWPjr4S/Hu3Hhv4vaFb+GfE7rst9ZgTbBcNnq2MFT9Mj6V5tSnOL9lON49E9/+3W/yf3nZ7ejWftq8uSf/AD9gtPL2sNtf5l+BVtvFXxt/ZJ1mK60DxKmv+GJmDIjTCaGRPTIPyn61licvhiKd5RcorSz0a/y/IKSxGWV1OhJU5y1UoPmp1PWP+Vn5tanv/h/4w/s2ftfaTH4e8fWUGheJ2UKhl2xyBvWOT+IZ7V4kIYzKm/qz56fWL3/rzR62IxWAzZxjm0fYVtlUi/dfbXpf+Wa8k3ueMfGD9j/4m/CB5fEHg15vEOgITKsttnz4V91HXjuK93Ls9oYn3YPlk94vT7uj9N/I8bN8hxGBT+uQ56fScVpb+8teX11j5oX4Q/tiePvArx6df3LalaQkK9vckiSID0J+YfSuvF5Rgc2je1pPtp+BxYHNczyKzw01On/K9V8pL/g+h9rfC39p/wCG3xOijs3vo7G/cYa3uSEyf9knrXw+ZcMYvL37Sl70e/X5o/RMn43wGZSWHxP7ufaW3yez/PyOq8a/CPwt46sn32tu5kXqVBB+grkwGe4jLp8sj28dkdDMKbcbNPfsfHXxr/YMg1KO4u9LsRvOSu3+h/xr66lm2XZvG1fSXkfEVuH8dlEufBScbfZesX6PofCnxQ/Zp8bfD+7kWTT5ZI1JwNhzj29fqK5sVktSmvaUXzx7r/Lc6cJxLGnNUMxg6cu7+F+jPH7qyuLSRo7iFo3XqCMEV4kk0+U+rpVYVo80Hf8AIrepNFixTg96OgDe2eaQAeBxQWJyOKTWoDTweKQA3tSAbQAoPqaAHZ96aYDjzzVC6je+aXkMd26U7oLDiQO1ArDf4c0DsGR60CSEPPekwvqNI5pNDIyPWpkaegmepqWhjG44FSUkGcHkU9x2Dg80X7CsBb0pXCzHZ5zVIkXFUmO2g4ZxxTRFh3bFUhWDvxzUisKfXt6UX7jQwjFJl3VhCfekO2ghIoQraAT3pdLFLUTqaWwebAHFF0MXI60XG7X0FpE2sJnrQUrsDyOKAT0sNoKSAHNTca1FB9aq5FhScigNkGVzmgnR9QHQU7g3YXOTjFD0C/YQnHSkGtrh/jVXsPoLRcSEB96kYfy+lO4CDHUmn1B6i5OM0mHNrYMUXD4gyAeKfQXwgSM9KVx3uH480XErgT3ouK4hODgUxtW0F5xS0BWFpAkIOlWCF+ooElYOhqbhsA96GIDSGHJGcUBe4YGMd6B27hQMDQD7hSsFwOetPRBq9hp9DxSbugGED3qN9zRLsICPWk/MafYCcdqBX0sLRcV77hjPSgEgz144qWi09LinA+lCfcHZMAeOetHxMUtNxw56VQkrikY7UDasjKPf09a4mdY0kelIqw09aHqNJDSfbmlqK9xrDH8VJopDCM/WpaK9Bp560ncpCA0r3YCj/a4qQ6ijmqTFYAcnmjoUlfcM/wD16fQQ4fWgaVxOozSQug4MD1poH5Acg8nNBKVy7Ya3qGnNugnbb/dJzW9LEVKHws5K+Do4le8js9H+IpBEV78h9e1e9hM+lFWmj5rGcOu3NT1Owtda0rVogJDG26voKeLw2LjrufN1cHXwsrq6KOp+FYLoebZOM+lc+Iy2Mo89NnVhs0nTfLURzF5p17p7bZUbA715FSnUo/Ej3KOIp4hXgzZ8LePNe8L3CS6feMI1bLROTtz7en4V04PMK2Flei/l0/E4sfk+HxybkrT6OOj+9HvXhr4xeD/HloNK8SwR2t4+AHYAbj79mH5GvrsHneGxiUMR7svw+T6HxOZZLXw0nVqptr/l5D4v+3ordGT4x+E8CsdR0NwQ3ON2UI9j2+hxWmMyaM/3tL8P6/IjC5tXwkeXFe9B7SX6rdM811DSLiwkMd1bFGHHzDg14NahOl8SPosPi4V480JXXkUjomnXybctBOehI+U1yywlKqvddmdSxlWi72ujOn0/VdHfcVYoP4l6fnXNKFXDOz2OyGIoYtcv/Dlyz1a1ul8m9iG7sy9a6aeJhVXJUOathZ0taT08yaS3giXehEsJ64HIrSSUdveXbqZRqSm+XaQ2PT3YibR7gBv7meD+FKNFyd8PLXt1KliFHTExJotXubOYR38MkL9N44/I1osTKMuWqreZE8LCtG9J3XY9A8P+MbW6g+ya1brfW5wFmT/Wx46fWvco4x1KfJVXtI/ij5vFZe6MuamrPs7/AIPb5NNHRnxRqcVibGDVG1DTScBHfOz2Oe/1wfeu2jiORWpPnj2fxI8t0NOSTcfLp93T5aeZx95p7iYahpEjQOjbvlYja3qMc1wV8LGb56H3M9OjiFyexr6+q6H0V8BP28PiH8LGg8OePY5PEegLiPZMf38Sn+45+8PY187jssp4nWS5Zd1v8+jPUwOJxmU/7hLnpdacneKX916uHprHyPovWvhf+zT+2Dpb+J/hlrlvoXigpvZYgI5Qx7SxZ/8AHhXNRx+My3TFrnh/MviX9dn95bwWW5zN/wBnS+r13vSkvdffRNp/4qd/NM+WPiH8KPix8B9TMHjPQp57BWxDqtmCUZfUkDivscBm8cRTvB+0j1t8UfX+mfI5nk8qVT2OIj7Od9E9YS/wy2a+5+SPTvgv+114s8GywWr60+saScBobhsyIPYnmox+SZdnFPnhZPuv1QZbnubcN1LNuUP5Xr9zf5H2h8O/2lPh38Q1Sykv4rO7lA/c3BABz2BPevgcy4Vx2X3qU1zR8j9SynjjLcztSqyUH2fX18zpvGHwr8HeMrWSO/0iCeKcFicAhvfjrXDgM6xWCdlI9fMMkwmOg7xUov5nxf8AHr/gnvo+rxz6p4NAEgywhIG78D3r6qjmuCzVcuKXJLutj4mtkWYZM3Uy6fND+Vv8nuvnc+A/iX+zz47+Hd5LFqGi3QjTJBMZ+7nr7j36Vlispq0Vz03zR7r+tDqwPEtGrU+rYuLp1O0tP+H9TyyWCWFikyFWHBBFeW00+U+nhOM0nF6EeMDmluyhCuOKQ7jWDdTR0uUIQKm4Dc9qQBQNCZ5xQu47CqePxptWJaHg5GKe4rCH60MYA5GKEwHYHSj0E7iZ59qYxfl6UCsxD05FAxrdM1I9xjdOKnYcRhx0BqWyxvA4qSxOTQtACgBd3FAC4xTTsK3YMnOOaatYV2PTcOCaq4Owu7mqJ23HfWkJbhkmloym+jEP1obBIbSK9RuaB9bBn5cVN+odBD7UbhuJn/69IdhQcgHPHpQIdnPcZ9KB3Ezg0dB3sGeKLj01EJwKlvUd9BpxnikG+w5eapeYlroKQT1p7E7hkelBQDrjB/Ogh2uLuGc0AtQ78mjYb7CZoE30QpJ/+tT0DZCZ59qAF9RSHpsIRQNoO1BIpOOlFhuyDigSQhOaelwDPzZpAtAzkU0SloBIPNDZXW4uePejqCVwB4oYnoGABRfsJbi8HvQ2NiZ5z60aITdxfqaXoVYQHB60CirgOvWh3Bq4Z54FAasMgUD6AT2FA32FGeM0B8W4ZotcFa1hCOc1IIYdwqWNNrUYeuO1JobFUjtzQU3Zh+ePWgVrCgY65oGtQPPA4qLi2dgoKtfUO/SgW244HvmqTK3QuSetK5HTUymNclmzs3sIT7UPQd+w09aS0GncaTzyOfSgsQ89aklPUYetJljCMUnqNXEbAPFQXYOO1IT3DPft9KdtBb7C5x2p2DcX8aYACOtAMXvjtR6DDA6Cl0ElroOHrmnuK+gg46U79w9RDgDnPvSDWxZtNQu7J1a3mYAds1dOpOm/dZjVw1OvpJHW6J4/lgKx3mR6sDxXuYPO50nyzPncbw/zpypancWer6XrUG2RkcMPxr6OlisPjI6vU+VrYSvg56FDU/B8TgzWDDn+E1zV8svrTZ14bN5RfLUOYvLC8sJNsqFdvOcV5VWFSlq0e5RxFOsvddzr/CHxe8T+F4xaTT/bbIceTIclf90/416OXZ1icD/DfNHs/wCrnj4/hvD4pupRfJJ9Vs/VHo9l418KeNLZo28vzm5MMmFkX6H+o/KvrMPmuBzWPLN8k+z/AEZ8Ticox2VVPaWt2cfhfquhi6h4fhtpfNs286LOSjD5lrnxGX+zd0tDtoY91Vy1dH3WzF05UjJAVbiIjDwSDmsacOTR6odeTer0fco6v8O7PU1N7ocvkSMeYm6Z9j2rir5RGp7+Hdn2Z04XiCphn7PEq67nGXUeqaFcNbahCyY/ixwf8a8uftMNLkqq3mfSU5UMdBTpMdBMsjCWGUq395Tg1onGesXqRODirSWhsQaktyn2XVIlcdA+MmuyFdTjyV9u559TDum+egxk2i3lo32zSZyU64BpSwlSnatQeiKhjadX93iEWrHWWZhDqayRMDtEy9RW1PFXsq+jX2l+pjXwaV5UbPyOqg0jxAlqdR0qSPUrUfM2w/OBXqexxMaftab54eW54s6uHqN060XCS+759hrLZaovlXqmKT0ZcEH3qkqeKXLPS33oi9XCu9LVFnw3F4n8Ma/b6j4V124srqN1aGeKUowPpkH+dcrwEk2oO6fX/MeIxVDEUb14bfevNPdPzWp9u/Dz9sLxLo2lQeDP2nPA8moaRdoIl1b7N5iSJ03OMbW+oxXh4rJnSq+1w79nUXb4fw2O2hn1WlT+qY+H1ii+klaol5X0mvNO/m2P8ffsWeAPivpcnxH/AGafFdsGlBl+wpMPLLHnaO6n2NVSzt4eryZhHkn/ADL4X6pfmvuN1k0MZReIyWoq1Jb05aTj5JuzTX8s0vU+U9el+Ivwk1t/D3j/AES8027gbCyspUEjuD0Ir6rD5pKMVze9GW0ls/6+R8lWybD4uTVFcs47xekl63/PZ9Ge+fBT9uLxR4GWHTdemOs6XlQBI/72NfZq8/MsjwObrnjaMn1XX5bHq5VnebcPvkj+8pro9/k/87n3T8OPjJ8O/i9piXPh/WYPtBHz27OFkQ+mD/MV+f5hk2NyiXvxvHutj9LyniTLM/ThGXLU6xekl6L9dUO8dfB3w14006Wx1XToLiJ8/eTOCe471eX57WwktH6rp81sbZlw/Qx1NwqR5ov5P5dj4S+Pn7ANpM02oeFIikmSwjIAJ9h2NfV06+BzeHv+5Lutvmj4qeX5lkcn9Sl7SC+zLdej6+jPhj4gfBbxl4BvZYdT0uYJGT8+08fUVxYvLK2F9+SvHutV/Xqepl3EWGxkvZVfcqfyy0f4nn8iMhKuu0+hPSvNtZs+ii1IjcDOTUlpjGzkClYEN5zUlIKeghM//XpFinGMUPUnUUY/GqQC9aYkJnHOKkBQe9PQNgPtRsAvTqKOoCHAJ9qH5AI1SP0GHrQUthjdahlJDTgVJSEI96BhQPbYSgQ7JwaNLgGeen6012FYcGyeMU0TYUHNWmA88igFHUbUi8w4NUCCs2y+g3ABxmhsa3EyPWkAhB65oBb6AOpoGwU0CFOBQVzahQDSYUNgtNwNSx3ew04BpDTtuKGGKd9bCbQuR600hNAc9u1MN1oAHfAoJCgb0A470C9Q7Yo0G7dBwwRijS4ulhD6UB1AHj3oHvqJj0NDAM84xxQJi8elO4MOM+1Iey0DjseaAYnfrQhIOCM549aAV0gOB0zQF7gDmgVtRc9M8UDdg4z1oE9A6DNAri5HOTQGwHHX0oGJnB5oCwlFw0FHWl6D3Fzj60rgw9xRcFoICCOtD0G3cMfzouCWnmL1FIHqhjHA4oHcaemakdmNzzQW3cUAg5zxQC1Fzk8mghPmeovXtUFXQUAtrMOD0PegYoIAx1oQublFHPSmFtDLP6+hrk3OrdCH3/SjqVsNJ54pMq+gjY780BzDTUghp60PUpDGODnNQWNPPtSaKuNzzUg9UOPHrj61V0Ji+/6UtAsLmmguGT2o9RbPQM80x3DGBnuaAvZ6C9Dg9KFoTYWncTeoHGOTS6j82J17UbFLViDgUrCRYs9Qu7N/Mt5mQr1GeK1hVlTleLOevQp142mjstE+IcsG2HUB/wACr3MHnk6T5Z6nzeO4fjU1os7GLVdK1uHG5HzXv08ThsbG7PnJ4TEYGWqsZWoeF1YtJZP+feuSvlzT5oanfQzNrSoc9c2N3YygkPG68hhkEfjXlzpypvU9enXp146O67G3pPj7VtPKwXpa4jX+In5x9T3/ABrvwmc4jDe5L3onmYzIMPXvKnaL7dDrrDxTp2pqJY5Ako/iXgj6ivdo5lh8W+aDs+x8/XyythnZq6Ok03VlVgZOo6unevQo1ovdHi4jCNr3TXuNM0TXrfy7iMMzDqTgfge1dFXC0sVDX3vzPOp4nFYCd47f195wevfDa508td6NIzqOTG33se1fO4nJ50bzw7uu3U+sy/iKGJap4la+RyguHhcwXkbQuOMnpXnxrNPlmrM9101UXPS1Rp6drE9i4G75M9c5BrrpV3Sd727dmcNfCRrLzOgefSdShEwYQzEcqRlc13upRqRUn7r/AAZ5KhXw0uTdfiGnajqOhSiXTrownrszmNvY0UpzwslOlLl/FP5F1qVLFK9Ra9+p2WleJvC+tyJF4hsjpl2eBcxDMLH1Ir1qWYUask8XHll0a2f9eZ42Iy+vQjejLmX4/Nb/ADX3HqPgf4T+FvGk66Y+tixuZgfst7Cd8Tt6Mvb2xXXiqChTVejd2/rTo/mcOCqSrYh4au1G+z3V+z2a8r2fke5aDZ/FX4E6QdH+KPgOPx74BYYNxbRid4Iz1wCMjjqDXzdavRxztRny1P6+KPU9acMXksHDG0VUwz6S1jF94T/5dvylZN9tyxoXg/wPLdP8Qv2RPjC3hvVuHl8N3zlY5W6mNkY/0I965ZQrtewx1JOL+0tY/Nbr5DjhsPUqrEZRiHGqtoTfLUXlCfwzXZS5k+518Xx5+G3xYg/4Vd+1Z4Dh8P66MQLqBjzbSt0DJIB+7z6EkVxPLcXlrc8vneL+w9mvLv8APU7553hcxaw+f03GpDT2kVyzj5yjvH1jzQfVJHhXxy/YQ8T+BbZvF/wf1JvEmgzq00cMfzyRr2wRkMPpXfgMxpYlumv3dVfZltfyf6aeo8Xl+IwsFXlavQeqnDV2/vKN0/Nxb/wo+c/D/wATPFHgTVUgma6027s5M/KTHKj168MzcI+xrxuuqf8AWp42IyPD4+Kr4eXo10+a2fofaHwQ/wCChF9p0cWl/ESKTVrEYVLyEATxj/aHf9K8jH8NYLMU6uDajLtuv80enlvFOb5JJUsbH21Pz+Nej2l6aM+z/BvxI+G3xc0lL3wvrtjfiVdzQ7wJY/ZkPIr4nFZfjspn78Wl3Wz/AK8z9Ey/Osr4ghahNOa3i9JL1i9fu08zj/id8AvCPje0e31KwjO4HaxTJU9vm7V7OW8Q1qPuvVdUeZm/DtDGL96r+e0l6PdH5+/tBfsIajoc0mpeGbWW4hYnHkpuYHsCo/pX0caWBzhc9CXJPs9j5VyzPh+VpXq0vL4l/n8j448X/DjxN4OupLfVtNmiCMRuKkD9en0rx8Xl+IwbtUj6NbP5n0WXZ7hcx92nK0uz0a9Ucm67TyOelefdLRntpkbDPaixSYlSGlgIxmgExOh5oGKDjoc0LYY4H05qkyBrH2pKzGhQfakHUUVWwgzyc0aMBDx+NMBCc1GzKsIfWhq6GMb361BaYw5zmloUNPqaQC0AJzmgBaA63DIPBHPrQtAF46jihMXUcD2qkFrCjjFVckWl0CwUXG1YaWIqGPoNzyDQUmJk+tAWuBOaBrcOcYBpMLdgBxRcG7C5BGM0akod+FMoTIoG3cRqlg12GnnqKQ4sO/SgGr6jgKdwtbYUN+lCBaLQT7tFyHoGcdabC1tgamFrhz1zQPl0D+VAmhaEFrMXOO1LcOmolMGg4BxS9QsFPYT1A59KC0tLC568UCkuolBKQHpQN6oDgjI6etActtgB4oYnqFANW3CgAoJaAc9f0o2K1Wov+13obFy2DjvyaBiUCaCk9CtxQecmjoD90OemKnoFtA/Cmg03A0AtQzxzQwW1hpBNJjsNPHGKhlbDcYpl2DkcUkyLWYoPNK4MXPPr9KQNWDk9sUFCjnnFA9g6dDSTsSOHAxTKa0Msg+tcqOnlYjc9KT3Keo3aaBpCdOtJgI3rSGr7DCc0bDGtUtFIaRmkUtRhBzwKgfSwvOKYmhc/WgPQMYHWi4dRRwelFwerFzii4g5HammDVmGTjkU7XC1hQTS2FYU4+7TGNII5zQPZ2A47GgnoJkg9M0DersOyTmhCtqWLW9ubQhreZ1b2NaQnKErxZhVoQraSR1Oj+Op7crFfDco/iHNe1hc4nS0nqeDjMijUXNSZ2Nnq2kazFtZ0bd+de5TxWGxq1ep83WwmIwcua1ilqXheMr5tm2c/w1jXy9x1hqdWHzNr3KiOcks7uwmLLujdfwrypU5U9VoezGrCurM2tI8YXlliK5BIH8Wa78NmNSn7s1c8zFZTTre9A7bR/FiSMstrchSfvLng172Gx6laVOWp8xi8rcU41EdbZ+J45MQT7G3dcjNevHFwn8ejPAq5a4+/HSxDrfhzRNej3xxKJfbg/h7VlicBQxS1WppgsfisDLlex5/qfhHV9JLS2sLXEA5K4yyj1Ir56vl+Iwl3Bc0D67DZthsWuWo+WXfozPs5WY/6McP3ic/07VhRmpX5OvRnVWhb4/vLi3MwBTOxwf8AVyf0rVTcH7rt5P8AQ53Si/Nd0Tw6h5Z2yDY3Uq3INbU63Lo9PLdfiZSw99Y6nUeG/F+oaJcLLp2oSWrqciNmJjb/AA/CvTwuKlSl+7ly36PWL/yPHx2XRxCtUje3Vbr/ADPsz4Aftv22nSxeGPibI6WcqiLznXfHj3PpXJmOBo4+0qa9nV6dn6M6suzjFZZ7mJXtKLVrrdLzj1+V/Q9P+KH7M/w9+Lenn4hfBvU7Wy1GRfNU2kgEM7f8B+4fpXPgc1q4Gf1bMY/P+v0NMbw/hMyovF5NJWb1i37r8kvsvysl5I+Y9dtfifZ6j/wgnjyOPUmtyyx2+pnDkf7Ex4I9BX2WFhSq0+aLUo+n67fgfHVq86VT6vilJNdG/h9Jbr1vynU/DT4tfFD4JTPpuk3VxFaSENJoOsZaGVfWFzwPwI/GvNxuS4TG2utemuq/wvr8zqweKzHKKrlg5Wb1cWtJebjs3/ejaXqdn4msv2fv2pIWt9W0seCvGmSgSTAEj/7JAw4z+NeU8NiMMvZ1l7SC67SX+f5Ht0sxwOYVHL/d673a1pyfmtNfJ2l5s+ZPip+zV45+D87NIZjCWPk3kPzQSj/aI5U+xrSGHhOHtcJPX7req3Xrt5muIq18LP2eYU1yvZrVfJ6a+TSfa5xnhX4m+LPA+qRXVtqF7pd5C2Unt3Kn9OD9f0qnjJJOji4/159H6/gctbKKWK/e4Z6razs16Nar+tT7X+CH/BQDW7W3g0n4kQx61aAhTeRYWZR/tdm/HBrjxXC+EzGHtsHNRf4fNbo2wfFGZ5NP2OMi61Pz+NfpL0dn5n1/4Y8WeA/jDog1PwZrkE+9RvgJG5D/ALSdQfpXydfD4zJalsTG8ejXX5n3OAx2Bz+m54KdpdYvSXzW6PMvi1+z74e8VQyQ+I/DUZ8xcJdwp/M/417+W51GpDk5k11TPFzbIYTm51oOMuk47/hv8z4U+N37CesaP5+r+DSbqDlhGg+fH+73+ozXXUwOFxuuHfLLs/0POpYvMsnT9sva0u6+L5x/yufIniPwbrvhe6ktNWsJYmjJBLDAz/SvDxGEr4WVqkbf10ezPpsvzXDZjBToyT/MwWABzzXIemldDe/vTsHmhPekMaeaExjgc0xPQXNFiRKRQoOKq6E0LkUthCE0irCE07AhGNIuw1ueTU27ARtnPBqWWrCE84IpWAbQVYMnIoCwoJzS6BYASTT3EKM9KaEPougFBxjHamgHA57UyVqITgdDmgpajT171LBaDfSkU7oM4oGk0J1o2FazAdPSpuNC0hyTj0AHFO5OquL7d6foUBGehApXC2gDA5pPUpW2G+vb0FAlKwD1IqbgtVqAbgcDirHfSwp5oIStoGcUgau7gasWrDJPFK43oGec0egW7C8fhTDVBkGlZCsugdOtDBp7BnrTC/UMc5BoCwZ/nS3AP84o23Dm1uHfPamJi5OODS2HsJu9qaCwEg9KBN3FoElcCPegbuGR60biDnPIxQG24DjtQGy1D2odgeoDB4FLZDQYzTDdh25qW+wC0A7pCHrRox3sxc+lIL6WDg+1AWEPpTBq4Hn8aRS8xhyDxUAtxtDHq+guSetSVbUAMnjoKBW1FBH60AmKRz7UFXQg60CfcUHHUUBdACcfNxTC/RmZnnk1yeh1u1wND0JuNA570rFaiEc9aAEYjPFFiut0NPWpBeY1h2pMq4wnvUu5Q3NTYE+om496l7lhzj3qidhecdKNNg9BeTzRoIM59qQ9RaY1oKT7c0JBuID702JWY7ORzQhWYHk8nimC1dxOOev4UB1sHPpQHS4Z9aFoA4HPtTuDTYoPGQaozfcnguJraQPDIyEehq4zcHeJFSlGorSVzp9I8b3VsRHeDevdlr1sLmtSjpLVHg4vI4TvKmzrbXU9I1yPaXQk9B3r3aeIwuNjroz56phsRgncr33hV2TzLQbx6VhVy+UVzQ1RrQzSKdp6M56SC906YFN8RBzjoK81wnSldaHsRqUsRGzszX07xdPEVjvDkDuecV20synB8tVHn4nKYy1gddpviZ5VUQTq3HGete3h8b7tqcrnzuIy1Qd5o6fS/FlpOwtdT++eAWOGH0P+Neph8yi3y1VY8XFZXUivaUPuDWvBWma1m6sZBHcfeEsQwcf7ajqPcUsXlNLEv2lJ2l0a2ZWEzmvg/wB3WV49n+j/AEZyN1aXGkTfZPEtpvgztW5i5/E9xXjVIyw0vZY6N490e/TqwxcPa4KVpdn+hHPo1wsJu9MmS+teg2nLgf1qpYGpyOrh3zw8t16rcqGMg5+yrrkl57f8Az47gKcJuODzG3BBrjjO3wbdup2Sg3/n0NfTbsXTCK3kDHvE5wfwzXo0Kntfcjr5Pf8A4B52JpOleUlbzWx6Z8MPjl8R/g5q6XnhHXrm1jLfvbOUFoJR6FehHuKqtRhU/dVlp1T3XocVOEqc3Xwk+SfeL38mtn6NH1fov7Rvwx/aO0tPDHxF8MjSvEDKBBdWyF1ZuxQj5159eKeBw2IwM3LCyvFbxb/4a/yKxuKw2ZwVHNKdpvSM47X81q032u0zldT165+Ht4PC3xBtIfE3haQ7beYqHkgXPBHG7OP4Rg17raxEPaU9H1v+TWz9TwI+0y2r9TxKU6fRPVeq6xfo4v1KOrfAfRvGdufEHwP8VW12Sd66PeTgFmxnEMpxhv8AZPNc88dOml7fZdbX+97r5387HW8to4qLeFd+nK7KXybsp/4ZKMl5nP6Z8bPiL4Anl8C+PdLnubZP3M2l6xGS2PRGPX25IrSMMPVaq03yyf3fK3Tz1Rz0K+LwMZUoPmgtHCS0Xqn70H5LTyMHxH4Y+HPjWUzeHEFk053SaddEDYfWNuh/SuxUKdZeyrLX+un+VzjlinSlz4RuD/lbuvlLZ+js/M8t8bfCvXPAd3HPot/5kVwvmrCQQQfTngmvIxeU1MHP2mEnddn+Xme9gs4pY2PssfC0l17Lz6r8V5jPh58ZfGHw81xbzR9cu9Fv4W5KsQjEdmHQj864oYynO9HFq3dPVP5HVWyq9sThG7rZx0a+f6O59/8AwG/4KF6ZqsVvoPxetFiZ9qLqduu6Ns95F6j6jNeRmHClPEL22Xy5Zdunyf8AmetlvF9fBP6vmkeaP8y3X+Jf5fcfVH9m+C/H2mrqnhfUbO5jnQSI8LhkcHvxXzkcRjcsqezxMWvXc+sVLBZlTVbBSWu1uv3Hz98Zf2Z/CPjRJYNf0FLS6YHbdRoMk9s4+9/OvrMFm0MTT5J+/Hz6f5HyWY5HBVfaWdKp/Muvr0l+Z8A/Gn9i/wAVeDpp7/Qrd7u0Ulg0alht9+61piMnp4qPtMFLX+V7/I56OdYvLHyZhHmh0nFafNdD5n1bQtS0a5e31G0kidMg7lxXz9alUw8uSorPzPrcJjaGMpqpQldMzSOenNYvQ6hp60WGKOTSAUHj3qrisJx70noNADgUCFz+tAah7mhjDnPtQtg9BCPeluUNOD0JpXsAwg9c0mWIeetSAylYsM1IBTQdQB5pCdxRxxVrQVtReh7UA/IcppoVhwxVCS1An0pMd+wjD3pXQ0Mz9Klsp6oDz347UrgloIMjtRoFk9wPvz9KQdLBxj3oHo0OoBBnnNVdA7hSC9nYDyaQ38V2Ie/TFAXE5HU1NtR2tuKMYPNVYbT3YZ4zQR5hnigLaADTuJi0gT7iU7lbC+x4o1FtuAx1ouRa4vXn8qLj3egdzxVDlo7B/DU3DcOM/wCFUtAauLjnNIm43OMigQo/Si6K+ETJphqL8tTcEGT1qhtcoc+lQJgR6YqyUri8etABkDtSB6AM+lDQMDjOcUkNKyADHSi4XQhPOKTFtuAPtk0FJ20FBzzQC0Fzigq1xKCX3DkDAoKvZCMf1oFqlYQjB4NSUtHcYc1At9ROc+1Be45eOM8UD1EzQS3zD6OhQh9zQFu4Drg80A9BaCWZeTnBrkTOywZBoJA5Pekyk7jSKNhjcnNDBCH1pD9BrDkE0nqMa3XA6VLZS2GtSb6jvoNOCMipK3AHNCfcA+h4pokXPekVYM5oFcXBp6A+wuO9Fx2ExzntRcW4tO6B7jh6Ypi33EIHYmgT30Dk9KWoxMZpgvMcDzQJ6CqSMCncTQ8H3qg0FHTAPFNGfW5PBPNbuHhkKMOhBrSMnHVGdSmqitI6vQviBd2GIb5fMjxjd3r2MJnNXDS9/VHz+OyCnX9+nozu7LUPD3iWAAmPfjp3r6OjXweYxs3Znylahi8unrexja14JdA0tgd4PQd64MVlU6avDVHo4POYt8tU5crf6XMMb0K9ia8i86ErrQ91OjiVvc6HTPE9rcL5GpRkE8b845r1aGYwn7tdankYnLKkHzUXodPYaxqGmBJ7Cc3EKndgnNerRxFTD+9h5cy7Hh18JRxN41VZnZ6fregeKrbybrbDORja4AJP8mr2KGLw2Pgov3X2Z8/WwOJyyfNB3X4f8D8TC1XwPqeiSnUvD1wYlf8AhbmOT6joK4K+W1cFU9rhZcsvw+89HDZzQxkfY41X/NHNX1xZ3MvlavaNY3YPLqPkJ9c9v1rjrV6WIdsXH2c/5lsz2qNOpTjzYd88O3X/AIJRurKa1Im371z8s0Z5FctfDzovneq6Sj+p00q0KnudezOr8L/ECwhiGl+MdCh1iwYgeajbLmIeqt0/Ou2lms+RwxKU493v9+55uIyf3/a4WXK+3T5dvmmjsrTwbpWusmrfCbxQ086sHFhct5V1Efbn5vwrvo0YYlc2Enqtl/wf+HPLr150v3WNhdd7a/drF/J+qR0c3xQ8Z6WE8P8Axe8OXl1CMRia5haO42+0n8Xsea3pYqphny14/wDB9P8AgMwxGC+sJeykpW15Zb/Jv3l87xNjw94Q1TVJf+Eg+CvjBbm7X520maQW91nrhR9yQ+wIb2FdLknH2tGWnbdfPt81bzMKdONZ+ymve7fat5bKS9PuO+sf2hdP1y2/4Vz+1H8OZNVt4v3S3k0X2fU7Jj3SQjLgehzXnV8LHm58M/Zyeri9YPzstvWJu6+Ih7mJXt4x635a0PJSer/wTTXoQeIv2XrrU9Jl8YfAPxsvjTw6vzvbAf8AEy08HnEkP3mA7sP1p0Mc4NYbGP2Te19Yv0mtPk9V2ZE8PTr05V8KvaqPxJLlmv8AHT1/8ChzRfkjgIviPqfhpP8AhC/in4YW9skJRZ3BLp2yrnkevI+tei8TUw0+TEJ27rVP5dV5mNKjHEU/9nanFfZekl/ha7erRS1/4e+FvFNst94anj1Oz6iNiFuIPQBu/wCNdU8JQx0FdJ+m/wAnv95zwxlfAzaoSd+qa/NdfVHnt14F8QeH5pp9AuTqMMR3SWZG2dR6hf4vqtePVy3EYKXPQlzR7f8AA/yPXpZthcwgo4lckv5unzfT5nf/AAZ/aF8eeAdRR/CutTxFWHnaddMTHIR1GDxn34NCrUMyp+yrwu+z0a9JEyo4jKant8NKy3uvhf8AiS/Nan358Gf2xvCPxJgj8MeMIF0/VSFDW12wUuf+mTnAY+xw31r5rH8MyoSeIwLfp/mv680j6jLeKaeJisPjLeV+vo+/rZ9rnqeteBbfW7aS58MXMEyn71vcDgezd1/GvPw+avDPkxaa81+n+Wh69bAutFzwjT8nf+l/Wp8y/GD9lrwJ45aa01nQ38Oay4JRmjAhmPqjD5WH0NfTwxlPG0rzSqQfVbx9eqPk6mBjSr3pN4et2fwS9Pstf4Wj4d+MP7Hfj74eTS3lpYve2AJKTwruXb6n0rz6+Te0XPhJcy6rqv8AM9GjntbBe5mUOVfzLWL+fT0dj571DTrvTLg217C0cgPQ9+e1eHUpzpu0lZ3PqaGIp4mHPTd0Vc8Vmb2AZzx0p6Ei9TQtGAA07lWAH3oExMmgQu72oD0EoGnoNNSMQ9KCkNOPWodxoYfpUNFhTBXCgBOKQN3FBIOapMY4Y7UyLADzigVrjzg8U0+4BSuAjUMew0/ezU6jSG8YpFWDPOKAegUupIZ9qVxodknoKodxR7igFdCc56cUWH1BiD1FFgeoDkcigXvCY5xUDSAHn2p3K32F9v1poFG4g54oZnbSwmcUFNWQ+nYLPsJkehpMHcBiquSrhxgikMXkjAoFdhken607hzNvUM9qPIWtgHWi40trjs84ouHUTgcdzSYrJaiD8feqsDXQXHelexTjYToeaBWtoKSOgpg1rcT8akl3FOBnBprUaugBqmK2gDk5HFAeoZHrSsG7A9MUiltYAc8YpWRKjd2E+pxQyl5hkcUrhfS4uSDSuJqwtFxqOl0Aye1VcajcCfU0tyXe9rCY4+U0rjtYTO3tQNXSsNI5qWNbDck9BSeg7iipvYBd3NUtiriUE6js5PUVNyk29AHXOaLh1uLTYnexld85rlujs3D8KCWhevrSuO3UbkCn8Q92NYepoBKzEqblDTz1pDQ0+1DZQhxUW0sUnzPyGn1xSYPUaRg1LGxQeKrzFYX6Uhu1wGPSglIMmgYoJzR0JtYXjpQVbSwhOKBNjhwcmrE7i8EYxzS6ha4h479aYaNCfXik9AFGO9MBQc0KwmOHWrTFsxwOKBEgPrWiIa0Fp3J33JLa6uLSTfbzNGw7qcU4ycHdEVKMaseWaujrNE+Id7ZMsV8PNT+93r2cJnVWg+WeqPnsbw9TrLnpaM7aG68O+KYV2tGJGHQdc179OrhMyja9pHzEqWMyyb0ujE1fwNcQZltCJU9hyK8/FZTUparVHp4TO4TfLU0ZiW99quiykRs4AOCjdDXnwq1cM7QZ6lSjQxsbytc6PR/FFhcSqLpRBIepHAr1sPmFOo/3qs+54uLy2rTjem+ZHoWleML7S4lACX1kRhoZvmDL7MK+hp4yrRgnF89N9P62PmamApzk21Zvr/Wq+Vieaz8M+NU8vTJY4roKf9FnYAhvQE/0pyp4TMY2pP3/AOWX6MxpyxeWTvJNx7ra36/Oxxmo+HtW8PSt5EbNHnBhkGQfp7frXj1KFfL5Wjp/df6Hv0MdQx0ff0fdf5dPyMxoLW9G61Jtp/4om6NWDjRr60/dl2O1TqUdKmse5BBc3uk3YmikltJ1OVkQkYrJc9Gab91rqjSdOli4cskpLsz3f4Z/tM3+mQf8I78SNLtvE3h+4+S4t7pBKCuMZBI3RsB3Br1aeYxrx9nid/5l+vRnz+Iyqph3zYW0o9YT/wDbZL3ovs015npl98FPAfj6D/hLf2afGnkai375/DV9OI7iPHOIXJw4/E/WrjKph5Nr5SXX/L53Xmc0oU8V7kfe/uTsqi7uL+Gol5Wl6lXS/jVeWch+H/7R3gRdbhh/c7tQjKXluvQlJh8wx9SK6oVYztFPkl3+y/8AFH9UYxqVaWjXtYR0tK6nHyjL4l6P7j0Hw18HNNnnh8X/ALMPxjudN1dQJYNK1K58mVz1KxXC/K+em1wM9zWGIlOjFwxVO9N9V70fnHdfK5Sw9LG1FUwNX96tVFtwqLyjJWTff4X6h488f6D4hWTwT+1h8Mbrw54lZRFbeJrCz8kOx4Elwg+V07l0zkVjRlLDQUsJPno9Yt8yXlF7xfkyZTeIqSWMptVv54pRqX/vwfu1F/ejyya7ni3j/wCAnxE+FUY8a/DrWofFfhd8NHrGiStPbA4ztkwMo2COG5q6Ffmd8I2pfyvf7tb+TTZ0VadCrD/a7SjeyqR+G/Z6Jwl/dkosw9A+LGga/s0/xlZi1vUY7bqMBW3+uRXtYXOITfLiFyvu9v8AgHl4vJqtK9Sl78d79fn3RoeIPBWla0v9oNb/ANoI2GS9s8LdJ7kdH+p5967MTgqWK/eWv5rf/J/mefhcxrYL93GWi3unyv5boqaV/aGlRR2mpJH4j06LJE0RMd5agd9pG9SO+dy1yQpVKLs3e3Xqv1R1VqtGvHnS5b9G7xfo1+p9NfDL44eNvCWnw3umazP4v8M24BBWULqmnL3B671HcMCp7YrixmV4fHK81aT69H5/1aS8z08FmuKwUbxbnTXn78F+On3xfkfSXhb46+F/Hmhm6umg1fS9u64mgtvMltfX7Va/fTHd0yPoK+UxGR1cFU5qDcZetr/4ZbN/3Zan1FPiGliqPNXSqU+slG7j5zhvb+/C69DN+KPin4VfDT4f3njzVtbstR8PrEWW0julma6Y8KkWeSxbjaeR36U6GIxc5uNROEo7u1req8/Lc6prCxoKrRaqQltG6afo3f5321ex+OPxn8R/8JX4wvNdTS4tMhvJGmtrNB/qYWOVDY74xU5tVnWrKpU3a0XVLz82tTXh7CxwtB04a9+qv5X6I4DnpxivLPeHDIPHSgLAT3NUFgIzUiE4HFUVbQUj3pIVhd4HemKw3PGaTHa2gEn1FILDT6mkx3GnrSZQ04xmpY7jTnsaVygOM9KQW7BgUDuhfxpxYrgM00xC8jtTFccDihCFyOlA2g757UAhp6UmzRasZwKjqAHA5p30DRgOR1pJgHUUgSFHXApoLMXjqDimgXcMjrQNvWyDPOKGTYO+BS9Qtdh0Ge9IpOwlA9bAD2zQK7F6Gn0Js9xOB1pjQ7cKAbtsHPp+tAX1DGKXQLX2Djv0o6heyv1DPTNVdWF1FpEtXDjNBXNZ2CmSFIHa4ZBJOKB9bgMgc96B2tsGe1ARTQdenNPyJfkGTQCdwAHekDXQKa0GKSB0pBuGc9uKpCYcfjSuJXA4pFCZ5zTFvIDik9Sr6BwOtFg6ADntUiFyCTzR0G1oxQc07CXmBIPWktAtdiexFA17r2AkGi43rqhp9AKVgTGdKhjtrcUN70rFJsOM5qgDjPWluCVhT171I92G7sBT0F0sPA9DRccVYyK5rHXotgNFxC5PrQLmE4FD1GtBpxnrU3C2oHj/AOvQXoMI96AEx3zx60mUvMacCpBIacY61L1KTG9fWk9xiDA60rlWFGfSmTbuO75oQvQKBhQLYKewmL/WluN6u4c56U7iauODHr3ouP4RKoTiLxnkUB1uIuaXoIdkmhAKCcdaYmhecCqRI8N0q0xNDwR61SZNr7CkY7U90SxM5OKdgVk7k1tdXFpKJbeVo2HcGiMnD4WY1KUK0bSWh2mg/Ei7s9sGpr50f97qa97B53Ww+lVXR83j+HKdb95R0Z16T+G/E8OUaPeeuOte3zYPMY3Tsz55wxuWSaktDA1jwRcwr51l+8UV5uKyqpT1hqj1MJndObtU0Mu11bWdEYRMziMdVbpXHSr1sI92kehVw2HxnvK1zXs9YsNYYES/ZLleQ6nBB+td1PGUsU7S91nnVsJWwas1zR7HUW3i7V7WMW/iCH+0LY8CbGXI9/7x969elmOIoQ9niY+0g/vXz6fM8WtlmHxEufDS5Jdv62JptK0HxAn2jSrlUk67ScMvsfSqnhKGLXPhJX7raS/z9fwM6OIxOBfs8QtO/Qzp7W604/Z9XszPB2cdceuRwRXJ71L3Kqv+f/BOxSjV1oO0uxLH4Ql1GE3nha5+0lBl7Zh86+2O9arLlVhz4SV/7vVej/4Z+Rn/AGr7KapYyNuz6Mg0fX9S0C8H2SZ7G6ibJjckKff1B+mK56VaeHlyr3X2fX5GuIwdLFwU5Lmj0a3R7jofxTf4hWMXh/xdLBqcqL5cNtqjBpCP+mFyMMT6KSCfevWo4qhV9yvG39dOj/M8LG4XFUl7SlLmttff0u9fk36X2HtYeK/h3M2teFHubjTkI+1Wsv7wwnOQHwAfoSEb0JrsinSvLDS5kt1tJf5/gecmsT/Ejyy6vp81ul5NW7X3PYfAf7Tdr4s0pPBHjyx07xJpcmVk0bXuVUnobe5b54W9AxGP79cssLhMVJ1aLdKo+sdP/Ao7P7jseLxVFKjio+1p9FJ7f4ZrWL9XbvJbG3oXw91XQdWuvEX7JXxAvNJ1Fl8y/wDA2uSL/pCnnYu/91OCDjDhWx0Y15+Mwrpq2NgmltOO3zW8fVaeaOzDTVSo3gJvntZxlZTt2/lqLyfTaMjitc8JfA747ajceH/HWir8GPiarGN3kiaLR7ucdmVvmtmb3+X0rKoqlKKdVe1i9mrc6+e0/R6+prh8VBTcYy9nPqrP2b8pR1lTfmrx7qJ5L4w+Fvxy/Zl1cDxJpcv9lyn/AEe+jPn2F2h6FJBkcj6EeldWBxtSmnLC1FKPXfT/ABR3TLx+Eo4hqNaDhOWz0akvJ/DJf1ZMtWPifwr4yeNLy0bQtXZR5cm4qrHuUkGPyP519DQx9HFLlrrll3/yfX8D5jEZfWwS58O7x69V6tPVfl5l+C98X+AtVXUljmuDG277TbHbPt9WX7sq/UA11zhOMW7c0fx+7b7jjg4qqvZydKotr/D8n0X3pnq/hbxN4K8blPE/grxPF4V8bWC72e2Z7dbhl7vGeVJxyPmFec5xk5U378Hunv6NM9dQkrVn+5rJNqS+CXzV1FvrpZ+Z4F8b/iTqnxp8V2Om6boq2sunIy6tNp53QXM6uRJd+UvyqVQheP4txrx8Up1aqwlFtxUtNdu++/L0vfex7mDhSwdB5hioxhOSWiVk3q1o9IuWl1Gy66N2Ob8QfBzRtW0xbzRdRF7GoA+0Rvuw3o2eUP1H0rqrZDh8XSUqUndK1/8APqc2G4jxWArfv0uXy009N/n+Z5D4g8B67oD/ALy3aWLJwyDNfKYzKsTgr88brutj7XAZ5hMevdlZnOHI4PHrnt+Feane/wCh7O+oobjGKe4CEnNCFYPwNFxgCSadxDgeR6UrjXmIeBQIQj1FA7iHnvSHohvtRYew0j1WpGhCMZqWV5ITHrSGtBCc9KLDsHI60WAUHNCJa6i00A4YzimJx7C0+gLQDkDFAJXGsaLF3uxvUnis3uNK4hz3qVqhWDJoGGfagW2woIHPemFxRg1V0C13CgWwvtjn1oGmHT8aQLyDPrSGtdxM44xQUAP86ESlbQXnrQ9h7iA84xTbEg46UrierFxmi4JXdwB55qhp9wznjFTYVkxeCB7VQk7sWgHpuISAMUC0iKc+lA9NBO/WgYvbFBPQCO2aCrCfjQ0LoL7UCDB9aY0JkZzilsD3uFAhcH0oRLVgJp3G3fYPxpAFA07IKA3AjIpXC3cDzihsL+6IRz1qWNIUHHamUnZC8DvzTIegnFIel7inr0oQ3ZgeRmgPNCHJycik9y1rsMIzUNhaV7CdM0NjtYBwcYpXD1FDcYp9QQ4juKkT1YnQ0B5irkUxR91GVjB61y3O1aiNSC2lgzk0XFYXPOKobG1IaDcgdTQNaDWz2NAB1FRcqyG4oBbDT9aT8xoZk+tSy0Ic88UnqFxQfSmnoNu4UkStR2cfepj21FosJ6hQNu7DPNOwrhnvSBXQA+1Arj+D2p3EIfenca7AaWwgyM47UXGxQcdRVIQ4EEdaaFbsPzVJkNDwc9KtPUT2F3ZHamiGLjnNFtQfmGKbQW0sKOmBxTRL3J7a6uLNxJbTMjDupq4ylB80XqY1KMKytNXOu0T4iXtmVhv1EkfqOte1hc5q0NJ6o+exvD9Kt71J2Z2VrfeHPFEO19iyHvxXuQrYPMY2ejPnKlDGZZK6V0YeteALq1VrvTj5idRt615uLyipT96nqj08Fn1Or+7q6GPZa7q2iube7Uyxg8o9cVHGV8I2ls+h6VbA4fGLmp6PyOk0270LV5Fls7ttPve3OAT6V7FGrhMZJOEvZ1Oj6HjYmlisInGrHngdNDrV9o5W11+wS4tn5DgZQ++O31FejOtUoWjjI77SX+fU8pYeliVfDSs+q6ouHR9PmlXVfBeqSW1woyYHbDZ/2WHDD9accLzfvMM7L+v6szGrifZxVLGRvF9e39eX3EGo6pFqitp/i3SEFzjCXKrscH69/wAaU66r/u8VG7XXZ/fv99woUZULVcDUuuz1OYltb+yd/s5a5gU5wR84HuK82VKpBtU/eXb+v0PZjVo1l7/uy/A7rwb8cdX0V4bTWRcalaQ/LGyztFe269wkwBJH+w4ZParpY1p662+9HPiMqUrSjuu+1uy7L0uv7p37j4d/Ee2lvorS4iuYQWbVtFtwlzCD0N3YA7G93hYD/ZzxXoKX1hcy1tu1pJf5nncroSVKWl+j6/o/VWa7EOneLfGPw/itrzUjD4q8NQsBbatp87kQegDriSB+cbXA91NdFPFVaUU5e9Duv17HJUwUKk7U9Jfyy2f+F6fhZvqj3zRfid4J+OGgW+h+K7EeN1gj2Qo0kdv4jsV7/Z5v9XeAdozhj/czWbowSdXCtRvut4P1XR+asW5Snali05Po9qi/wy+Ga8pWfl1J9C1L4kfDXRdQX4cavafFX4awnytW8L63bO8+nryCkto/762YZPzxgx8cjtXHWwVLEzWrpVujT0fkpbP/AAvX+7bUdGvXwcZQh+8pbuLWz7zhf3X/AHovR68z2I/Bvg/4C/FW+c/Ce3sNK1S7UtffDnxbIoguc8FtMvv4JB/CQc5+8MConiMRgl7PHR93+eK/9Kg+nnG6t0RrGhh8a1VwcrTf2Zy3faNTR+imoyvreSViDXvgfr+inUbf4Z2uoa4unqZNT8C+IAItb01Mf6yBwcXMXGQ8ZIORx2rvwmbSope1aUX8MlrCXknvF+UvvOevlarc1KMW2tZQkrTj52VuZf3oa23itz5j+LGpeD7ewe90aW9sNRik2S2c8ZiubeZcnDdiF5wSM9K7MyxdL2LqPScbeUu+vRq3zFkeCrfWFCPvU3v1Vn0T83o9E/LqX/gFrl98NLa08c2qy2XiDVpme0nvLf8A0eS3Py7F3ja4PJOMEE964sqw9OpQc6/xTfpp0t5Pq1Z31OrPcZUhiY/V1eNK9ra62tK6d7/y+R9I+IfDvww8bvZ6z4nsT8IfGOpxq9pr2npv0HU2YcefGOI93HOMDPNZzw+Jy+p7TDS50unVej2kvW3k2csZUa0YqpH2LlqutOXpa7p/9u3iusTyv4j/AA/1nwLcxaZ8UtCt9LhvT/oXiDT1+06NqS9mV04UnjIHIz0r08Nm1HFR5JLXqtreqeq9bNHJVy6pRqKVP3ZNXWuj801eMl5xb7OMXoeOePfgmIrX+17a1820dTJHdWbiVCo6sGXIYD6ZA61xZhk+Gq03iIXS7rX70vzV/Q9jLc/xOFn7GstfPZ+j/wCD8keO6r4O1XTAbiJftVsMnzYhnA+lfL4rLcRhouduaH80dV8+qPtcLm9DE+7L3ZdmYZ6kHIOe/UfhXAmn12PS1tcMn1pDsJQgaFGBT3DQXg0CG0AKQT2oBaDSMCgoa2TUsBMcVLK21Gk+9S9CrpCUbjTDtRYLAOtC0AXPOKExIUUCY+qWwW1sIST2/WgaEI5obG43EOQahjWjGMTWdwuwJxTv3DroFUmIXIHI4oLsKG9aES7CjNNMlIAevsKGyld7Bk445pA7MVs5oQO4h659KTuO6E6dRSuylZu4ue1UT6hk5xipv3AT+KqBu7F6DAoFfoHcU7iF6GpEwHX61ZURScc0tBPzEODyc07gxc5pbbiSDHamFxRQDVriZJHFAeYHI6c0BYM5oC2ovHagd+wh6YoEgwOlLqJbi8+vWmD1A570C1DHOM0DSbYuTQHN3EPc0l2BaMM9qGF7iMeOadhp9AAx25qBroKPXH0pj1Yp56UCdnsHTqaATDgnOaADPGMUCT92w3rnNTca20Gn3oZXqJkZ46VDQ0rhjnNIb11Fph6BRsNq4Ug16Djx1NMbVjIya4/Q6RSQaY9xBxQAUXE9UFAJDW60DW408dKBsTnnNT6DQnBpDDAoeo9CMgYpNhdjTgnrUbIpAMZ68UirC1SRIuec9qQdQBPcim9heYuc0DAHNGxN2LQPmE6UBYUNjoeae4mKeTg0aCFxihjuFIGA61YdRc8YoEO7DJyapOxLuOU/jTuS0SrVxZnYWqB+8HehaDu2Ax3oWhL3uOHFUrCdmOXpiq0JejuTW9zNbPvglZGHoa0jLld4mVSlGorSWh2fh74kXunlYNRUSxdM17WCzqth1y1FdHzeYcO0q656Tszto4fC/jWDfDIiTtzxgfmK9uMcHmyvB2l2PmJTx2TStNNo5TXvAGp6Q3n26F4gch1614+MymthtUrryPewOfUMWuSWj7Mi03xbq2jr9jvB9qtm4eKZd3/6qnC5lXwi9nL3ovdPX8zXEZVQxb9pS92XdG3Y32l3ki3OiX7WV0esMhwCfTNenRxFCs+fDS5Jvo9n6X/U82vRr0rxxMOaPdHWad44s5EGkeN9HW4hPHnfdkQf7LenscivR+uqdqWLjts+n/APGllXs5e2wEvkaVx4J3wDWfBOrDUbZF3mFeLiAd8p3Uf3lyPXFDwrSUqLv2/r9dPQj63p7PExt3f9f15nM3lro+qx51ixk0+7/wCfi3TCjHBLx/zxXPUjTxEL4mLjL+aO/wA11+Vjso1MRhX/ALPJTj2l+j/zMybT/EHhdl1K1uHe2yRFf2bkqfqRyPoa46lCthUpvWP86/y3XpuehCvh8wTptareL0+65p6V40v7eZr231CaxvJ12vdWxwtwD1WVfuuPZhXRDFqT527S7rr69/R/ectXAuKcfij1jLdej3LltrGnNMs16f7Iug25b+yjP2d/QvGOVH06etdaxFGWs/cn3ivdfqun5eZwzwtdLlp/vI9YS+L5Pqe5+CvjhrulTWGo+O47y+Wxwll4v0G526jaL0CtL0lj6jy51K9sitalK9O00uV9VrB+vb7r+Rywnao1Tbco9HpOP+F9fR3T6NHqGtWvw8+KWlyeItds7a8t1YPN4v8AC9g37t8ZEmp6ShEkLc83NscZyT6VEZVqEfZp88X9mT2/wT/SX4G0aVDGN1IPln1aVv8AwOD016uOn+J6Gi/jz4qfDbw/p174qFt8VfA8SE6Pr1jqQXVNOG371lqSDdkcfuphuGMMuK5lgadaU54JuMn8UJK9/wDFH4Zf4ou9tpM0niZ0Ywp46N4prlkrrlf92XxwfeMrrpyLc+V/H+oXX7TXxZu9Xs9Tv30i0t4IU1TVIEWS1toIwD9qFuDGC8rJEJmwGIye4GUKcMfUhh46LVaX0e7sm9not9E7Hv1MRLLqHNVfNN33STcntzPS9l1803a56La/E3UdKeLwd490PS7KKUKJo76zM2kXynAEu1ObduM+bCQO9e1Ug6F41bwdtJLWL8mun5eR8lGM37+Fa396MtH627/3o2b7no8fhvWPDljFaeENZtbbSNWBMHh3xHcpf6BqJYdLHUOERj/ckMUg9Sa5IYyDlaqrPuv8t7fff+WxtJpfuppJPpL4X6ST5b+fuyWzlfQ4e8+IfjT4TS3vhaHRrjSLK5YnU/A3iqJrzSrlSPvWzsPkB/hPGO0hp18FDFxVXe20lp9z/R/OxSTwrdNfDu01fXu07XfaStPs5bmBpN/4bvLptT+Deuy+CdZm+e58J65cedpt0SOltO/Bz0CyYPo5qMNGrTnalJ3v6N/LZ+qszZyhy889Uuv/AAbfhPZfab1OQ8U+H9L1XXJbee1Pw48YjmWxvlI0m+fsUc/6ndx1+Q5yGpzTU/aQfsqn/ksvXov6tc6qHKo8j9+C+Uo/r8ndPdtI4bUvAyXeqHQfHPhPUNB1L74v7SEy2zxjrJlQQV6HPTFcs8HTxdT2eMoulN/bgm4td2ui81+B30MTXwy58JU54/yv4l523fqn6JnCeKvh3q/h6WSWymi1XTwTsvLT5lI9SOcfjXi4vKq+Gi6q9+n/ADR1X+aPbwWc0MUuWp7k10b0fo7L7tGcnnBxj8Mc15ibt0/M9hDlPpzVE2EGe9ArikHsKB6iUAIeBigYlTcBpzyMdKRW+40kHvUtDQh60ikwyPShbgJSeobADk5NCdhWHEg9aY7DsmncXQMnvxVBsHbNJ9x2GsCO9Qx7bDGrMPiEHFA7dgyaaYWuLnjkU7hrcXoelCYmtQpiQ4cdQaCr2FpbiVnqAPehuwr3A80O5Yh+lSHkG72pp9xN9AOOtOwNdULjnNA92Hfg0IL3dw96q5ACkAufanfQHsLuFOwS1Y3rRYWu4pBWgb8gz/tfpQL1FOCelTcHIM84p+oWsrAelMGA6/NU21FbUFz34qhxi2B9QKLj66DaBPyHZzQCDpQhN6APrQAtAragT3ApW1uV1uJTEFK4W7ABikPrcOTkk8igrVoUEigVgYmgGmugZ545oANxNBV7CHk9KViXuI3PSk0N7jenQcVDRXMJ7ZFJjutkxRgHrQNKwvGaBapi4HrQPWwvUDHNCC2mmpj5zXIdYcDpQPlEB5xTAXnOM0hPUTcMcU+oBg+lJiTsNODxmmUIT6VA0JRuFhCTS3GNOc4oeo0hOpqXcqw09cVL0KuGeOaEiWhc9qHqPYUcmqJDII5/CgfQdQ9GTYTr0NBQvQc80AAYjnFTbsKwoYHnFUthbABgZNNe8ICSKQ2Gc9Diq1DZjs4pi1Yo9iPyp7CasKD6Gi5LZID71aZMtCTOatMliHPUUw22F/Cn6E30sKvBoWhL1HA/lVIVhwBAzVIUrvQcCR09apaEFi1vLqxkE9pO8Tqc5U4q4ycHeLsZVaMKseWaujvfDnxWu7VVtdcgWeI9XAyfyr38Fn1WguTELmR8pmPC1Or7+Fdn2Or/ALG8J+NYfO0q5ijmbnA4P4ivVWHwOarnw0kpdjwPrePyWXLiIto47XvBGs6C5ZoW8sHIdRxXi4vLK+EfvLQ+jwOdYbHxsnqRWPiO5tkW21GBLmBR91+3+6RyKVHHVKK5ZpSj2f8AWhpXy6nUfPRbi+6Oh0jVZbO4TUPC+qyWssZDiEuVIP8As4r06FWM9cLOz7P/ADPKxFFtcmLjfzR3lt488P8AihUsfHWmnT777q6jZxAZYd5IxhX92Ug+zV3QxnM+SvG0vP8AR/pv5nlVMtnRvUw0rx/rdDLjwvqWjFtS0K/hltJus8OJLeYdlkUjjPoQDXVChb36MrP8PRp/l91zl+txqNQxMdV8mv8AC/8AM53UPD9pdyNc2iLo122Q6AM9q5/mgJ7HI964q+Ehfm/hy++D/WL8vvselQx8orkn+8j3Wkv+D8rPyMm9stT0SRYNXsXsnl5iZuYZv9xxkH8DXHONSg+Wordn9l+af/DHdF068eajLmX4r1Q7R9d1fw3dm40m8ksZWH7yNhuhlHcMvQj1I606FephpXpO1+j2fqtvuJxGFo42Nqq5ktmtJL0e6+Z2/hT4gvp2sQa1oGqXHhLXkO6Oe0kK2sz+xHK57jkV6VPE4bE+7JckpfOL+/8AU8XEYLE4Z86ftILZrSpH/NHZeNv2gdbsPDGpLFoH9h+KtfT7FNf6NIsNhq4c4ZruzKtDM4BJEiBXBwSc1ni5/VoqbTcr+71s9vdb1t5HblKjjKnvNOEVeWlnZdGtt/JK93qyz8CvBHiXwnbWfjvwz4yvfBerX4FrourSSAaRq0MeEeBpyDFukkDsYbgDIK5PesqOEw+IhL2qv6a2S0TsrPfXv2KxeKxE6vPTa5U3e901J6uN+llZW1jb4l0foPii68MeJJJ/CfxZ8ORfDrxJGcm+t7R20C5kbP7ya2UNJYFjj99b74SeStdsamLwENf31H72l3v1/wC3rSX8xwVKVHFy0fs6q7f5f/IK3aC3OJubf4tfs83Iht1im8Oa0N/2O48vUtE1iIfxIVJimHT54yJFzztNQ6GHxsPaYWV7aW+0n1ut1/W5retTXJiI3Uuu8ZW21V02vW6ezTPV/h98Yfhp420uLwbr+iWk2nTnYPCfiO7zBG5GCdH1Rvmt3z0gmIB6Biea89wrUJc9GTi31Xwt9pR2f3X8oihKdGPLCKqU1ryybTXdxlvH0eneUmUvEn7NHg+51uO6+Cfie01DUYnN03gnxcBa6hHIpyER2xHNg4wpI3A/eNetgczlTTWNo2S1co3cdFo7fFFLro15lKOGzCVsHUans4S92S6tP7MtHbR3t06Hj3iDxv8AEXRtdk8LfFvwj5s9u5L6ZqVmYjGnIAjU/NGMDGYyyH+6a6o16r/ezUZReqa1TXnuvxuaY+jFpcseVrR6uP8AlZ9l7voev/BfUf2d9c8PyeCPEeoapov215wjMocWjSNkCEgkHaPlIwPpU4idenTjHBRjptFtq77f8OXgcwhhIzc5SjKSaclFSsn1S67Pto+p558Tv2K/iz8MYLjxb8JdWh8Y+FJcyfatN+d0T0mg7HHoPyr5qliamHqOOHbpz6xen4PSS80dc8TCdJVcbFTpr/l5BtpLz+1B+TVl3Z866xpOlXzGPxboU/h+8Ylft1vGTAW/20/hoqqhV1xcPZSf24p8r9V/8jr5HZhMZVppSwNRVY/yvf5d/l9xzmt/D3xBo9r/AGpbxpqWmN929sj5kf8AwLHKn6ivOxOW18PB1V78P5o6r/Nejt6ns4XN8PiGqcvcl2en9em5zQPYj2rz7rurL5nptJBnvVC9AOfSgNhDyMd6A2EBA6CpaK2Gn6UgWgjYqX5FDT1pFCUAFSAv4Ubj2AHPvVWExwP40CtpYM1VxtyfQMnbiknfcm4jZzipZcbjDgdqhrQasNOe1JDFpaBoxQc1Wg7ai8UddCdwHPWi4rdx3HqaY077iZNBIvGc96Vx21FIGODVFPyEbnpkVLDRoQKSam4rNgea0C9lYXPPPFQ7FWEHWqRNuwoyPpRcTsKvH50x26gc+lAmroKLiuFVcOgvGOTU3BLTUBk+lF9A3F4HQ5+tAmrB2p6D7ARkUNg9QGOuaQbBnHXmgHoxBnOM07sNQwPQ0Jis0LgCkn3HYOvXvVXRNwx3oG2L3xigLWd2FL0C6vYRulK4WuhaBtCEZFA+UM/LU3BOyFHWi/cGrB9eKaJbuFMYAY9qBpaCe9F7iStuBGR6moaGlcac5xmkyr3G4A6mpKXL1YAjrTsLVjj147DvSG1dhmgbdkOOdueKAs2tzFJHXNclzraswBIosDDPcc0x7ah17c1NhWAHtT6gFTcTYhI6mq6jQjAdqkoQnHagVhGHGaB63EpIoac5qWw3GnOc0mtRoTJqW7FCgnODTvoAucU7k9Az6dqYPyHfN6UAFAB+NAXEJHrQTcXj1pdRtXFHoTVXFYDmjQp6i557UyXuGfWmFxQeepoJsKDigLIePf8AnVkNdyVTVKwmx2fXirIeiAcdKEwuGcUCsKM+tO7E9B61dxXsOHuaaZn1HjoR61Ym9QB96egtyxZ395p0wuLO4eKQHIZTinTnKm+aDszKrQhXjy1FdHo3hn4vzRKlj4mthcwH5fMAyfxFfSYHiGpT/d4uPPHz3Pjcz4SjJurgZcsux1UvhTwp41hN34bvY45X52Bu/uK9SWAweaLmwUlzdjwYZpj8nn7LGRbRw2u+CvEXhmdjNayBV5Eig14OKy/EYOVpr7j6rCZvhMekr2fYr2mvzkeTfokyjj5vvClTxsv4dS0l5mtTAwvz0ro6fQfEuq6DOLvw5q5iZvvwuQUcf3WU5DD613067T5qMtezPKxGGjVi44iF13R21n4u8L+IVMWsW6aLqXQMAfs8hP1yY/ocr/u16tLHwmnTrKx4dfLcRQlz4Z3XYcUutMt5dLuVjutNnIJtpB5sBH95QP5rg/7R6VqqKpxajrF9Hqn5/wDBWxmq/NPnT5Zr5X/r7vQwNc8DJDClxo7eXFMSY7W4cmJyO0M3Y/7L4P1rixGAg/4Ts39mWz/wT/pnpYbNHKXLXWvdb/OPX1V0cdIL2wma3eFw3/LSCZcN+IP3h7jmvLlGdJ8j+5/1qj2Y+zrpST+a/rR+RDZ+ILmbW7eF3U20CtbJFcMGjtvOGySRN5wjhScMRw201k8VUnUSvpHRer6+vn0O6OBhDDuaV38Tt9q3wp91zdOp9U/BbUPi74bj1Wz+CMFt4n0TyhLq3gbVljnN7a4/1otGOZRjgywEkepFevi6dCPJOEuVrbVpr/t7bX15X1ufLYSti3KoqsHbdtJSi/KUVrdeia7o9A0Hxd8LfirbHwhoqR+G9TiYp/wgfi26aO3SY53DSdTP7y1fPSKQbMnBU1vRxlXD3Vf/AMCS/wDS4bP1jqXPC0q8eam0k9bXuvPlk/h9JaX3kzmpbHxl8G5dS0LwxqkMumyOjav4E8XWqKz7mCh/s7MIbhcsALq0dZMEEhc11VKFHEtYiPuy6Shs/K+684vTvcylKrhIS9qvd6p7X6X317PXycTg/FGl/C7xHb3154UupfBPiKyfydR8Ka67yW7uGKkWt0yg9f8AllcBXwPlkcjFVCc6k1TxCu3ZcystXtzxvZX6NPXqkLExpQp+2jFq3RXfzjZN6dV07s7jxh8UfGN18OvDnw017wRoX9qaW66dY34XyLkxjiMLPkLw2AH+6RwfWu+rgYYWU8TTcubS8U/dTtZuOmnpqvI4ozVV06FelFqPNZ2fM152eqT7N3N3wT8ab7WLJvh78Xbuz1G6sI8Qf8JTpRl1DSbgkhjFO3zqpBJGcqOOKxo0MNCrHFYduEnq0vdi13aXuv1Vm+51VsbKjReFqpJNWjKV5e95t6r/AAtOKe6O1179nDwH8RrT+1fAGt+TqrqCNN1K5Um5wo/1F2Btb/rm6uPTyutclbG1aFRvG07p/aj0fnHt56PtcKeFpVqaVN8r6JtOL/wzStfy372OX8HXfx5+B2uSWHh6S8ubiD95JoV0TDdPGOC0SEt5w/65mVffrjpr0MLmFBSk1OL26pfPRx9HZmFOOPyuvzRTT8t/mr6r0v6I9Ch8T/s4/tHxyad8QdCbwh4vb93Ld2duI5S57ywY2yDP8QB/CvN+rY/LdMN78OsJ9u6b/UuUcsx8ueonQqfzwXut+cdFf0tLzPnj4s/sv+NPgtqi+IPA2pJreh3lubyO/wDD8nmf6PuClp7R84XJAPb37VOHnSnNzoUp0Z35Wl384u6l8r9/I6n9YilTxUo1Fy3UlqnHa9170fSSt0u9zzbWPgza+MbRri6sdP0jWj85msn8uJ0xkGWAnCMem1TkHqBXp1OGI4xOUrQnprFaNecdk/JM7cFmdbDQjUg24O+jtdW310/4fpZ3Xiuv/DvxX4d3Ne6ZK9uCQJ4lLJwa+Nx2U4zL2/bQ07q7X3r/AIB7+Az3A4+K9nOzfR6fic1jt/n/AOt+Neb/AME9deQ0nByOKEO3YCSDSaBaCcikA08VBSGsO9HQpDaTGGBSH2EwaBC4ouAucU7lWFxgdaakTqB9jRp1C2gp55pMdxhFQ7Fp6jORzmp6gl1EwB15qQv3FGe9VcbYuM98U0yL9xQQepoHuxafQLIKESlqLtNF+5QoIzRcNLgelLcbdxtO4J9hx56c0Jg1cQdalk21DknimPqKcnoDQRbUMgd6dzRLQXnt3qiegUIkKGLVKwvJHSk73HYOgzTErrUAfbNBVxQR0xQhdQI7ijpcGuYTnp+NAaijPegNkJg5zigGkB470LUd7CUAKDzT3J9A6HrTsIX8aB7C4waAXuu4h64qWV8IfN60E6gc9qClJhg4xUvcFohAOaGK1h2M96VwV0H0p3HYCCTgiqHrawDpnBqNyV5iZ6/Wgsac5xmhgIQO/wClQFkg7ZoK2FGO1JobuttwA96YlfYMY5JoCSt8Rig4ODXGjtSaFzzii4WDNFwWgYOOetIYHnAzTuTqLTsO3cbkdaXUQEUFCcjg0guNPpQPUKTC41uRxSaHuNOe1TqMTvik0UAyT1ouA4HNUTboFLYAppiFB4wOaBi/jQAmB/jQAdelL1H6DqpMT8gpLQm+gpHHAFCfUdg4qyQHPTihDQo57UCHDB5xTTJY9W55ppg0SKea0vczsKM+tVYXUAeTQhO6FPFPYTsx4NFxDlI9K0XkZj1b1qkJq4o5PNPoLYDjigOou4e9HUPMuabq+o6TcC6068kgkU5yjY5q6dWdJ80HZ+RzYjDUsTD2dWKaPXfCPxzhkjTTPHOnpdQMNvnqPmH1FfU4LiNpexxi5o9+p8PmXCHLJ1sA7vs9Puf+Z0mrfDPwn40tm1bwNqsMhYZMO75h+HWu2plmEzGPtsFJf1+J5uHzbG5ZP2WJi2vNWl92z9Y/ceWa74V13w1cmG8tZFKnBOCK+fxOCr4V2mtD6rCZjhsfG8X/AF5ohtdZZcRXi7h0z3FFLFOOktSqmET1ps6LStY1C0Q/2Xe+dAPma2kPGfb0PuK9HD4hw0oSv5Hk4rC06jtXjZ9zsPDPjmyMotb2CIxuf3lpcRB43Hup6/UYI9a9OjjYVVyTXyZ42Ky2vh/3lLVd/wDhjV8aWXhe80WTVLWW2hhhR2+y3DM+0gZxHN99eOgbOT7EGunFUI+ybTTSWz/NS/RmGBr1PrCp04yUm+m3bbZrq9mulzxrwrplrrmoS2lxqNrazTsfs/21zFC7EdPNPCN2Bbjnkivk8JTp15S9rNRvtzXSd/72yfrZPuj77H1amGpxlTV0t+XdfLqjqbG7+IXwt1yG18q5hksJFuobO4kaOSE9Vmt5UIZMjkSRNyP7w4rug8Tgnyx1X8r6+ne/Wz16o441cNibVoScJfzx0+//ACaPZ7/4sad+0FYQ2niHTbTV/FUSbI5bnZZ65JgYAE67YdQIA6FUnPo+OfRwlbA1I8kouOu3Rf4b9PLReR5WZYSvGTxMbKXWUfhl/jh0b/mj8yjpPxs1/R7EfD34h6ND428M2MxSPTNdRo77Tm7/AGa4P723cDjqV9VFVb2NXnoS1+7709GZ0pzUFzpJPotl31XTuvvueg+C/Bnwi+I1l4jtfC3iXW9QuNWs4rkWF0sS69bXEGdsW5z5d3HtJIZCpbao4PNepQxlOpQlBWjKTs7t6xXV9VZ6Xd0u7Oaph7YiMqd2km0lZ6vdLbprbR6WSPP5vDPiPw3plzdW8dr4o8Nqj20sqxsRab+AJ7c/PaPnHIzGT93f1q6FWthf3e6f2X19H1+X3IjEYahioqvTvFr7S6eqW3z+9lrwp4rk1C3tPDHjLRl8S2EKCOytbm8W21O0Tt/ZuoNkHHGLaYsnQDB6cSo8rcqbcX6aevl6p/PoddGrCpH2OKXNF6cy3+a2t6fKPU7XRPDXjfSba88Q/BXxVdeItOsgW1PSmtDDq+m4OSt5prHJxjHmRblOM1vHFcto11yN99Yv0a2/B+TOKtlU8OnWwUrp/wAr39dGmv8AEmvNHoXhX9rnS9T06Dw98bfBcOq6VvCw3eSxikU9YpR+8jdfqGU+lc1bL1Sk61CTpSfVawfk1+adr9jowmc1KH7nE0+aK8rSXyfn1Tfkj13Wvh98MfitpiTwC48UrFEZItzC08T6fjHMU2FW9UZB2SYk4++x4rihisThVaXua2vvSf6035q8e8T6uvk1DEqXtacoyVrqScZp2vZ3WvzTfmfP3xB8H+MfAOoWeuaH4vuPFGnWkhgtpXley1W0J5NvPHJglz/zzkGT/D617eHqVakeVRtbXlbumv5k1pb+8tF1sfIYjARyyspppO909U73v9767N9Wa/hH4K+A/GXhfVPF/wAV7rX/AAnaaukU2larapiGNiSrieHqhDj+8V681OPzDERtDBpNv4k5NS7pr0vt1O2eWV8ZzV6vux05XFKcbpu6cW1JprW8dU79dCjpn7Kfxx8A36X3w21vRPiH4VuWOzUzcRz26K3GWUk7Tj3rjyvN6dFKjWqNXv7s73Xa1t7+TZ51TA1cTL6xQpRl/eptSg/8ak1y/wDby+Zwf7bPw2+GXwX+Hvh7wpD4ctk+IOs3L3mqX1rIDF9nC/dVQfl+b6fyrzMzxdOvSq1aMF7OpZR92zvHWT16O6Xz8mfQZdgamDxNOhOTc4x5p63ir6RSS26tvsr7M+Jjk9q+ZPqldCZ70MAJ7mptYfqNPTNKw7Deo5FSUtRreuaXqGvUKRQhwOhpBawnXoMUx2sKcdB1o3JSHe2aaHp3DGTRoLXYXg0hrXUaeelJsa3uMY+tQyk+g3NSP1F3cdOtHmDSsKDmq0JFHHShIOqFXrVXAX0xzSEKMd6GMUY6igasB54p+on5AeB1pbAlYTbj6UAlZgcetBW7EpeoutxQeOGNVoJ7C8496QrB+vpQMWrJdmw6dKAv2CgFGwvsTS2Q720YuPQUCvZAKY9YoDQO1kIfXBov0JW3mAx3pIW4fL6UxtqwcYpAroTGaGF7oVeTxTWgrXasLjnNNsVhAcDFK4bDs0XGJjvQC0DFA9AJHY0rA2+gdaT3BLWwUmP4vhF6njmgGAx68etAlqGe9O4vMPbJxSG9NRP8/hQx7jSO1ABjPPepehS1E4HfikPzEHr0pg72sLnA96Q3qLQEdUYlcdztWwc0kG4oOepoFZhjA60LUYgHpkkVVwHE9KVwE4wKLoVgyaLoPUaT3yOKRSdhMjPIpeoxPxpgxCMDg8VJIjcdKRY3ipHuJj3pMaFHWmmybC84PNAWFoHsAzVCuOwR3oBibTQncBORS1AXocmlYeyFBzTRNgzg/wA6qwdRe9O4WFHPWjqJXQuKYmKBxjNAco7PPai5I9TgirWhLVh49jV3J63FHXNUS7xFxkZJoFYUelO4mh4OKuOhDWo4dapCY4HmqWomhcD1oFcTv04oAXq3HegWo4Eg8fpV7CdzQ0fXtW0K6F3pN/LbyIf4Gx+laUq1SjPmpuzOTF4LD46HJXgmj1zw18b9O1aJdK+ImnJPE/yC5RcMPc19LheIVUXssdHmXdf8A+LzDhSpQk8RgJN+TevyfX5mzq/wl0fxJbNq3gXVIb+EjdsQjev1HWuqrldDGR9rg5cy8jhw+d4nBT9jiot/Jp/d+qujzDVdB1nw7cstzDLAyN97BGPrXz9fDVcNJ8ysfUYbG4fHQ9xp/wBfmNj1iZlCXUSygnuvNOOJmtJq45YRLWm7CXuu3d1ZvpkE1xsmIQo56nOQM9+gq6uMlOn7KL3Hh8FClUVZpXWtzrdKt9N0rTodG1G0gkDgieG5TMbn1Vhgg/7pyPSvapUadClHD1V7z3T2fz3T+9+R4WIrVsVXliaMmuzW69UX59J1aDT0tvD942qaUmWj0fUJNz27Hr9mlHI+gx9GpSwdXDx/2f3ofyS1X/br6eVmn5MIZjRryti1yT/nWz/xL/h13aOUuH0nUJTDcxSWtyrbTHKAkyN6ZwBJj8/pXBKrQrvkqe7Laz3+XR/PXyPThTxOGV4Pmj3TvG3fuvy9TqL3x3r2paXZaN8QIm8R6RYSIseqRhRq9pCMjyluWBLJzkJPvTjCstOoqsIvnXMu/VfL/hxRjSrS/cvkqdmrqX3f+26+RqDwretYN4q8Bas3ijTLEefPNYxtBq2lgc7rm0yXUDoZoy8f+0Ola0sc4K09ezW6OaeGmrqS5PneD9H0+dvJs1vDvxh1SS5h1CfVJjewblTV7Dal4VPUTLwJx6huT33V7dDMo1Y8lT3o+W/zPOqYKpg6iqU/ca6dH+i/I9M8N+PPh9qCLD8QPDtlBa3BDHVtMtybJ2PRprcDdbOe7R/J2CJ1rv56jinB8y3X+Se7/wC3r+p04T6ji5uFVezqPdK1mvTZ/Kx7nB8BfEj3Ona54ZuBL/Z1rHPp19p19JDq1pEw3K1rd4b5dpBMMoaIgEDaDk4TxtCStUtFPRpr3X6q/fS6/wDAT0KOAxGGlzRkpRWu+r9b6fL8TrPB/wAPdB+I3iG/i+Jl3oNxq1hAryXNnapZXWqqzbUnuoGPliVSMboyVc4IIOVHNiMRLLqNsNF2b2lqlZapNa2fmk0d2DhhcRU+szSk4Pd20fnf/g+pD8ff2cPjd4b8JWWpfC3W31fR9Lka+msrW3EWp28vVnwnMuOCQvI9D1rzMvz7B4ir7KouST0V7crXq/ye/e+hrxJic9x0Z1+dTjN3k4rlnfz7/wDblvRrU8L079o6/wBbSPS/i9oc+uNCDbPq1gUg1OOPoUlDqY7hR/zzmX6MtfRUsJKhf6rp/d3i/RJpx9Yv/t1nyVLOedeyzKPOtubaXptaX5+Z71J8YPhr4t+BF14L8K6RNdXYjj0wxXMSq7QDdhyrfeb5m+TPBIxnHPBhsvrzzVYmrUXJq7K97tJNbeXb1sfRZtisP/Yyhl0ZPRRvyNcvTRytGXZWlfy6HgvwT8MePtC8ZtpV5p+t6JoF2+8OJprO3uYkOTvBOxgMCvdquhOVR8sbw267+X+TSPg8BR9tiKfNKScl728drddNLbp3+88V+OfgjXvif4q8T+NbB7q6ttOkYKWlMipCpwCMngHFePnGRzxrdaE/eSVo9NFrY+jy3O6dGtNQh7rd27a22Tb36adtlofNjrtco/BU4P4V8Brex95GzV11GkY70mw5b7iEA0XuJiH9KTK8hCM1ANDT1oLasJSb0B3EzzyOKXkNbiUD0QAkcipuybjuB+FUDdhR1pXDd3DIPNOwPVAe+KTHYYallL3Xcb9RUB1EoKego+tAWQuP8infsJxsKMDrVA1ccOe9BKTsL1OKAfkA470FBnnIo3C3UdkGh6gmtmNqbh1DPtVA5O4lLqO2mo7j1oRLQcgdaYtkLjHzdhT0D+8FFyU7Bj3ouHmFMFbqL97oKLD6ByOlPyDYWkN7C0yXZiH6Ura3GhBjvS6grXDb71QdLMD680gWr0EoYlbYUdeOKVwa1uHUcfhT3Ya3D8OaGxPTQAaYLsLyO9AbCYPpQVa+gufTtSuJhg5zmpGu4tASu2BoDVIBlj05p+o9W0Bx0BpCYZ56U/QFa9lsJ06nFIbG5NAlZgc4wAagpy0EPHGaB3XcMfSga11AjHIpLUdurFPQCj0FqYefWuLod2wuT1AoWggPJpoe4m7jpQIcScj3oAQ8Hk/SjcXqAJoGHb3o6isBGRimMaRnrSGhMUFCN6VIrCN3zzSG7CcEVOqKG1NmAUXAUEd6pIBQcn2oJFB74poLahRcHqL/AD9KaVgFwT3oC43PGKVkFwGaFoDHHlv50eokA/nT3GKDjg00TcXPGaoBaEIX/PSgVh4PJGMYp3YpXe48E9KtMhocDirQtkL/ACpi23F6cincS0FBPXIprUm2pIDVpkuNhR1qkyLjs0xBntSWwLQUZ9KaAUdKq+hNxaSeoChj61Qnvc1/D3ivXfC12t7omoS27g8qGIU/WtcPiauGlz0pWf8AXTY4sZluHzCPLXWvfr9+57N4e+N3hPxXAmj/ABJ0VUdxsF7CMEfWvp8Pn1HFL2eNjr3W3+Z8VjOGcTgpe1wbul20l81tL0dn5jvE3wWs57I6/wCCtXg1Gxbk7Dlkz2YdRV1cmjVXtMJK8fvMsNxBVw79njI/NaP5rp+XZs8s8Rwjw5qVvYyfvXgYyuB0z2rxMY1gq0Ybtbn1OXT/ALSoSqx0T0RHaeOrpLvN5Ek9vnBjcbhj8f6U6GcVac7z1j2dmi6mSwcP3btLuekaBqdncRi+8HXUUZdMXGnXh82CQ/U4ZD78Y7NX0uGeHxq5sDPkmt4PWL/WPle6Xc+WxsXQk6WPh/29Hf8Ar0ua91D4X8cTLpGs2x0fWjiOOO6YFJfQJK2A49A+D6E1tXo4bFtUMWvZ1el/hfmpdvJ/ecNGWMyte3wkvaUutt1526P00OS8QeEPFnga8a3kgleNOB5hIZeOz9hj+F8j3NeRXwWLyyW3PDo3q15J9fRnv4XHYPNorW01ura+tuvrHXujP0XWVstVi1HR7+78PazaPviuLV2gkhf1AXBX6oce1Y0KmHrtxb5ZdV/wP1WnkdUlisMlNe/D79PXr6S18zq9Q1zw94rcyePtKTTdamI2eJ9EjVY7n/au7VQEk95Igj/3leuilSpwqJVdL6Xj+fn5oyliJTpXw6v3hLT5Lt5dD60/Zz/Zi+EOr/BPVfiB41+I7ahNEZZ5pNLumEmnxohDIyYLb2ZgcMAMAcEE47p4upg8TDB4OPPzW957Nt9H0SW638lbW8Hl2Hx9CWKxK5NNEuiXfu+m9vMseDv2nNR0231jw74r0Sw8W+HZtNaALdQG3vltUTYBIkbbQTHyZot6jnO3pXbi8tp86vJ05J3TTuv+3r3v/WxyvHV61N4etFOlL3bNOMr9PeT91tav8L7EPhT4USfGfwvLfeFfDFvdwwpPcadZTeIJJpI7Ey/dW5UHa4I+Xfkccini8SsshCm5O3dtpN+TTbXyvYungsNXyio6MP30JcqV1flV2278q7KzSS0ujqvhz8dPjZ8CLqPwtfteeJdLt8J/YGut5GsWsQzj7LNylygA4ClunCrXkYrKsFmevwzl17+q2k+7Vn6nkYHOcXlz9jDZfYknouyW8fK3Mv7q3Og8Ua/8HPjV4oTxF4H8GWcWuS6dLd6tJc2nk3kEySKqRyKTsYfMxZsM3yjkZr0cpwmIwNKSxMrpO0fTv3uuiuketg81pYvHRr0YWsryuut1Zb8rVtW9Zeaeh5h4y8S+GvBltaWniSD+2b3UWBfT5G8oRRsMCRCOjdWGfWvTp4Tnq6O1vz/4B9/xdx9PGcPvCSfO5tNKWto8uumvL3Tfkdf4M1y/ujb+E9I+JVveaQ8LM/hTxlh3jhkHzGCX+LAGRgg9OKzxGDWErc9SPvO3vQ1btt526O6a8z8bwlavWisPCp7klrCttZ9YtaO61VnB6bHD+I/hS9h4E8V6zoGrR2Gg6bu89WnGZyx4RVzlgvSvao42hGVPD1FZtPW2istW30OrF5JPC0HWpVPdjZt3+K/wpf8ADHxF4O+Fmv8AxH1TVv7CktorSwkIkuLhyqs758uNf7zNg4x9TX5ByKtXlTpvu/l/Vl8z9x4V4Qx/E2HdSg4wjBRu5NpczWysndvf/gGn8MPgbr3jjxld+Gtdefw9aaXHNJqN3NblzAURnCBcjczbeMHgZJ4HM+xqKbhyu6et9Lev6W/W66uGOEq+fYuVCpeMIfE1Z2fSNm1e/k721SehX+IHwqbQFXV/Cdxcato7RK8zsoM1q/BZZFXnbgjDY78gcE6/VqkqftKauuttbev9etjLjbI8NwrmjwFKpKULJqUlbVpO3a/W1k/Lqedcc9wO4/z/AJ71y77Hythp4zzSY0hp5PFTqNbiUnsO/QPwoGhpGKm4LVC54yfypAkA5x7U7gKCMZBqhPUUY6GkHqDYxwKe47dhpHfNQxjSM96hlq1rjT7UAgA96A2FyKYmtbDqLiWjDJprzFbTQXOKLBZi54zigq9gGPWmA7AJpaoFYQ5zS2Fe4e+OKdhq76CZApb6jdrC5NNEtaihu2KYC5HrQifMKB2AZ6+lArXCi4m2g69KAFzjoaq4K6D19qLDbbExjii5NrDieODS1KXUQ4pA9A+gquobic+po8xWDjHFHqN2Qd+aLCb6Cjpj0phdvQByaOXQEr6ijjik9AejuDdKYpCNyOaCmw6VAhc8ZoH0AetFtRp3YEZzk0A02rACc9efWgWvQX+I55oH5sM45PNBK0E6UD1WohxnjpQJ+QhJxupWHrcQ5Pap2KuB/Gkym3ZWD+GmV0aF60tCddDCrhO63cKb1AMjGaY2hT6ihMkOBzSuAE9MU9ybiZx9adh6h9aXmMXJPI59qVgWo0k4pgGAKTZXQQ4PelsHkJSAafSlsyxCOeaQB9am4NACD25pqVg3CmmJqzH0XKEHPXrT06EMXmgQUehSF7E/lSuMSnuFgB96ZK0FGfwoTsCHUxPcATjFUSKD0oCzuO3AdaADI3UCdx4arTEx6niqT6ESVxw9MVZPQcDx7UCFBGcGhaAKrCrTItZD84q79SXEcCDTTJasLTFuGcUJgL81Gm4C59OapENC0DDJNNgAOOnFSwWu5s6B4z8QeG33aXqMsSEbWj3fKR6V1YXHVsHK9KVjz8blOFx38aKv3Ker6vc61ePfXbZkfGT2FZ4qvPE1HWmrNnRhMJTwdNUobIohsHmsdjpZYs725sZhcWU8kEi9GRsGrhJwalF2a7GVWjCvHkqJNeZ22mfEZLi3+w+J7CO8iP8Ay1VBke7L6+64NfQ4fPZez9jjI+0i++//AAX56HzeK4cdOXtsDNxfb/L/AIJ6B4Z8ea3FZfZdG1e113Tol2ppuq4maJCMFIZG+ZR/sZxXt5fWur4KanHrCX/tt+vkz53HYKndLFwdOXScdvmv1RtN4H8A/FCFB4SmXTNbVQX0a6bYwf8A6YSdcccdRzyBUV8Hg8w1+CfZ7/Jl0cbjMsSU/fg/tL9V9peTs/M5ePwt4m8Fa3Haaxpctzbhx5sMlvunCd3EY4mAB6odxrnw0cRllZKvFyh1/mS9PtfK0vU6MRWwuYUW4T5JfzXsr+u8Pnp2Z9I+Odc8M6X8L/B3i39mDw5cXV5bJ5ni/WNOkKtHc7FjFtLDktGuUZwJY9p3AA5Bx3wxNXFVajTUo39yMbRfKvtaq7l0a393ValxhHL4U03KLSvKTbabvb0UdG7q17rzOPsPil8PPiNfW1h8QNOPh7WLGQNI6o1vGshIzIyLzE2MhsHaQ3Lg130swlrRq3duj+Jfj39UdMsNGur35JS2ktYv5bO/Z2b7H0Holt4++A7yfEb4O6imq6dfxCScWqxyi6QDIFxbghJh6TRNHKM5bf0rz62DwebR+r1lZ303+9PZP1TTN8TTq5Y3Ww7acdNunZp3tHy1S6KJ6voHx+/Z2/aN0uLw18SdOtPDOvzLkxXsf+jPJ0LIzAFSD67SP71ePiMmzTJFz4f97S7PdfLr6nlTznKs1XscygqctuZXcPW61g/nbzZ5p8e/gN8RPhtBceKfAHia5NpqdobH7SpS4SWAZdUEuPMGcYBJJxgbiOK9vJMyoZqnSpy5asVdKW6fz3108jlxmBxmVK1OTlRqX1Tu3ZNq01fdd9XsnbQ+TvF3jLU/idrFg2v6PBpGr6WkVpI0RIFwE4DHJ6kDtXqYJSxb9nV9ypB9dE15X/4JwzlUtek1UUoqN0rN2Vlza2vbrZeh9LWvxn/ZY8SaTbeAPE/ga+mv9Ns0W21SGItO9wq42hlw4OeB2rixWFx9bHudKqpWe3RLyf8AkaN5dGhGni8NKPLFR9pGS5rpaprZxvte/olqedaZ8F/Gfxs0TxRqAvb7TdD01GEVtLIVecgHbx3OMZ9zXqZjVouEcJiuaPP2e/rY7cqVbN67xNtKaS6vVdEurT3/AAOc8I/BnUZvg1rHgvwTqG/xzFH5w0WK8SC4kRpBmZFcAzHblcKcjHGMjP5XUp1Vi3habUYq/vdWruy62/LzP7KzPPl4f8DYbCV6clVxFHm91XanJ2m2900mk73b2grXa8b8E/FfxZ8J9Vv/AAR8VLHW5dA1CNrDVoIESHUraMDbmCWQZXBA3RkhWAIyud1bVViKE4LF+9CO3/D72t/wL7H4xlnF1Shgq0MrkvaVFy3ltF7Xja1pW0d1o9bJmhrXwv12wS6+L3wR8c/8Jr4eZg9/dWkZW7tS38F/Zsd8TZ+Xf8yE/dc9a7qNKnUftcvlZ/yvf9FL8/JHyFbiDEVcTJZ7FynLeUtVLzu7/e73ezucMsXg74jXsdldwr4V8QSnAZY91pcv67Rypz6c9hvrCq6WJdqseSou+zfb1+75no4TCOrVjDCyvCWlnq4vytq0+266Xehx/ifwjrng++aw1uy8skkRzI26GYA9Ub+L6dR0IBrz6tCdF+/t07P0fX8DWpD2NWVGXxLS3XT7rfdps7PbEIOOBzWSfcjbUbRYa3EzzUj2Akk+opaAmhKVxhmgBwGOlNsT0AdaTQWYufaqFcaR71BfmNbpSsgjsNqWU9xMikDaXUWhEtC5z1FMdxQcdad2wTFzzwaEFrC5P1pWuCvcMkelO5T5rC1RGopx6mlYerAY70rjvoIT6frR0BytsA60Ey3F7ZHWqTG1oAxR1IvpYd+NP0DUOQfajQFdMMjrg/SjoD1AkUgvoKCe1A7u4dRkflVphe4Z54qUS20L0HFGpTWmg3OemDSSE1qGSBQO3YPqKfUm2og6elMBcjOaVx7hkZ5NFxXu7ig+1MEw4Hem9R3QBhxmgQE1NxLQOOKNCnuJ7YpC6WF3CgegZ5/nRsJOzuKMdqCnqHTkUAvIXigWt9ROemOcUBq9BM84/WgSQE//AFqm5afQaeopXSBN31AnPrQXe6AehqbjV+oAkDmhbiT0MI+tcWh2t3EyR1FFw6C8eop9R3Yvtk0yWJ9KB9Rc4HXmgTDJzmjcd9RO1A7BnvTFZgevH5UhCEHFSVYSkCChoabvqIRnpQP0E+tS9ChOtS1qLcbzSBsdnPemGgu7PSqJuGec0R0Y2LgdKa3HYWhaIT0CkHqFAdBBmqDcWl6C6i55p301DZ6CjI7/AI07ktC1V7hsL97vSuHmHf2piY5TzQFh6N6Va0I8iQdapS7k20FHpVbisHOelPcnYctCCSuh+TWi7ENMeMU7ksOvQVZNhc+1SNLQByPeqJY7GPwqkFhw5oWpIcZpq7EIfrSsUhpHbtUlW7Cj0p3DYT3xSeotxyn0pxfceiJUOOMcVomNbak0M89rKJraRo3H8SnFaQnKm+aLszOpThVXLUV0dNp/jiQlI9YhMwQgpOhKyRkdCCORXrUc2uuXFx5l3W54OIySz5sLKz7dD1LQ/jDrjw21jrdwvijQ1PzwXCqbuMf3o5eocdjnNe7hsdJx0ftKa6faX37nzeIy1Rk5W9nU7/Zfqv6R2mm654QuLlPGvgrxTq2j6tEfJe9tCIdTtAf4bhP9XeQnuJACe5NdLw2GzFOpQlaa+T+a/XX1OOGIxeVz9jNWhLp9h+ltv+3X6ojnsfDfiaUT/FmJJLaeXy4PHGiGV44ZT90XMWDJbZ9CCo7bQKy+sSlanjKd7aKS0f8AmvxR6+F9lBtUHyydm4zd013XSX4S8j6T8GfBV/gZ8Ebnx7pfxig1rVLtluLGw3INKu4d+I9jglZJiCh+UqQdwIbrRhK7xONWF9m+RL4vtJ76rp2vbXQ9XEOWAwbxE5bbRvfTye+2vL06WPL7Oz1b4uXt3cD4aeJ4vFsUTSzjTWgltZUVWJZEIEisVHPXnGCxNfSwrLCxTquKpx6t669L9T4/2OHx7bw7c5Ne8kmn/lb+txL3VPiXqngC3h+GHjS5vdMmhWW/0IXRZ9PulJB2I/IUgBtvQEkdOK5qtOFOrOphoJSel7Xa9Fp6W/A5lCOGSpRclG3vqLe/V8q/9KjfzOG8Laf4m8czXGh+JfB0l1NajMlxbR7ZFHcsh6H3q6NStiV7PHQUkvtLR/8ADmNVRjJTwbc7rZayS9UtV/iXzPWf2ZvhvpGn/E6TU7vy/sGjxM7teYUKzA4Bz6dfwpZpGGXYKUoS9Huz1uE8txvFWdUsLh4c6i+Z6WWisrrXZ/kUvjb8d/Fnh7xleal8OLqwk0mK42yac8vli/A4JAGCQfavm55pWnhlCEE5W0v8Wvk+q7H7nnHh/W4UxVLMqlZSUGnOnflUmtXbv2et0zgNa0fR/wBpiSTX/h545fQfiCoj87w5qkn2WRTH9xbOfIUgEZHINfO4TB0I0eRNxqN3batr6Lp2s352PE408QMwz3Fctaklh7ckYaNct7/E7Rcm9ZRkou/w3sjA1T4qatBN/wAK3/bA+H9/qotB9ni8RRRiLW7NRjBdiAt2gx0fn0ar9pXwf7uvHmh/Wz/rzR8L9To4tuvltTlmtHFu0vT3tflNbaKUUZkvwf8AG3w9eP40fs1fEGTxBo9vydS0VylzbIesN5bHlQRwyupQ+9U8LDEL2uDlfye/y/pPyRrSzVRvhs1hot3qkr6XfWN+/wAL6Skavh/TPAn7TNheN4k0O18A+N7Egy6pp0P/ABJr5v789smZLNi3V4w0WeSsY5EvFKp+4xsG2+q3v5/zfN3829D6XLuFc3pYCtnWST56NGzkuZKSW90k7203S5fKKVzP+JEHj3wHc2Hhn4weErO7tZ7dSLyPa8F9ByElinUmORsDIfdjtuU8V1U4SwlHltz0/wAvJ9n5O3qj0s44tocc1qOJxtONLEJe9OCacvOUbtNtfajo9tenl/iH4ZWGopLqnw8v2vYYzmawmO24hJ7DOD06AgE9i/Wuaplsasfa4V37rqv+B628mzxcRiVgaipYjZ7SWz/yfkeczQTW8rQTwyRyoxVkdcMCOoIPII98V5Ek4ScZdN+51pprmTViPvg9PrUivdgRn6UrFJCMfQVIXuFAdBcnHSgGGe9UD0Dj0NNoVrCnpUspajCOOaljjoNyfWpG3cTp0oHq2Lkde1AdwA57YoKsxcHsKOhKdtBQec9KNQb6i8D3p3uC7gOO1IN7C5yBTuP1FzRcErie2aBWAkL1pAnZhnj3oFIBuAxiqsJjx196YwzzQRcUkAetAXshBjOTQguKR2xmn6i0uGAPWkU0KD3BFNAlZ3EIIHFK/Qm7YZ4p3Ku7WA465x9KLj3VxB1HpSQtg4P40BbqBz0xVeomBGeM1I7agoAPtQSkOyKAuJViWouOam4+tgJ4607Bd2EOBxmp3KbYo60bAG6gHYTHvQ9ybC8epoKF9weKBrQAD3PNArB3z3oKTt6ifLQRfQQjODSsUhCe9KxSdxDnpSY9RWPtUjvYDyOeaV9RO9tTEZcHNcbVjsGZ9qOtyr9hMjGcUALk1SFYXoOaBbAPWgNg3CgA7elJlh3xTJuHHXNJ3HYTPanZC3EwDU7DQgOaQCc54BxSQwpMoSkxLewnPc4qRhyDxTW42LVKxNhaBvUMkkE0IBc59qNwFoAQ8CgTAnoelA+mgDpyaaF6i9qoQoPY0r2DzFBGDVJitfcBnvTTFYdz70wt5ijk8Utxa3HK1WJjwx9aES9rDwc9KtOxDFBINVoxbijjkULQWuw9SapMm2g8MKpEPa4uT6GquJ76Bk+tA1poL6n0ppktAOevU0yXoLnFO4dbj845FUnoHQRh6Um+pKGke9JliAilYHqLye9CAAR2NC1HoyYE46/pVou90PDe/WruStGDLntSHazuiSC6uLSQSW0zxtnOVNVCcoO8XZmVSlCsrVFc6HT/ABZFI6tqgkjnHC3duSrr9cdRXsYbMoTf+0p3jtJaNevc8PEZROKth9Y/yvY9V8JfE0WY+0Xu4lQqHU7GNSJIweEurY/K698jBB52k819BhsZd81X349Wt16rqfO4vL/ddKl7jbvyPZvvF/5nsV14p8Jz2Utx4M0i0Npcx2+7SYbuS40+88zInZYyB5MwYLjaBwCOcivosJGNSCnRnzR2vs1bo/I8+pUVOnOGJbU1ayve7lvbqrep9P8Awn0uX4WfAXxZrPhR4bPxXrmlmfTn1ibyZbK0kcI5+Y5OwcrgZ3Fd2ADnws1tmOZ4bDVNaUXqlqnJK6vZP53/AFPbwFaGS4GriNPaySdm0tNNm7J23Ph7W9X0nQNQj0m01a9s9UguJXi1W3lKk9gN3ccd85r6HNa+DdWNCrJxk9VJLbyv+jPlqUMTNSqwSkk31/FW17u6PYvgHL428Y+LI9K16/gaR4yYdSX91K6f7WPvUn7bD4ec67U0tmuvy/U1y90MXj4+yVpWd23qrdmt/nd+Z2/xj0fUPhTYX/iafVbWezgmSK5tQ4Es8Z5LD1I688Vw4ivTxuDlKzjZXv0079D9J4W4mxXBeZwxjjGcPhcXvJN30t59ex4Z44+CXh/9oCA+OPgF8QIteu4ELzaBd4t7+1bqwRONw+lfGVYUsxhenP3o9/zv0fr8mwznjbNM2zOdfMYXUn7tO1nFdoxvacfODcl1jcTwB4O1vSfAV/4ZufC2qeIPHryNdNavZbX0+3hPBz95nJ/IHjJ4HkU3mVTF/VpvRb3/AFb6f0j+iOFcRwhw5wtHO8dKnXjUvL2bSnNy6U5Q15Yxs5O+99LK1zTf2n9N8SQv8Pv2jvAMWsaPaL5MN9IpTUbXHo/U454PPHSvTpV54VuljFZd3t92/wBzufh/FdPLeJ8XPMsmoxowV2uWXva6pK2lraKO3kj0P4Jfs/6DoXjuL4ufAn4m3eqaBaRG4uNLtHC35BUkQTRH5JEPGQQe/Ga4c1w84wjVwF+aT6bff+jVz2PDPA5fmOOq0uJlFxpRXI53jaUtPfS1SS1STcZO11ucta/HL4QeNPFup6ZrOm2/ws8Yi4aOLX7S1J06aYZB8+L79u2erKSvsKKWOhKShin76+0u/n3+f3np4vM8dwDj8dhOFacauX1G/cnFy0V1fS042u3eHMrO7p9TqLTxN4m+GujXvhf486X4f8W+HpbtWlgWQTW12s2CJoNn+rnKnzPMiKnaP3gYkVriM1mqyp0GnUuveXVdbrZ/NXPS4U8IsnzPIJ8Q5vUnh1NScYuzcXtGUWtWpS2SV2tXfZc141/ZTivIz49/Zf8AE0viDTFQyJo7uDfQJtyywOBtuUHOVUZ4+aPvXpOLjao/3c//ACV+SetvR3Xm9j8oxNKtlFeeGxD9tRTtzqLav/eWj9XFXW/LY858PeGo/FMMmueK/Cto97p0xtJUkIhlfA5VgfuMMcBspnoU6VFfEU5VVRxcLTto9l6P/g6Po0fo3BnBWMx2XT4iyeMcRRpt81Fy1lFK8nG3a+l97P3bJs4n4jfDTw/e6lcXvgaCeytwFJtrkYKt3DdlOe/3SOQTWCyirWp86aUvwf6r+tz5LiXNMnePvk9OcKfKrwnvGXWz6q+13d+h5JqOmX+lTtbahbvC4zwRx9R7V5NWhUoS5Kis/M4qNeGIScHf8ytjFZct9jRaDSOc1PqUvMOp9BSFYUc07jfcUdKLB0EGDQxWYhAqXoNDMelSVZdBMds0DV9wxxwaBdBaBvyFxxkGgQu0UJ9weofhTtbcFohcselFgT0stxWJApXKkuYPpQCae4uKATsJjnGKqwo6sMAH3qRvd3Dp35oJkrDvwNWAE8dDSuKWgvHXNMl2A4P0oBi5waNw+QuSTigd7uwgJ74os+4rh060C2Yuce9BSethuOMCl1H0sIQfrTJYpzjPtQDDIoGnoHXntTJDnPWkNXuFAloL2qg3Qd85xUgk27gfSncd2IRmluU0HuDSQrXQtO5PUUkdqCna4ntigSFBAHJoGn3ADup/OgFrsBJBxilsD8w4x0OaYrxEOR3pbjTSEzk5IpW0BMQ9aRabTswJPrUjbcXcOgFFtbhd8tjMkjGcE1yvU6UyBlIPFSzRPUjIxUjDjGab8g1FJJouKwZ6H9KoGL0HJoEJkdMikVcM85oTCwHHamMTjGMVN2KwUDWghGOlJ6AHP0qVoAntRbQobn0FLrYBSAetJoBv0ouFxck0geo7tVLzCwUJiYe9NDuL2xnmlcYnJ/lTEKcChAIR6UvQB2KdxNBVWEKDigPUUdKYmOHNNEi4x3pgKDim2A4HvVLQlocpIoRLiSA85zVrUjYcCMVT1FuxB9KOthpki81aZDVkOqiGrCjA6ZpsSd2ITSGODAnpVXJa7ijGaasKw7OeOlPpYBQeM09yHqIeQcUMsYwwelSAgb1FSnYq1hwAzTfmK19yWM9BmqRcbW1Hr0xV81hOF20OBGM5qhO4EcYApXGNx82ffOaLjsye1vLqxl8+0maN++3ofr61pSqzovmpuzMa9CniI8lRXPR/h38U7Pw3MXnN7o1+/A1TTSH3pkHbPbvlXXIBBGGUgda+hy/PI0ZpVVyvrKP6x6/Kx8/j8krTXNRakl9mXT/C/wDM96s/iN4p+NT6NpmualP4ktLGSVFkFx5bRRyqC4XspyqttPXGPavtsLSwmKh7fB8rbau1pqvLo/I+HxFHFPEKji29W+W/Rv10t5m94l+Eot7abxPaaJ/aGh6MVWaMurPhQDjcCQW6kgfdr0KzpV4qE43aTaVtX5K/4XCvga2GlKWGm3FaOzWj23XV7u2xzPxf/al8BzeGdHg+F2hnRtVsY/Ld42w2RxjI7Z5r5jE8Q0sNh5So1PaTlsrW5e9+9vuPcpZLLGzpwVH2SjvJPX5NbuXV9T5q8Y/FXxt44JXX9bubiNjkoXJB/Ovj8dnOLx0eWpJKPbZfgfTYPJsNhJ+3s5T7y1/MwNC8Qa34b1KHWfD+q3WnX1swaK4tpTG6EehFeWpuLUo6NHoYjCUMVTdKvFSXn+fr5n1T8Nf22hf3VjB8atMnnv7JPLs/FejsLfU7ZT/fxgSL6g8HuK9fD5looYlXj3X9fl9x8zmOR1789GTnbb3uWovSe0/Sf/gZ9B6/4W+Ff7QPhga5rtrZeJ7V48r4r8NQqmoW5/6fLMffx3ZRn2FesnCvD921OHZ7/J/0/I8fC47FYCs6iu3H4nGNprzq0tpLvKOlurPlfX/hR8S/hBqt146+C/ii51fRbGTym1TSpWzGDyEuIvvxH1DDH1rwfq2Kw9aU8GnZPVPf7nq18mfs2Lw2U4rBUK/tk3OKfPGVteu2sX/denfsaXhj4x/C34jwjwx+0R4JjW4l+SHxFpcYhv4GP8TfwzD1Dc/7Ro+v4bFR9liaSi/TT71qvxXkefmmB4go4pY+hWc56LpzWXXrGa8na/SSPVfHHwvtvCfgKw1jTta8TeMbK3lmmtddsovktbaaJQn7g9CEDAnKkjODXDl0eXFVJUo81ONkmt/l389PmftOd51Vr8MUKOeYlUsZKKlytOPM9U+Z/ZSi0o7tNtdbnnPg+w+JfwwudN1H4a6sb2x1e3W9bTpi/kSKMlcAkMhxhg3ysuevc+jQxsKDm6EuaMbJp/p/wde587ifD3NMxweGSpNuvHVrSMX0Td9NPeT26Rsew3Pxd+G3xGvpfDnxS0S50HxRf2wtpdThjRr5P7vmH5VvUzyGyswAxl+h7o/V8wUaUV0vy30/7df2X5WcfJHxOKy/iXwix08RldflnNWnBxupRfVq/LNf3lKM092/hPOvF3w78R/DjSoLvxTEninwfI5gsfGGgRbprbJ4juY8fNj+KOQK4HGGGK9KnUdJ+zkr2+UkvNK6lHzV0z8tniI45ucWo1JPWLfuyfTlbs7/AN2VmvQ4vxP4KtL7QV1JjZ6tpMp2w39rzCD3Dj78DjurDHqF61rWo08RFe0V4vr/AJ78v5eh3xxHJTlGSanHeO0l5+fyueNeIvhpfWJe40oNNGBvMTfeVexz0I9COK8DFZNUptyoe8u3X5dGvM6aWaQSXtdu/wDmcVLDNC5imjZXXggjGDXiSTTs1/mexCSqK8He6GsjLgkEAjI9x7Gkk3vubSg49O3oAFJGfQTd7UW0EA5OelAPcQnjNDQbMaemamxSSuNNId+gDODzzQJ+8LS2GhAaY7CgnqaLCtZjic9KBO7Y5TRYa0dxMj3NFgbuAOO1A0KDkZzQDXMkxSMHrzQDeomcnmge7A46nt60ISb6inpTuSxSc9qem4noLtGMU0Fhee1CE9XYTHqKAba0sC5z1oJ3FHXBoY0tReDk0XG1pcQjHSnsEu6E79KQrsPUZosUtBCR05oE9xcCgSVkHReKHqNabCfxU9A3YuecUrCXmHFAtxaNmPTqKeRQPoNPNDQMOcY70roLWQuM9D3osOwfjTElcM5OaTHZN3AcmlcSV73HADFNjSDBJyT9aew7dwHIzQTa+oh6YHWktB9A4xSe+g4jcYH86QbCYxkVJaSW4Dj+lAatFSWID61nKJUZLoVnjb0rFrQ2iyFlPeoaRaZHwKGUFIOoEgfWqQC8+opXsKwY560XHqIPcUDA4NFybgcZxRcbA8UhiHpQwG0vUBfSkyhKACkAjUrgIFAPHWkOw4GmhMQD1p3QDtp9KG7BYB06VVxIU4x6UhsQk4pXCzDFDXYFsGT60XAXOfam2ybi9OlNMqwu72ppkjhmn6E2FGc007iYvTnNMBR6GmnYBR7iqTIsSLg81VyGiQEelUmSw6imC0HA4FCFbQeDWiIY8HNUTYYRSeg0LwO+KV2U1ceD781SJFByemKpeZm9BeM0A0Jj3qmxXuI2CScdal6FDfpUvQtBk+tGhNmPTB5Jqi17yJVZDzVXDns7j1PAGKtML20DoadyU7biZyMEc0rFqVloISB0oJlo7oX379qFtYOlzR0jxFrnh93fRtVurLzCDIIZSofB4yBwep/M11YXGV8G+ahNxfk/z7/M5MVhKOLVq8VL1PoGz/bl+IVl8K7j4XxeGdA8q5tmtnvhCRNtIwTj7u7HfGa9ifENWrUjiZL94lvzO3rb9Lnkf2Jy03hYSSpt2tyrmt63t87XPm2V2Z2eQkliSSe+a+dbbd2e4lyLliR/L1qWVd2uxM0nvoMmt4ZriVIbeNnkkOFVOSSewoT5ba+nqdNDDVcZVVGhByk9Ekr3fotz0r4ZR/F7wP4t0+88Lajf+HLu5YsJ3fy0ZQed6scNnngjmtKVedP99Sdt/T7tj6nC+E+a5xmNDA5jReHcrtTm+VxS3ae6faO8vS9vo/42/E741+Fn0Pxzovh250ZpoES71qysmittRZeW3jGx/cHI5qnisxxL+sNfDtbfT9H52R9/xRlnBPCGE/1QwjVStUkpSnLl57rreKVptauy2stdTjB4q+Cnx9MOleMtHTwN4znZYodV023LadcTNgDzoF+aLJPLJx3wAK6Y43D46PLjVZ/zLf8A4f8ArmPzDEYDM8mqqllDlWpprlg1dp3t7qVr7/Zt5xfXs/A3x0+NH7O/jGW5tNds/GVjIVsNVsmi3JPEjbEVM/fXGMEAde9csIU8L+5teLd01o15r/gn65xzwPn2fZbh80xFRVJxjZqMUuTns0pRsvaJyfvaKSeuzuenfEHXPCWqyWN3qkVpoWr+Ibie5tngEq3PhyIuypHHBgJMgUfOAckZ4Kiu/ARoYqXLSn717td21r829/wPouIcXj+FMibpxtSpQp0oOTjac+WLlPmT5ouOqitrpK+pyF94P8KfEHwv9j+MWjWFmtoqx6N458MyKwkUsQVuLZiCyocFkOHTIwccV14mhChJRa+a/q6freLPyLLclzfxBlXxOEquNamk/Z1LuLT1spN2XeMk9bPcydM134yfs33QXUgnivwXqSLAmu2CC8tbqEYAjmRxtkGP+WcwDj+FhwaaxLg4xr+9DpLaSfW1v0un3Z8RjeHZ4idTKqlD2OKV24SWkrbuLtaS/Lqo7m7r3g/wzqlvpvxB+D88nhHWdZimm1DSkXzdHuIkKYZ4JR5kauWI2ENsI4ODkdGExPtsROGFfNy63tZSv0a2v5xt6HavDnH4PKKeK4jqqk5zjGlBp8ybu+bms3ayT5Hzbp3+ycRb6NpPihNQWbTovCWrWFvLey2tyzPpVyiA+ZJazqC0R+U/uyD0PDdBvUzOhRj7S9mtLd35dvl9x52E8PuIa+KlhK9JcqXM5y0UIq95TVm7aNbN3vr2qeBvgl4P8b+K/s3iqKOOVIDPZp5ixJeykApGWOOCCDxz245x5nE01LCqrQh72jfku/n/AFoj6Dws4bw8M3nPNZc1ODTUb6Nye1lq7R1UdG1vazT5L9p3w1oFj8RL/wADaPZWRttEfy7d7G0NvKU2g/Ip4mUHIODnjI3DmvJyjBTng17eLTeq/mt00e679e1z1vFPijDZjjcPQwijFUYWlazSk7txbXw23too7aO6PnrUdFu9PUyqVntycCePOM+jA8qfYjNVWws6K59491t6Ps/Lc/OqOKhV916P+tn1RnA8dO+BXNfdG701HIpfhRS0uGrJhasyj5hz/nFGjtYEnLVouar4Y1fR2aHUbOW3uI/9ZbyxsssfGRlSMj6fyrqqYOtSV5q352OWnjaFWVoO/Ty0Mggk9K4n2OxNaMMCgbV2Jz0oGGRQJti546UWFbS4oPGaAd3qOzxx3ppIfS4ZpBcAfagewD1wetAbu4pyDxQNuwHIHvRuJO2wdsmgbbaFA9Pypkhk4wD0p9AcrDgD3pkC5GB60Ddk7iAUCtYd1zmiweoYz0NGxXoAPbPFMlNvcM4pdQWglCHe4hA9O3NANbBnpzQHoHbrxRsDbsBOOMUkOSsJg5zTJtbUU0AwX3odhLQPrQO1xcmgWyEboaNxrTYCOevNQPyQBcHrVglYKVwV7i9KNA8g4ycUrsJNaijgdc0XHblQpxjg0XB7B7ZouJvRIOT7UXC2o0gd6Q2tBG7ZoHdJoGz1zRYbd9w7ZFSNPQbLEcniqlHoY056FSROfeueUbHVGXUrOp/yazauaxfQgdeTxxUMpDe+KWthjePencpjqQmFAbBjNAwIB60+oASPSi4roKOoxCfSkAlL1BBSKDGRnNADSwFKwwyDSEJxnPOaVncdwHBpoT2HYxSAKpgGAKVxJBTQ2L7ZzTFYTr2oGL+FSkG4g4680xWsPoQxA3tTJHDHrVpid0OU5GTTQWAAEYp3FcdQD8hwp2EOXAPPSnch72JAc+1WrdSGh3P1qvUT1DjOMmmLmHA+tNMi2hIDgcVe4mtdBT1pvUlDD9KVy0+48YHammSCtTuDTbHjhvWq+IzaFyPWh6jWghIxih6gMapZSfUBjvU3KQA44qrgtSRCOtNM0tYkGexrRMjluOz3FUZy02DIAIFDHe24meM4qbsG5WDcMU1oDfYQk9aPQkM8dTVeYX6CE8VLEJ/DxU3sK4lLYo9W+AM3h06hrel6pq+laVf6pY/YbO+1JwkECscy7WIIVyFChuMZNZ+zjUnHneiP1vwvx+T5csZVx9XkqyioU2/791LXo9m7uzXzRb+NGleNNH8TgiKddOjgWO0YnfDcRjo6sMhlPY9vau3E4OsoLEUbOL7bP/g/JGfH/F1bH8QrCSUqapQjGnGWiklu1zfEpO9mr6K909F6j+y98fvjR4U024sF1Oy1bwcJ0t73w74jja7tLhSCW8nIJTAHJzxuWuani5ax15ls9n8pfo0cvDvhBjvECLx8KvsqfMoyclzxdluovqv8Sf8AeOl8XeKPA3xgF/oHwQ+GulaJercrqjaIzLHdR3CbFeSNnIedQdzhI8/IPu9alYSvi61Sre7ta2z+5aL8j9F4bzPh7h7KIZTWqKpi1UUFKbapxnztqo5NtqMbLW97e7ojYjj1bV/hFY2dz4AtdL8SeHtQMkl9bSFLqVAS8cztn5VDn5M44Htmoq4n2PJh5xabWt/0P0vI8JmGNzDE4/OKqaqq1KnFr2SlDS8H2lvZ69XurdJH4G8I/tO+GdPtPBniyyh8faLHJ9v8M6uTDeXvzZEsEznbL6jGMDHTv6WUYGjQhOtVk1zWaktVHykl71v73U/N+M+KaeEzSWU5vhH9UjO/N8PI5LlTcVtFb7vn0eq0K3gTw5rvhLWbzQ/Fs9xoc/h5JpNQvr62DTxwtHtEc0Tr5d2jkBArfOcgh8c114jNamAcXi48zl8DTTTXV3X5/JnrYzw84fzHKKUOGcRKUKkrrlfuylp6ODhq77JXTiyO18e6JpWjanbeB5IrK7v7Vobi1h1BhYhA4w8VtL+9iYgn5SXVf4XPFYZredSNLCvR6u2/9d2bcIYL+zYSxXFVVN4WTUXNe8oxTsudaNS0d0uZqylbW+NpfxR0xtIvtD1PTbe/vmLmG8ePyL23k24E0DoV8zpyjctkV7WBhUo0fZJ2b0f/AA3+R+RcWcVZZm+cRx9VtUqdS6jd8jSet07qLaSa0a01OSvJrDRdFk03RLmK7tTK58xAZ1lDKN3nR8Oh5IPQ8H8dcJlyV4rddHt/w/mtTxOLOM6dXCUlg6qjKfM/ddqiT0ac9pxe9m2mc/D4j1GOeS2nuXv4rg/PazygtwMAQTcK2OMRvhhjCknmu+KSap1Ffyf6P9Hr5n4xXxOMwdSdTD1XGS+KUf8A26PReaur7Wep3MHj3RPFmhweFPi1ob+K9DtsQW2oJiLXNHI6KsrYMgXtHLz/AHWNTWwl7+z1v0f+e6fdrXvc+ejVmpKcdJeVtfJN7r+7Lmj2cdzi/Hf7P+qWWlzeNvAmsL4z8LjiTVLCL/TrIdo7+1PzcdyRk9mNedPD3k3G6lb1k15raa+5rdnqYfM01arol11S/wA4fO8X0bPDdR8HLKy3EBhi3ttSWNibeY+gJwY3/wBl8HPtXk4jBx+JtRvpe/u3/OL8mfU4HETqycN7a20Tt5dH6r8DnbmzlsZTb3CMjp95SOa8edKdOdqmj/r70e2pQ5LRf9efmX9LWQTi3sdOjv7meBlaKZXUW5J4ZCpGWwMjPAzyDXfg6b50oR5pdu3meXja0KcOac+SKe6s7+t09Oj6vo0e8aH8K/F3xE0lfEGq2F7qN1cIqtOcs8m0AAhz95hjnNfdUct9vTUsQ1zW/r0PzbEZnUw1ZwwkXy3b2/rQ8Z8d+Bp/D+sXVrC3mfZ5CjcY5GOMdiO9fKZplTw1WUYan2WS5zHGUISqKzZxZDKxV8gjqK8BprRn0sZKSuhCMUgeomKBq7FyfWgWo4Y6Ci42A4ph5BzSC12Lx60rg2IOOBTBD8fSgewHnqcfWmOyewg6YpAuwo4NMhqzDp3zQKfuijHehMI6rUAMdOaa2B2FxgUdASFz60IGKOhqtBRuIQQPl6UhSVhT1zQU90xMZOBRuP0EPPGcUttxAOBzTBKwmeMUCd2GfUZpegXuGT0zTFcd2oKvdAeelApK4gxQxIXuKNEFtQpDiu40889KkpK4ucnINO4WAnHvSHZJgfWmJJX1F47CkJWF4xjrR1sJhxtqtFuO99gwc1IW6oUn86B+Q0YzigUddwbnt0oK0EwDzQDSkA5HpUsqzLNxF8x9fSuicWkcFORQkQc/LXPONjshMqyJ7Vg1c3iys4Izms2jRPUibg5FTqaJjR9anQb0AmmhBnnFG472Dt1oAU0wEBzSFYMj1obGAAoFcDgdqW4xD1pDbsJQMDjtStoLcQiiwXsIcdqkYHrQAq07jswz3zSExc84xinsF9QoQC/pVAGTQK/QSl6DWgA5peYCg5HNMA4WhCcRy4Bqrid2OGO1WmAucUEDulNg/IF/GgNkOB60ErVj1NWSyRcVb1JYuM81QmxaESx6nNXFku47nvVLYhaCYz1pMYA+tKw3ZC9ulNMS0VxwbHarTvoQ0Ox3x+FPYWthDyc0AtQPXBpMafQYxK9qmxYUWGxVYKcZoRS1JVOMc1SkS9HoPDGtUyJPlYvAPND1QKyd2NPH0P6VPUegUyWrCZGMUehL30AE9x3ouNA1G4kuYSlYdgqXqMMnjnp09qa0KO48EfFrxB4Ttjot3HFrOgyE+Zpl6S8Qz1MZ/wCWbe4r0MtzKeXSl7qcZbrv/kZ5qq+bUKdCvUbjD4bttR9Osf8At2x798LfGnw8mnjuvh/a263ccU27QNUm2PvkGHML42yE9s4rteX4LNXKeFm4z/le69Oj/rY/UOFvFrFcK5ZRyR0f3cJXvzWk7u9lJaPXuk/IZ4j+G8kerp4p1Hw6thJI/wBshtL2J0DKDnzsIdyjI5ZWwecjnNeb9XU70Oa043Ta3T/A/Q80rYKNb/WT2EZUqtrU5Rs9Uu20la7i1eSd7NNW0NA+POsfDi6g8M/EnSGvtOuBIz3l9HJPDexTBUKTsGEoAVfkkB3KezCjDUqWHx3tsbJuSVk1ayffr/wxwcQcT1JZRRoZXRlTpyaaqRdmoxnJ2gmrJ828W7NLlutWdF4j8FfDy8jsPiX8MvEUsN619HPDpN9IHeE55e2vIwFmjB2/K2yReMjoa9TF1aGHjag7N9Y6aemrVvVo9DhjK894gzNZziFGum25Tlonyprkq0ndwk1qrc0epk+Nvj94m8d2Vj4U+LM1/cw6axgi1i3AN3CAxwkqkgXMYPPJDjnDNXNRp0OTnqQT80rf8BefTyPOxHEsuHM0lQyqk8LGetSk7cvP3hLeKa3t7veKF/tHw5c6fplvroguNNs5ytjr+jfLcWjE5wCQGU9SYpR3IHU10fV1R5aifu91uvUWOzzAcS4KtytPEWs4S2l0vpfT+9F2+ehU17xd4GXSk0DxRopnvy/7nXbS22iVATh5Igco7cZ25UbTxWtHFVPbe0r/AAra3W/ftbyPiM6wnD9HKoZdgUo4h/Fzpvk7OM1q1N99UtXuc5Pp2oWsVp4hguZb+xm/49tStm/fDYfuh+kgB6q4yPUV71OpTrawlf00aPxHHZVmGW4eFXE0bUpt8vMm4Nx0922z84tPvFk11c6L4itXXxXCiO2ANasbf5fYXdscY/3xg/7T9K2knKL59V3X6rp/Wp5UMQsRajzNS6J/Ev8ADJJc8V21a/lRjahpniTwqEv3CappZ/dw3tpKXwncLIRyB/zzlGB6DrWKdSjfl1Xb/g9V+BzVcPTqvlqLlm//AAGVuqWz8+V3X2kavhHx5rPh7UU8ReCdZms7uJMO0B2SbR1WSNsgqe6tujPqtW/Z4lNJ/wBfp+XmefKhVoSSqaPpK+n36fNP5pnQeJrv4X/FWwu76+htPAnjIJ897aQ50fVG/u3NvybaRvXlCehFeXUpSlJxvvpf/wCSXVeb182epRlWyxxny3itku391LWL7ct4d4x3PnXWtKntLSS5leNhA+1Yj+8RmyceW/oeuDxj1ry6+GlRpuTastLPW/o+nofQ4TGrF1owSequ3t96/C66kWi2FzZRC7mQiUnczAcg+47VeDozoxUnvuYZhioYmbhH4e3+R9r/ALM/7Y8fwt0v/hEPH+kQ6ppKRlrVtirLBKwOPm9M469jXtYrCwx8VJ1HCatr0kvQ+fwuNr5a2oU3UpO9l1T7xb3XkeN694HbXBPrcgL/AG+WSbcWDFixySQD79eK+gxOX08QnNbM+VoZxPDNRey0+f6Hj3jX4dzaZNKVgkOG4fHAGM/lj8q+NzTJ3Sbsj7zJ8/jiIq7/AOHPO7i0ltpPLlUj0NfMVKU6T5ZI+yp1Y1Y3iQ45rM0euwAmgG9dA6DFADs84oC4DjrigpNMUc9waTBR5RRkc0b7Bd20ADHU4o0ErvVhjn2piDABoHs7i5zzk0FPUMYxQiGuge1Ml7CkEii47K24vbNUJLqKSMYqSm9BAWxg07E6rUU8imIOcc8/SgE7C44z0NBa6WGHOcmlcTXMHPFK4a7CY6c9aLlWukx2ecVQluNHrRclRdrjs5HpSuNC0wuMGevNLclJ7jhnd04phdth2oK1TaA+magS1E24yKd7lNWdgHJzSJW9xeD3oD1AD3oKSQo560Bay1FB55p6CQEelGgWEO7rRoLW+oDrSKWgcZHJoENbjkUFJdhW9jUvc0b0NO4TJNehOJ41KRnzoQehrlmjshIpyp7VzSidcGVJEzWMkbKRXdAO9Q2aKxFjbUNFhnNCAPxzTAD9KAF7c0AGeM0AIMUBcXGD1oANo96AE6mpbKsIPWgLh9KADHvSYCGpDoJQAA4oQNsXHGaAF6mgaDHPWgGhM+xqxDj14oC3UQg0gDPakMX8KWtxAQAKpA/MX5vSmJjlI+lNB6i4q0yWuw5R707kh2zQC0HDGOtPcLDunGaLkvyJFJ9K0TIew9cdhTuQxafW4Cqeaa8wtoSLitEzK3QO3Wmyeo0gk5BpWRpyihqlEscDVeYMdzV3RGwuOKew7aCdTnFJhoNcZFSnccdRvTrQWIMD1oBJMfuPrQmD0Hhx6VcZXIloSAg9qtMWghP60NaibSG5x3xU3BWYUXYrAD6UXFcWn0EIRjpSbKQfWkOwHPagABzz6UbFdW+5JBM0MiyxOyMhBUqcFT6j0qlK1muhDipJxlqmfR/wT+J/hHxl4y8F6J8aPH+qaRpOjq0Ml46vIu7cWTLod6BuFZv4V6VdNydWdepq3b52/r59T9Unx5h8LwtRyvBwft4RcZKXvRbu7VFduTcU7KLsl9nblPrr4rfs7XsIh8f/AA7l03xRoV9bpBHb3MceoW0tqeREoO1ZYh1DRtFOh5w2CT7FCdCDdSEUprddGv0/FPufMZVxTj+I40skzSpaDkuSd+W03pFOSSstX8Sau/eitzxX4n+KY/BPw+vvBPhrwpZ+H9I0J5Lr7KG895r1iNwEh+YqGPAzuCAbulfLxoTrVqmKg7Qeumy8v6/I/qNYzLvD7Io4+VR1sU4qEE00r7qUktNd3LZvSJx3w2+OXgPxfo8Hg34n6AmqQ7zHF5apBf2asOfs1xwJBnJ8qQHjgEnmvpMux0XFYdryd9df66p3PwjOMbl/FkKuOx9b2GNcnqot0pRe3Ot4tbXjay7nV6n8EPD2h6HfeNfA3jC213Q7yeOzaUXBt7vTzncVurQ/NuHTuhOOtTmdqE4Kk+VSeqfX/C+vpuuqR9T4b5LgMVSxVHNKaeKjHmhK7dOUEneUZq6vfvqvvPMfGmlXj3P2yx1R7q3h3LBdQQlMr/01j5aP9V9CK9+eHpyox9m9vu+fVfkfzXi8fWqZjUhiou7bte239yStGa0292XkziLLxT4g8OyywWGoS2kFxzNEBvgmCnILIcg/Xr6EVwLnwk1NqzXXdG1TMcVVwk8D7VvDyWsW9n5fyvzVvO502keL7HUXAvClhenP7zfiKXPXDfwn/Zb8zXsYfMadR+/o+/T+vU+JxmV1qcX7H95BdN5L1XVecdf7qLM2q6r4fnaSwd7VJT+9RUPlMvo6c49cgFfbvXRXi6fvQWn9fd67eRnhMXLE0/Y1vei311d159WvP3+0kNP9navIL6C0+wagOVuLY4DntlAcEe6H6rXJKcJu+z8v619VY9ahhqiV4rmi3qpv9dWn5TTXaTMKS9tnug+oySWVzF8i31tzG6k8706Y9RgZ9K45VYe0Xt9H/Mv6sbTwlWFF/V9Vs4S39E9bPzMzTymv6/DDdqsmjWVwJZY0UrFK2cFiByuRx7Vlh39dxFn/AA09bbN97BiVLJcI5pfvprS+6XY98T4GaN49sm1D4W3bXNzs3PoN3IFvQAMt5D8LcY/unDY9TXv1cPTivfVo9+n3629XdeZ8jQxcqztD439l7/8AbuykvT3v7ttTxbxXoWr+HryfSLnThFLGypIs1uVeNgThSDyh56d8fhXnYunOnLlST8/L9Py9T18FiKeIXPNtWb0v/X5L0Ru/Dn4qap4MvI4ry3S9shlWhkUnYD12/wCFdODzKdG1Ort+RxZjlEK0niKFlLz2fr/nufRug/C/wX8X/CN5qHha6jkvYbDzHhjdt5nRdzqEYZI6/LjII4JFevVxUKiXtVeLe/TXb5o8fD4CUeZ4d2qQSfK+r6v0flsfMnxF+EF1ozPKqO8bDcDtx8uM8f19DxXiZlkVoudJ3R7WT8RPn9jVVpI8X1TRbnT3bClkB6+lfEV8LKi29z9DwuNhiErvUz8YP+eK5Tu1TugA7+lAPrYCMHPekgSa3HBR1PNMPhYdO3Sga0EUAnFAddB27HXmiw9hf5GiwtGxDyM4oFZ22DGOh5pJjad9AOMcE0wYtBFrACB2FA35IU56VVxag3t+NJg9UC8Ed+KBNNO7HYyP5076jaXQU+ueKLCaEPIxSuProNPHSkOOmqA0Dbu7iUxdbi7jnii4hCDjAH60g13Hf5FAd0Jk44BqxdAUZGMUAk10FXOOaBrRCnJoC/vXG8dcVAtd0IcDnmgt6u7DPY0WM72dh3f60F9RdvegOWzAZGTQFr6BQLoLmgLicqMmgNbijH40BvuNJxQNCZqbjXugemRxQPS1zduUHPHevWmjwqUrGdPGea5ZxO2EyjMhrkkjsjLS5TlUcisJI6ISuVpFwDWbRstCBxis2WmNoK1sJjFK9tx2FB9qYmKDnrQIOo9KNgE/DmgEB60ALgUAJ1oKEx3qRIAMUXGBGOKQXsGMikwEx1pDG4xxQIUGgLCnPqKaGhCec0tguLu9qLiFz3NWK1g685qblB70dbCDPsaQAScVXoD1FHvTAUZA5OadyXuKCeKasDHfSqSuTuOzxTBgPTHWne4hc+1HmSSL1xVCa6Ein1qkzO2o4dKpbCYDp1oCw9WqkRLQeD9K0JsBHBxUu41oN7YpDuLx2pg7jlHOM00yLDiapakicAdKoBDn0qG+xSeg1sZGO/6UFITrSbKFzjrSEKGx0ppktEisfWtEyGmL+NVcS1Y1ualjQoJpJja6C5GeKYgGe9PoLQUYJoYkxv54ot0KsLjA4pMbEI96BtvYXigEraDt2DgdKE9bhLTY9j+CP7Vnxa+BcxtfDetm+0ObK3Wi3+ZrSZT94bTnYfcV0wrcqXMrpbeXo918tzGpCbkqlOXLOLunvqndPXezV9ep7H9p+Gvx9vl8R/BbxWvgLxu0YSbwhrdyDpl8cHK2s78KWycJJwc4DCu7D0KFSCjQdnvbr847S9Y/+ApH1GK8T89x2IiuIqjnpyKVrwa/vRtZPu2k+zZ434u+HMA8ST+HfFWhy+AvFURbz7a7RktJjjqh/g3Y4xlDkYwK8/HYR0Y8yjZ9LbP0/wCB9yPpsoyzAcRYuEKNaFFy25n7jfaMtLPspW9TkbzxJ4u0CabS9Tvb8QSqkTSLMSJY0OUyc/OoPTsPSuenWk7e32WzODMcbj8lqVsswc3GnJtSinZStp9z3bT16nQ6H8StRghhZLoYiyBKx2g59xyh9ex717uExzparWJ8DmVBYyjZ7vo/06fk/Ikv7vT9Uby5ITZTHMgRgNjk9xjjn1H416Eq9GvrF27X6nzGGpYrD3TXOlo39r0u9X6O9u6KCadD5rRyzLCSP4/mjce/+PX2FcVSnbY9enOnW9/e266v7/67Nl2S58TeGIoo72zlktJF/cBwWjK+sUg+79AfwFb0MXWwy2vHscGKweHx03OPu1OuiT9JJ7+V9ezZV/tD7XK0+kTPDLkFoSNpB9SP6inKpTxLvSdn2Z2U518BpiY6fzLVPzfVehW1TXL+S3ezvY1e4n+XeFwSD7jg/XGR61x4utUivZSWp25dClObxPN7qf49/L0WnZG14XsntIVaxuljn4DI/wB0+x9D/nmvSy6mqUF7N6nzOeTeKrSlWXmv+B/Xq0eleHPFsnh9QUja1uARtjPCluxUjoR2xyPSvpqNeMY2lo+x8LicFUm24O6691523v57ndJ4s8JfEiEab8S4JpLwIUg1u3QNeQryB5yni5QevDj1PSm6aqK1NfJ/kn0+ehX1mcHzV27q3vrfT+Zdf8V1Lzex5z46+Cmt+FETVrIQ6lpVySbTUbMmW1uFHUZHMbYPKthgQcivMqYNNN0t1uv61+a0fc9WnmThZVrcr0Uuj+fV91o11VzmfCfjfxd4A1IzaBqlxYSOuyWPcQGXuM9wfzrCliJ4d8jXyex11sNTxa9pHfZOOj/D/hj3Pw98RvDPxStYdD1QQ6fqRUoruN0csjc7/wDZBPJ719BhMbCqrdeq6/I+Xx+DqRspq1tpL/27t8rnCfET4MRy+dNZReVLFkshGVfHGVPQiscdlFLFx56ejNMvz3EZfNU8Qrx7+vmfPHiPwdd6fcyKsDRupOVNfBY3LJUW9Nex+nZbnFOvG7d13OXkikjYrIpHqDXjSTjoz3oTjP4WNyR1pFSkOHWlYOtwyD3NMrcP4s0FAOeKV7bk7C9sZpg1y7BnrxQCE75xQA8kkdKEDYnTvQTdPYXAA5oBPuLw3FA2J9KZLdwGB3OKBJdxwbg+/WkOLuL3x2qwa1E5OKVhMQjtSKew0kdzS1G3Z2Ag/lQNphnFBOtgHrQLXqAPega7Du3NWK1wFK4LYTAPGTRfUGO96PQFcTA6UmPSwnQYIzn9KQ/IDt6mhDirbgMjsaCX5Bu4x0oKXmOB5oJV09APQ464oCy0QZPWgGwJoCLFYDr1oBq9xuBQwV0NPPegd9RSQTnFSNPqdNcJ1r25o+dg+5mzp61yTR2wlcz54/QVyzVjsg9LFOVCM1zSVzpgypIuO1YyOiLK0q7etZNGiIqTKuFDC4uPU07FBkZ4NHUkKAYEnsaSYAeaYBnPQ0kAHg0bblBjmkAe9LcAzmjoD1EOaXUdhDxSuIQ+lACD0zQWOwDnNO5OwNSEIR7UDY4YxjNO4twOeO1Idg7YoegkFAIOe9O4bi9sUXBijHUU76iegD0zVXE9x46fMaakDQfSrTJuOB6Gi6FuLTQnpoOB5Bp3JHq3tVJg7EgPy8U7mQ7GKdwAcdKoTSJFYHjFUiJKzFx39apiG4waRSVwBwfpSuN6Cg85FCItdDgfWrTFYUHA+lVuGgHkcVNhbaDSO1BQhGKgtCZ6UybCj0oQxy5BxVJktDwfWqRDDGOoFN2BabiYxUFXFBx2qxaC5A5p3RFgAxQ5DWoZ4wKL63KTEyT0NT1C12IcZ4p3C2oDk+lTcpR6sUH9Kq/QWo4Gha6i3Y6OV4nEkbMrqchlJBH09Kak46oTSlFxkrpnt3hH9pJ9Q0GD4f8Axx8Or468NQ/JazSybNU00HjNvcfewOuxsqe4r06WZyV411zLz/N+fnucKw1fBXngZ8q6xbvF/Loat78FLDxXpE+u/A3xknjPSbcedNo1ynk6rZJ1IaAn5sdNycH2PFdH1GljtcI9esX+h7EM8oOioYluFRbwnrFrvCab0/unht7YTQXMv2cS21xG7CSCRShRu4IPQ545ryK1Cph5tbNb3/yFz08Qnyu6ff8AS2ljR0fxW1gDYajEkls5w8Uudh/3SOU+qn6iuihi1GyrL1OLFYJzXMnquq3/AB0a8nfyZ3Gl6HHr9lIPB94tzM4DHTLp1Fxt/wCmDnCzD6YYf3c16kIuor0Xf+unc8iq/YJrFL3U176Tsr/zL4o+rvF/zFOHxJremwS6WskjWqviWwuEJw49Qehzxx09a5pVpU5cvXt/wD2I4OGLUasvet8LT1Xne2vpt5FC6k027zewN9lmTkgngt6A9j6Z/Os37OS55O1vxNas6ykqcVzRlo+/q1tb0KkFtd7zqdwhG8/LIw3qPr3/ABqqMZ3dWSueZi5Q1w1L7PTZ+q/4dmzbTCJSz/uXGVB3DaR6A9CPY8fWvSg4W5ouzPGrKrZcyvH7nf8AP5ouL4q1O2nJ1JIri0AAUFT+Oe61rHG1aTtPY5auWUK9pUb829/Lsu50dnrWk36iSwvhDMBuSGc9f91+/wBeterSxlKrG6dvyPCxWX4jDVGpR5o91uvVf8OjufBPxc1rwpcTW0m2a2ugBeWN0okgul/2l6MR2YYYdjXYsTTlJRno116/JnlPB1KPv0GnGW6fwv1X5Pp0sd5qHgf4U/GTSWvPBVxFoXiFFGdKupAFmbriJzgZ9AcH60qlNVP4quu6/VG1CoqUl9WbhP8Akk9Jf4JPr5S/4J4X4p8A+K/BV2ZLiwuo/KdgSyFXU55wf8muGthKuHfND3l5b/eejh8bSxL9hXXLJ6Wf/B/4Y7DwJ8Z909tpXjSeW4tocpFPsBdQeoYZ69Bu64zxmu7BZqn7k9/63PPzHJXpOkm4r7P+R3XjH4U6N42sv7Z8NS20kEihhIkgxznr6cj8iK9CvRpY2Np79+jPMwk62Dqc2Hd4ro/8t16HzZ42+Gd7pcssFzbskkbEA4xXyOZZLKDbZ9vlPEMZvR/I8yv9NubCQrKhK5IB7V8pWw86L1PtKGKhXjdMqg/nWLOtWsLQJS090MenNIbXYXgEcigpe8LjjNAJaCc9uc0Cj5AG4zSY1IXGB6UyWuoY9DQK2t0DHNA72AH0oEtQPsKBct2BOeRTuO2o7r0NCFawue9UF9AUY/CkNJLUTNFwjpoNb68VJT1dwOec96CW2mBGehoHugxjvQLdijrQCQDIqri+FiZ4x6UgWwo4NO4LR2DPGMmkHw6Ck9xRcGrA3rSKY3gdaCea4vHrQVYAOeaA5e44k54GKSGk1sHuaZHS4ZHqaCnqLwR1oFLXoJ7UAGCDihsduViEc46e9Act2B9al6FapHVXSA5yK96Z81BtmdcLge9cs0mdkWZ0w555x6VzTR1xdinKtcskdMGVJBzXO0dMGVZAMVk99TaLuVyKlloSpZVgHNABincLBTCwHpk0NXCwcUmJhjHOKLCF69KYXEosVe24cdc8VABRYYhxRoLcXGaTQxvHvRcXKHXrU7blJhQSKSDTHsIeR1o2AKYC9V4pCAn60D9A/h4oDoKw/WgNw4HegQvbAqrBuAI60LUVmLkDvVpgx4P4U0Zy0FptAOBwcUwe2gvAoJHA96a3EyRTxVohocDkdarQQoz69aegbjlPNVFkWuPBHvVIhoQ/N3xQUhuT2FTYdrjs01qG4oPFNaEWsLVXJaHfw5oGxuATik9Bx1EbpSZV7CE8e9AaIKQ99hQTnNNMVh+e+c1ojIcSO4oYrXGkHNLoUhRxTT1EOwCMA1St1BpBkDjNKwrWEx75+lA27bBx1pbFbIbxS0Fdinj3ouiluIKQfCOHTrVIi4Zx0paF6pWDd/ezTTJtqXtG1zVvDupQavoWpXWn3ts2+K4tpTHIh9mHIq4TdN80HZmdahTrx5KsVJeZ6s3xX8I/E+FbL4xaOLXWsBIvFWlRBJ+P+fqEYWYf7a4b617dLNaeKj7LHL0kviXr3PEeX4nAXlgZc0XvF/o/+GfmzmfF/wAO9W8O2yaozQaxoM5222r6eTJA/qrEcxtjqrAH2NZYvLHCPtYPnpv7S6eq3TOzA5xHEP2cvdnHeL3+Xf8ABnLWsl7pcwls5PNgZgxVuRx346H3HNeZGU8NK8dvwPVkoYlbNPutGv67HYWOpQaxcCXVLmWebjJkbM4HYq5/1n+63PoTXqU61PFO9R6/+TfJ/o7PzOGNCpluuFtFb6fB847x9Y6LqjF1iKOG8b7DdSXVor/JcGIx+b9QehHI/CuCtG9RKN3Hp0v/AF6npU41aVFSqR5KrS5o35reV+v3HWeG/EVgsQi1GL5CuxXjA3j2PYj9a9zCYqEF+9WnkfJ5hhZ13+6lbW/K9r36PePydixqXhyHWUkvfDdxE0aZJiThQR1+Q8r+FdVbCRrr2mFfyPLo5jVwkvYY+L9Xv9+zOdjmvNMmNrfIY9pKlJBkH2H+fwrzfaToPlqrQ9p4WniE5wl81+RYS2trsB7GQROxyYWOUc+3+IxW0VCp71F2fZmEqk6FvrUeaPRrdf15j/Mv1/0UzGGXOBBO2QT/ALDdM+xwfrVKpKP7uWj8/wBOhDw1KpH20bOP93f5r9TW0nxZqWk3G2ZZYZoDwGyrj6HHH45rsoY6pQfvaPz/AK/O55eMy2hileOq/rfv+Z7n4Q/aAi1jTl8PeOLCLW7F18vdccXEY9pDyce+QPUV7GHxdOtbldr/ANbHz+JwtfDxtUjzw/8AJl6S3+TuLr3wN0PxbCdc8AailxGGL+VIAskZ/wCebjPIzkA/rV1sHSrLX3ZeQ8Ni68E3h/fgt4vSS+XX12fY4Gz1H4i/DjX7i6+zPCUm3vbtnyzk5wAeMf5NYRnisLUbkly/gU4YLGwioycZrrb3tO6/O56PYeJPD3xLtm+2QwpelQLiBvlfIGNyk8Yx7817eHxFLFU3H7/I8DGYavg6nO3Zvqtn6dn3TOI+JPwO1DTzJPHZ5t5AZFKpwV9VPpXkY3J6eJi50T28BndbBzVPEL0fR+Z4Br/hK802ZmWNgASNtfEYzLZ4eTsj9EwGb08TFJs594pIsB1Iz04rypRlHdHt05Rl8LuNx7mkUrgcUC23FPC4zmlexo1yoKYo6ICM9DQNu4dDQN9gx2B5pXMkrJoMU7lLcBxyBQGqD1oEroODigcXdoXO2hMT3FBwuPam32GttQOccGhakt6ARupXKbGkHFJi3QAnrTC4Y4zQNgCRQCjyu4c9elAXsKMY5oF0uxOelMLsMkUgd76DunGeaAa00DPGM0DjHQQ/1oe4m2IfSgH7rFAHbrQOzWwvQZqbjbdrijGM1RKWgHFA27hxQCXVB8woG0w6+1BC3EwDSuXYU88GlcOlxD1zmh6jV+p2F0nJI6HtX0E0fMUkzMuFGT61yz1OyEk90Z8yjnnqK55I64NdylKvPPSuWSOiJUkWueaOqL10KkintWMktzeJWcbRWTZoiI5qXuUrij1z7UrgKpHc1SF6gD2P51QMAfSlowQvHU0xiY96LCYUDsL1qbhYDjtQAlJq4wosID9aPMBD6d6WiHcQ8d6QCEYHFJjt2FpiYlA7C0Eh1NA7C8belDAOopN2DUAc9aroCFpAKPehaCYcVV0AuR3pXYmKD6itEyWh4qmxPcUY9SKBCjB700J6Cjp3pia6D1PaqTEyQEelUmZvYUAjinoGqFU4NC8hD1OTzV3IYuT61QPQQjsalh8IA5PWp1Gri1XoD1QuelUTJDs07ia7iU2gWjEx6VL3HYTnPBFJjaTClcAHWmNajwcVSkRKIo69eKoT0Q4jjNUIbgVA2rDkOapBblDHfP409bE6pCnHfigHYQjbx1FS9dgEJGeKRS1Dj1oBpRE9TnIosVJWDAHQ0xcqF3CkOzQrNRsDYnWgVrBx1o2Fub/hTxz4k8HXEkmiagyw3I8u5tZFElvcIeqyRNlWH4V14XGVcJK9N2v819z0OTF4Cji1aqtVs9mvnuat5c6Nrcr3Vhp8Wkyy/M1sjk25Y/3M5K/Q8e9ddXEUMX7yjyN/d8r6r53Jw1LE4OHJOXOl16pefcz7iE2cTM++JlGBGw6j1BrkrU3Sjpv2O/D4hVarVRaJXTX6/wCZ3Pw+8S6Qunpo+tWFld2jZ3RXC9j12uMFW/HHuK+jyjGUPY/V68U15nxmfYPERxTxuHnKM+8fXrHqv6szY1r4WWWrbrz4fXzKWQv/AGdeMFdh/wBM3OFce2foT0rpxGVRmvaYKXyf9anPguIlCXsc2got7Tj8Po+sf6vY4HztS0i8a2vorjT7y3YqwOU2npz3H0PFeK5ToS5ZJxfmfRSoxq0ltUg9ejuv1+WpqJr/ANuBi163F2Cu0TIPnA9x/EPf9a6vrfOrV1dd0ebHLHQbngZcvk9n81t/WhBd6P5cK3Ok3K3MMnVM5ZPasZ0lFc9J3XY6YV3UfsK8Gp/1e3R/1oNttUDobLU4PPjxgpL95R7Men0Oa1pYpOPJVV0c1XAzi/bYd281+q6l/wCzSPCPsUn262QDFvOds0Y9EPX8sj2FdHs21eHvR7dV6HL7WMpJVlyTf2l8L9V+uj8xbJ7czbImkDrklHGyZT9P4h7jNFKUHKyevbZmeIo1YR5pLTutYv59PnY77wf408S+GJlvNKvZQEG0gHn6H/A5FezQrTjHleqPm8Vh6bqc8Hyz7o9n034seEfHml/8I/8AEDS4RNgLHfxoAYz2Z16j+veu2nOEtvuOOrUb93FRe+k4/EvW2/8AWhx/jD4I+IPDduvi7wldC/slbzFktZt+1B/EMc49c9PWsp0LS56Ds+z/AE7m8alRQ5MVFSpvaS1Vu77M0Phx8Z45NvhXx9MkaFfJjludxj46fMASvIxzwea0w2YJycKnuyX4mOIwEopyp+/Sfza/VryOk8ffArSdetjqfhaeCfzE83Yrg7+udvp0HB/CumtTpYpctVWfcype0wnv4afNG239fkz5h8efDS80yd0ltnjKZAyuP8mvls1ySULtbH1eS8QwqWTfrfc8xvdOubJysqEAHqK+SrUJ0W0z7ihi4V0uUqEZxzxWFzrej1F4AGaYXuJzigVmkL8uPegqKWgE85NTcL3DnPJ6iqsJ6sQnnuKLC1b1QvTH15pXG3dAASKLpiQAYphGyDoeeRQC2uwG4mgVnYdnt6UA12Dn1FFhuIhXtnih6CS0sNOTwP50D1fQXIxgZoE7t2CgJasTpxQHvADzzQHRoXJPQ/lQC190U+uKYa3E53ZNIV7Cgd+lGhStbQG6dKAd2J1470MhIMEn3qblu7DJ71Vh9LCjceoouFrCg8ZIoJ1tqBwOp6Ur32G1yijnjFMqwvHXdQClqI3XiiyB+Q09c+v6VIrW3FI+lBUtVY7e7UKTX0c0fLR3Mm5Xk8VyyR1Rd2jPmUAkZrlkdsGUpVxnJrnmbxKki+1c8zqg3cqSDB9u9c8lc2iVZRnpWTNkyFh71JaY3Ix0oAMDpQAoweKLi9Raqweocd6Bh9R2oAUdakVxCcUBsLQMSpGFUTcKnoMTHcUcoxCMdOlIQdaGWJ0FK5L1FPWhD6hT6hYOcc0CuAweD0oEKfrQO4uBQgCk12EA+uaY7CjH5VVhASKSQMUE9KrYBwPFUrEDhzT6XJsAx3qgH/jQA5T7U0Sx6kVSJkhwweaoli59qa0C1xy/Q01qTZWHAjtVX7EvQVuehpC2GfhQyl2FBzQg0FBzRclJpjgcd6sUtR2RjNVYXUQ9hk1LGtxuOMmgfKA61OgJaB0NUO2oo+tCFuPHPWqTJYuc07k37hSK6ACB0poHoh3GKdiX2EJz2oQhKdgSDAz1qBp2CgYcjIByKB+7F2EAGOKAWoo69KBrQKHYS0E/Ggd+YABgCgLaqwuM8EAgetAy9aXMhUpnlRx9KSlbUfM/huay6xNK0X9oKZYYRztXBFdMsZOSjGaukZUsIoxnLDuzfccqabesz6fc+U7HAic4P4GtIzpVdacrepzKc4JrEx17rY1tG8T6t4emTzdskKHJSTOAfVWHKn3GK9LDY2rhWu3n/Wh42Lyyji4uULa9V+qtZr1uemWfj3wf4tsxZeLdHGpWypsSXdsv7Rf9mRR86/UEf7Ir3ljcLmEOXEL5rc+dp4THZHVl9Sla/wBl/BL7/hf9X6GPr3wilW1XXfhtrP8AwkGltljbBR9rg9jGp+Yf7SceoFcWIyqVNe1wz5o9j2sFnmHxU1SxK9lV89n6PZp+fybOEhkljkIRpYpgSGj7k+nofp19q8pK2zt5dT2JSqUH+8V10fT9bfl5lhpLe9U/ahtcdHUd/bv/AD/CtHJTXvGEaXsW6sHZff8A8BoZDc3GnFW3GaIc8ffX6f4iinUnSleOpjVp0sSkqnuvv0f9eZrJPba1GoYK7Lkq44kU/h1/DmvQVWGK+Lc8qdOtl89Nu3Qt2Woanoz+ZJm6gx8zDhwPc9G+h5962p1auGd2rx/E569HD49NX5Z9O3/A9dvI73QL3w54niDRyATHgKpwUY9znkfTmvfw1XD4yK5Xr5f1c+SxtHGZZJ8yuvwfz/4Y7/SNH+K3gS2/4SHww899psSeZKI0MiKvcOnpngkfpTqU5UpOKd+y6l4b9/D21NOLtrbZ+vcz9Ym8AfEwytfW1v4Y15lJbdxZ3LZHzesTH15HrWc/Z1/dqaPu/wCvyOiFWdJqUbJ9bfD6W6f+k+hQ0PxJ8SfgrqKxzQyX2mgYFtN+8VkOP9U4+UjHIIOPasb1sJo/eh+PyLcKVafOv3dTv9l+bX6r7z2/TNS+Fvx10nbYMsV4IsSWr4FxC/A+X++vqOa7KGKU4XXvLz/XsY1sPGpU5Zrkqfn/AIXs/nqeF/FX9nnU9Dd3S2WaJmYxyoPlcA/p9K5cVlVLFw56G5phc3xGWTUMVt0fR/5Hzvr/AIOvNOnYeSwIOCK+LxuWVKErW1Pv8uzmnWje5zTxvGcMpGOOa8iUXHRo95TU9YiA4OOPSp6Gu2iAjFMSsBHrUg0mw46mi4avVhjutUmD3uKtFgjbYQHHeixLdhCflyPWgEr6oMZoHZW1FyR3osDWlhcnNCBOwY7k0DvcO3PrQCelxCM9zQHKgGaBq97iHNBnd3DA7UmW29A/EUxWF44xQKzeguQBjFA00txO1FhPUVcheaLDUbByOtLfYV9biE88E0xptdAy2c0WC9tQAIGc0rj13FyQeAcU7BdxHHkYNJFXExu60yLgCM5P6UDsLj3oHYCQMYqbgnbYQ8HBPFAcuohwO1A7rc7+7UZOBnmvpJnysVqY90h5+vNcs0dMTNmXnJGPrXNNHZApTL1rmmjqiVJAcE1hM3i76lSZe9YbHRFlSUVk2ax94rsAOtZNGkRtTewx2O1UAmTQhMOcYp3CzYtCGKCMUdSbgPanYLB9DUglYTPHtTY0FQ0HUOc+1NjQHrQgYZ4zTARqQCVLHcQ8DikiheOtMBOvQ0ALml6BYBjvTIFAyPegYbhSsO6DPOKYMFNCFcOOtO4hfpTBvWwUrsBwOTirViR69MqafSwtRST7EVZIucnANC8waHAnPJp7CsxynHGadyXoSA457VZLQtFxbC5x2pktD1POcVQpaoXIp+pNricdc0nYpdxAecYpLQfKhcj0pisOGPWqTJHDpTuyW9binr0p7j8xhGBx0pMqyuGcc1L0FoFF2Nt9QBxT1uCsPGDz2pol6C496omWgHPQCga1DoKAXmKD2zVJino9BOvJpkWuO7UrlJCdegqQS0EINANMUD0oKeoUD2sAODnFAeonNFgSsGBRYLJoXHvQMTGOM0AOjlaNg6n2NJ7EyV42NbTCbqffbziJgPuZAJ/A9a6KNNTdk7HJWxE8Otr/AJEOp2kkc3meT5R6HZkDPrWdfDuL5rWNKOMjVVhbbW7iA+XdDzVAwSw5xRSxjp6VVcc6DleVJ2bNqxW1vpFl0y5MU2cqhbGT7Hsa9WjyVbSpM86vJwXLXj/l8zoNN8T+JfDGoC8s55rK9jI3MuUMnuR0P14NdEcXXwU1Km7Ps9jkll+FzGny1UnBdVr6We/pbR9UdzD4x8BfE/8A0bxzYRaTrrAqNWgQKZCRwZV+6/1OG/2jXqRxODzPSsuSp36HkewzPIk3hH7Wi+jtzL0/p+iOR8V+Cdb8HSg3sSX2nzAeTqEHzxyD3Pr7Ng+hNcmLy+thNaivHo1szuy/N8Jmavhnaa+KD0a76dPK115GNmKaEzAlZGz+8Q5Ut7/3T+X41x2dv6sd8Zx1TTv0X9f8H5EBgkhfzYn8qTsw6N/ven14pxVtY7kyTjG1RXj1NnT/ABBDJKLTVYTG5+UHpn3U9D9Dj8a7aOM5NKqPJxWXt+/hdfT/AC/y09DXHh65dhqvh65Imizl4TiRc9j/AIHiu2GH537XDS1PMnmEaS+q42Oj77P+vket/Bj9pnWfhzrFtZ+Lol+x/LE7SRloGTvvjHQ9fmX0rtjj4YiCoY1cr6SX9aHFHLauEqfWsrlzR6wfbyf+dvU+zNR+A/wF/aR8LjxT4XNtoerzLvF1YHzbeYn/AJ6RgjcCf4hhh79K86tjMXltRRrL2lN/L7n3/rQ9uGDwea03Oj+7qLdefp2/E+XvH3w2+J3wKun8OeILSLUtCuW/ccmWyuQc8RSfwsMD+6wI6evt4SvDE03PDu6W6e6/r/hrnzOMoVcFUdPEKy77xfn5PzXzscN/whSa3EfFXw11eez1SyBebTTJsurfruKYx5qZPscdc1hUoqU+am+WXb+tDWFdRh7OfvR7Pf1T6+q1XVdT0HwD+0C9kE8KfFvT1kR28oX7IVVc93XGffco7dK1VeVN2qPlffoQkpwfs1z0+qe6/O/5nReNvgX4d8caX/bPhGa1uopFDiSFwUfJ6qR+H1rtnKjiocldb9Tj+rVsLJVsDK6W6/rb0Pl34g/BLW/D0r/abCRASSpKdcV89mGQuznS95H0OWcS8slSrXi/M8g1HRLvT5HEiEhTXyFfBzotpan3mEzCnXV09zNww4I5FcnWzO5LqhxGeopbD0EAB60MGw3nGOlVYL3VhSec0ttydROvOfpQw9QUdv1oY1qBA7UrjAddpppg9GKMdzzTEvMUYI45oJixME84/Wgq15XEOCOnNAadxMk9aAUgbrx0oF1uKAM1ILe7A5HSmgYgPqw4pgroAKBONxewHc0WC1krC+lAxaBWGn0zk0ClEPzoKHDgc1JT00Eww6GnciwvJ6HNOxSu7i4Bx+tTcb7Cnj6UXJas7jcd9vaquNaoUj8fpRYYmQMn0qQE5FALQ9AuuQTnFfSTPmoq6uZNyoIx61zyNoJWM2dTnINcs1qdMG2ylL3Nc8jrg+5UkGARjrXNJG8XpZlSUdaxkbRepUkGKxkjdFZ896zZotdyOsy0GT607iFzg8nimNgT3BpoQvNNAAFMLB0oACMCpJsugcdMUFB1GRQAUgD3pWYWCn0B3E4NMBpyePzqAA+lBYd8e1QAdqvYAxmgABzzilcgWmV1uHXoKBBx3FId0L6U7CAc/SgQo46U7g+4Uhego61a0GOBHSqbuiR4x6cU7ktAPequIUYNADgRTuKxIjcdKtEPuhwNUJ6i5GcUhW7jhzVJ3E0OyOmKb1IvYQ4zx0oG7iZPrxSY0hce9CYCg+9NIVh4B61SZL0FB3VYAeuKkSdhv15pWLWgUtwbTEHSmmK2g4HApg1oOyaaJegoIHemS7oQ5PWga8wUYouDtuOx6jNNaktXDr2pCu0GcU2VsGKQN3Yh4Bx1zSvctpJCH2NMUlcXHrzQG4DkelK476BketMT0DtwaCtgwevelcQmD6inYLczuKCykMvBHQjrQnbUTV1aRs2WtpKottTBZccSgfMv19RXZTxSfu1du55lbBOL9pQ37BqOm/IJom8yM/dZelKvhlJc0RYbFNPkno+xlxme0cSRHbz0PQ1wJzovmjoeleFeNpHVaT4v+0Riy1WM3UY4VZDl0/3Wr2sLmCq+7WV/zPGxOWyo3qYaXL6bP1X+R0cXhKDxFEJvD063zZwLYsFuFPooPDfhz7V6MsCq8XKi7+XVHnxzJ4aXs6ycJPq9Yv8Ay+dvK4/QfGvi7wSJtIcm/wBOb5J9OvIyVHrlW5VvcfrV4XH4nL/3bXNHtIxzDJ8Fm/7xr2dXpKPV9NVv8/vN2DRvBnjjbN4Qv4tC1VlIewvZsW8zeiSHhc+jDFegqWEzBc2GfJP+V7HmutmWVy9njY+1pv7UdJL1W/4nOa34e1jw1fGw1nTp9OuwMiKdDskH95T6e4yD7V5dfC1cPK01Z/gexhsXTxEVUhLmj+Po11/NdmV7WK2vnNlebYmZQyJKcq/97a3b2xx9aiEoy0mjf2LlJTpu2tm/8119C3Da63ot35vhy+a5VGAWBztfH91SeD/un8q66dCtTfPg5XXZ7/LoceKnha6lRx0f+3v892v07nYaF4q8JeLiNG8VWy6bfA7C7oUw3+0DyPwr0sPj6GL/AHOKjaS+X9fI+axuT47LE8Xl0uan230/y9T0rwjH8a/2fr5fGnwk1c3uklg89iw+0Wk6nHVc4BPTcpVgeParxGXS5HGi+aL+z/l/wC8BnsXJPGw5Jfzrb0b/AM180fSnhb9rz4NfHrSj4P8AiGi+AfFE48potRQTaZcv2yzfL1/hcK3o1eNh6lTL6mnvJdHo15f19x9RiMIs1ofupK+6tqvu/wAtT53+NfgvUPhvqo1S0tFhtSTJb3tjcGW3cdf3T/fQYx8rbgPavpZ1qdSkq1N3XW61X9fM+FVCpTxH1evaMultn56/8BnLaT478P8AjW3az8VwLqUmzaLhSq3SA988iTp3zn1FTRr0sTHlbv5Pf/g+qujXE0sRgpc1Rad1vfzfX0evmW9I1Lxv8I78678NPEEmo6KD+9t2BKID1V1PKN+n1rKVCdFOVH3o9V/l1NIVoVpJ1Hyz6TXX/Ev0fydtT2jwz8b/AIafFvSDofjK2j0zU2O1Y5Y/lOeu1x0OT9OK3w1fmlanv2b/AK/AjGRi48uMj6SV7f5x/I8/+JH7M8xWbUNCVby2ZGmVo8EmMdDgdffFaYjB4fGK3wyff8jDD4nGZc1KPvw3TXbv/wAM3Y+ZfEfwy1K1nZIrdhJnAXHWvk8dkVWEvdWp9jlvEtGpH3paHD32n3unzNBdwvGynB3DFfO1aE6D5Zqx9dhsVTxK5oNFbpx6VznQkmhu1e+asS3dxyjcOaljA91GOKoHdsTGDQJiE470WE3YXnOTzUjd+oU7itZ6gMA8A0xrQcCMc89qTC/cQ5IyMU7Dk+whwc57VNxJJsTjpVC2dkKxOetT0Hs7MOg5OKfUNBOMcmmNoWgmwhJwB6UFO/YcDilcS0V0KM4yaN9hWTTsN9femHmC9eaTZSd9xQdw5NIlPm3E56A0FNXQoAHAouDsth1AkrABngUMV7hz60F3u7CnFFyb6iZHPv6UGlhpJqbkttHoN2Mk+lfTTPmVqZVzk8CueZstVczp+/Fc0jop7lGUD1rnkbwk+pTkyTzWEtDrjK7KsgrmkjdK5Uk78VlI2TKsg4rKWhqvIiOKhlJhSABnGKq63GOwPSmITOOtACjrmgAqhIUgZqRiUPcAJx2ouK4HpQNhjnrSAQE8UDDkUCExg8d6XQBO+anYdwPHNSUHPtTuAEjsadu5NwHIxihIQe9Mb0FoQMX+tLqOwme1FiRQRjrTQC0AJ1HWn0AcOKYXFHWhOwWFBqyGOyPWqsSOBFMGmhRkdaEJjweMYqribH1SIF6nIpi1HA4oWgmO7VewrdBDihhsJnsRSYLQXuPSkhXD6U7oY/ODzVXE/dHA47VaJ6gcnvTsJuwnQdKhjvcMc9KTGkApAG407iHZJWqQrgMDrVBJWHFc96ASuJg96LCtpqOJ60Im2mgmcnoM/WqS7jDA9KQ0H8WKnoFr7CbuKYNXFwDzSY+wmR6mmNaCnrjNSL0DaKLj2eoDOaLh6CZHqaAA9Kod7ARgdKXUl6genWnbW40tLlyw1OexbYoDxN1Rula0q7pehyYjDQrLmejNF7S31GJp7Fsn+OI/fX/EV0ShGuuaHzXVHGqlTDT5K2nn0MqW2aP5lByvpwRXBUouEnJHo06ylpIv6R4gudPuElaV1IPEiH5hXXhMxlQkubocuKy+nXi420Z7x4a+IHhDx1Y2+ifFHThfxxRCG31eyxFqFoo6fN/y1Uf3XyB2Ir6zD4qhmMeWe/c+OrUsXk1S9G8odYv8l29HdFbxn8A9f0bT5PF/gm/i8VeHgPM+36YhFzbIP+fi35ZcdyMr71hiMunRd4a/136/K3oelg8zw2NXLTdpdYy6f1328zO8MfFa7g0yPwv4206DxJoCsQttc7t0JPG6GX78LfmpPUVrSzGTXscQrrz3+f8AkzGrllONT2lO8JeX+WzRp6j8KdK8UwSar8ItaOpgAzSeH9QKpqMeOpiI+S4Uf3oyH9U71VXAQxC58K9e39bfO/qzSGLlSdsT/wCBL9V/w69DiLbWbzRr6ax1fT5HkA8p7a5ykyEHtkckY5B/LvXBGpVwc7VFbyf6M6a0KWLpup3+1HZd7ru/u8zuLLw3o3jnSmmtA+rpbx7pPJIj1KyUf7J5dPY7lx3FenGrhsyjyVtJdGeBWhjcmn7ai7w67uDv3X2X5r8Tf8A+Ovib8D5G1nQ5h4n8KZ23cRj3NEh5xNEclM/3uUOOG5pzw+Ky9Jy9+n3Wj+XY1o1cDmkrU7UqzesXtL06Nee66o9z0jSP2Yv2qLBUtXj8O+JJVbdDGRG4bqflOQwHoP51ft1i6fvL2i/8mXz6mMMHLLql43pS7bwfmu34PyPNviP+zd8c/g7YXV7oVxP4p8IqxZvsZMwgjAB3PGcmPGMFhkfSsIudF2oTun9l6P8AHT7rndiUswXLjIa9JrVf57a629T55uI0vZmuLUm2uw24hRtYn1x0P1rlnD2r5oaSX3sunOWHSjU96Hnt6f8AANDRvHOv+H7rzL+addw2GaEfeHo6961pZhWwz5qy+f8An0OetldHExthdH2f6GxPdaRrrR3tosaTE4WSM4we/HavRlUw+MXOtJd+i9eq/I8v2eIwnNTqbdj1L4VfHvxB8Np/sWsTPqulMmGRlLfKcbgcjg8dcY9+9aRruK5K+qWzX6nMqE6UnPCWSe8Ht8u3nbc9eaL4KfGmBYvDXiBbLV7iPfGjxlCsn9xjjGfSu+nivbRd/ej5br5bnFWw1CVRRinTqPpLZ+Sa09DxD4vfA7xJZNLFqNl8sTE+YsWA2OM5xXPmGWwzGHNSd/Q0y7M62T1vZVotfij5217wbqOlSt+5fapPbNfD4vKqmHbaWh+jZfntLEqzZzjRvGxVhyK8qScXZnuwmpXa6ibeMd6XmW1qIRg4oWpL9RSSaY3oNYUBe4ue1Qx3u7C5Gc9qYX10ADdzjFFw1YoA6EmmyXcQ+nSmVog4zUi03GcE8HFUFvesO46H86kBMcYoHoITzjr3ouJLWzHdTRcbdxMYOadyJKw7AwfWhF290QfdpiWisgPIGT0oBvTUGA6Cp3E0KOTQVpuwHHXmgV2lYUD86BXYv40FWb6hkAZxQDaitBCPyoE5JvYD6CgqSsA54zjmkwWomM8dKYWPQ7sYHNfSz1PmY2Zk3GQflHHrXNLzOiDtsZ0+QxOM/jXNI6otp7FKUdqwkbxjoU5fY1hJG0HfYqyDINYTRtC6RVlHNYM2jYqSVk0bJ2IGArNliE4pF2FpogXPOe1FwD6+tK4ByB1FWAv40XAD7UCQdO9IYU0FgPNAmHTvR5DE6D6VNw2Qv0pAJ/XpQAlACE80rXLExj3qQF6Ch6hYPm9KqwrC0XDoA+tMGwz70kSHYCmXYXI96SEB5GRTJHDFACdaoLIUY70WBscPaqSRFrhimmDXYePencNhyn2NUSxQwPQmmkTZMeDj3qhNdhwOKokcCM4qbh1sOHIq02Q0LyT7VQhv1FSPrdi/w0gTFBwOKBrQXqKZLQ4HFaJk2HfSqTJSA9Klgu7Gk4PU1LNL6iD2NAlqKSAOlP0BtCrkUricew48nNaJ2B6C84ouSIf9007j9RQR3pXHawYA7U73M/MUj0oKWgnPTPNA7iY4pX1DcM/L94Uwfvbi5Poam4xCc9Ke24uooPNKw0hOQcdaAXkGT6igVm9hPrRce2gpxjqaoErCgAAClcJ6Iafp1pkptIkhnltpBLDIUYdCDVRk4PmjuKdONSPLNaGzDeWeq/Jcbbe57N0R/wDA12QqQr/FpLv0Z5k6FTCaw1h+KKV7p81tIfMj2g/kfp7VzV8O4PU6aGJjNe6xlrdXVjIJbeRwy84HT6VlSq1MO9Ga1acMSuSSPX/hT8bdT8KalBPaapNY3KbSrLMVRuc/MOhBHGDkH2r6/LM+pVF7KstD4vN+HKkZKvhnZr7/AOv6se6ap4b+Cvx5s5dTzF4I8VuPnu7OMfY7lz3lgX5QCf4kx9Gr1KmXU8WnLDO/5/Puv6ueZQ4hq4W2HzCPz6Pzv0Z4j4z8AfEL4K6pDH4j01GsLj57XUbNzNZXK9mSReQfUcEdwK8V+3wUrtaf1v1X5ep9BH2GYU+ajLV+av8AJ9fz9Dr9P8c+EfiRZppPxB03+2HUARX8bhNVt1AxkSf8vCgfwuCf93rXqUsTQxi9nU19f0/4H3Hn1FWwUuZJxbe61XzTsvldPtJmHrXwf8UeG2bxj8LtefxFp1mDL59hmLULJQOs0Ay4Hq670PqOlcOIyupTalQ1Xb/J6X9N/I9PDZjTnD39H1a+F3/mT1i+6krdmzb8C/G7SLm+WHxzDLpGqY2JrunRY3ZPS4gHDZPDFOuTlTmtsBnFTCv2NdXXaR5mZ8O0sQva4R8r38vVdvK2noeqaj+zh4c+IltH4r8AeIrDQ9ddRPaalpbn+zL5uOGCc2z5IyVBTnlRXVisLQqtYjB3i123+T6/PUWCxtempYbNPfjs9L2Xn8/n5sytC/aQ+NXwF8RR+E/itZXcMkAAhus70li7MCCVdWHO9Sfp2rGOPh/CzGF/7y/X/ga+QV8oq0P3+UVeZfyN/k3s/JnVeMNE+Bf7Qtk3iGzms/DHiORN7ahZKFhmkPeaFcI3+8pRx/tV3Ty2NeCnh5c0e6/r8/vOCjnfs5eyxUeSS3UtPu6WPnvxv8PfEHw5vPsXjXS1vLCVtltq+nSCSGUHphvuk/7LbWHoa4pudFcuJhdd9n92z+djrS9v72DnZr7L2+/p67eSONuvDnko2seF9Tiuo1yXiBKuuezoeQc/WuGphIp+1w0vl1Oqnj3P9xjYNX2e6fo1uV9P8VSxusGoKEcHbu7N+JqaOYOHuVVYuvlcZLmo6o2NJ1S5sLxNV0e6ayulbKSIcKW/xrqpVbS9rSdn3PPxNBTh7GsuZfij6X+GP7UVrO0Xhz4v2H2yB2C/bmALYIwM55H516UMVsn7svLZnmulKnF869rSf/gUf8/zO08a/ATwX4ztm1XwHqUF3bXMYkjaNw4Of4Tj7rf/AF69D20K8OXExs+v/AOB5fKk/a5bPmXZ/k+q/rQ+VviZ8A9Z8MXU0d3p0kTp6LkHvwe9eHjsijUXtKWq8j2sv4jq4ep7DErlfn/meM6n4fvdOkKtGxAJ6ivkcRgalFtJH3mEzOniEndGSykfezxXHpF2Z3tp6h7E0F25nqNIxQJ6C4Gancaet2HWgpb3F6HrQJ6LUXHeq3E9QPJ5FAPVjcHpRYFroB67e1Tcb/lD5u9ArWACgafcbz0oE7r1FOcZqrA02tQGQOe1FgaswBz/ADoKv0FAJ60XC/YBx1PFLfYi2vkGRSKvYOlAnsL2zQD7i5GM4oG3pfqA96AvdiEnofxoZKbSsx1Jdyk7JgBjpTBhS0C10NOO1K4XSR6PdLx0r6iaPmlZox7sdgOnNc8kaJ2bSM2ZeehrlmddPYpygcn0rnlc6PQpyVhNG9Nu6uVZBjPFZSN0pLRFWUZHvWEjVFSUVkzZLoV261jI0Ww3gGp3LDp70yBapAGe9FgDHy0wsKSAcUA9xcYPFABjNABSYAcjkU7AGMUtxJhxU3K5Ro44NNiFJA7UhiGhrQApPQLiE4oaKEBzxSQX0FJp7hcWluSJj3qihTg9qAAHA5pMQUbCuL/DTELj0pqwbMUelO4vQQcjk0MLCqaBDgc9qpAx31poXXUOnSqQmh49qq5NrjlNFyfMeCOmKtCsLmnYQ4H0oViWOXpQJ6AelVYOlgx78VI/ITPAFAbjiwI6U15isKtUmKw5eKpMljqHqK/QQ46ikx76jaRXqBGee/vQOwpLfUU15k3sOA96olq4oxjNAbbi54zQHqNoG9Rc5OO1UTZDhxQHUQ4znmgdkHHNJiQDBpXKVmtQOeoNALUTHtRcSsHOfSkFxWz1HWmh9dAPSgpu6sGAaOhK11YE4ouC90M8daSAPlP4U7iuGD60XG9ROR9KSVgW1zTsdZZEFtep58PY/wAS110sRyrlnqjhr4HmfPS0l2LU+nxTR/aLKUSRnnK9R+FayoRmuanqjmhiZU37OqrMzZ7Zom35wT3HTPvXDOlyu6Z30q/MrM1fD/jLWdAlRre6lURnKLu6fQ/06V2YPM62EktXocOYZLh8fF80Vdn0b8Mf2h0azl0HXorW80+6G25sLyESW0w9XjP3SOzrgj2r7jCZrhsxjy4j4u63/r0+4/OsbkeMyabqYLWL6P8Ar+u7L3iT9n7wp43T+3fg5qg0nVXAm/4R+9uAY5mPe1uGwG9kf5h2Zq58bk7p/vKL07q9vmt/uv8AI9HLuJKeJ/2fFxtLZ30fyfX5/eeaW/ivxn4A10ab4mg1HStRsZNpnGYriNhxyeN3HZsN6NXJTx9bDS5K60/D5d/zPQnl9OqnPDPW2y6Ly7L0vHyOy1HU/BHxGs2m8YaSq3HQ+INJjVJ0Y9PtMBwkhz67GPZ3Nd04UMfFv+v+B8/vOWhVr4GVoX9Oj+S29YfOKMGOz+JXwUlPiLwhr66joEko/wBKtSz2khyDtmiYboZOnyuFb+6zdT5qjiculzU9Y9v6/M9T2uGzSKjU0fR3s/8At1rdfj3ie16L+0j8L/jHoo8G/GvwxGskw2CZPkdHPSSOTjDfUAnoc16NKvhcdH2fwS7Pb5Pf7zyK0MblVR1uV1IfzRtzJf3o7S82l9x5L47+D+u/Dm5m8V/CvxI+taBvBJQfv4R2WaHvx/Ev5CuepgsZlkva4a6T3tqvu6o6aOOy3PI+wxKTf3P5X/J/ezH0X4tS3cT6ff3DafNONsiuBLaXJ/6aIwKH8gfevQo57Sxi9ji1yvo+j/yPPrZBWy+ftcM3OK6a8y/r5o5bXrK4sbt7/T7U2qHB2wuWj687T1UexzXl4zDzoS56ei8v0Z6eCxMcTH2dWV356P5/8Cxz9xcW+qE+b8s/rgAk15tScK2ktGepTpywtnH4SpFe3+kyCPOVzyj8g+9Y89TD7bHS6dLFJt790dPpfiC01JfJlx5kh4ibp7hT2+hr0sPjYVVyT37f5Hi4vLqlGV4bd/8AP/gHbeCviD4v8Bagt34W125t1LbjAz5Vs+q9DXoUasqbvB8y7HjYjDQqPn+Ga+1HR/15M+rPhx8e/AfxEto/DvxPsY7a8kVUWaQApMenL9AcfSvSVSSfNh3Z9nt95xxqwkvZZguZfzL9V09dvMzfjF+ylpdxA2ueEpEuLKdd8QGMnOeAen580J0Mw/d1lyzM54bE5X+/wUuem+m7+Xf8z4/8d/B3WfD1xLFPZSRup6FCOK+fzDIp01zw1Xc+iyrieE37Oro+qZ5nfaXc2TlZYzgGvma2HnRbufZUMZTrJNMp47YrB3R2yXYaeo56Uttx7i4FIOa6DJxjBpdQew4HNO4N2Ye9PfYPQQ+v40rhpe4h6UDTV7gpHpQCdg7e1ANCZx1FAm7icDimmO4o680rivuwCj+9707jFHHekCdgPvQQ0Bx61VhvTYMDHU1JS6oO2KV9Qsheg5NMbQvXjPNAmBwKV9Bh2zk/ShaCasri556UwejQh9AKVhu+wgHrUiSv6HpVyAQT1ya+qkfMre/QyrpByBXPI0j3RmTL1B7VyzR0UpOOkjPmXnjoa553OumVJuvIrCWpvbUquOaxkjWKKsoxWMjeLKkoNYyNVqVn71lJGqZHk54qGWKCOtCFYWquISmhMfgUxMQHnrQNij65oAOcVNxh71Vrk37hjtSsig96GTqGB6UajsJgYwecVIADk1YB2xjmp9QExnvSYCY5qWykGDmgYmPQ0AOoATPemgDoKNybi0xsKVgsKT24xTBi0EhT0BajsUwSGgE0xWHZFAmLTQbsfVECDA71Y3ceDR1F5DgcjNNbkDwPUU73EKDzQKw8EnoMU7ktC9etXeyE2GR0qR9RpHPNGqGOXpQMWmQKDjrVIloeM1ZFuof7tJlL3hDzUsrrqFNDAHjFFidhV6ZouHSwvPbpTRL12DtiquOwdaQJXFHTGc0XFYUZIx6frVB7vcCKBaCbe9A+jAYqQvaw4jB60rjTG8560xxTkJg9c07g0rXHZGM9qQtveDGT14oG+Vh0oBLXUMDFAKzVwPXFITSQhHpTVgWqsHI70A0xO2KBrsLx1ycigEr7E9pfXFlN5kEhHcg9GHvWkKkqTvFmFahCtG00bUV1Zaom0qIZz1Un5T9K7ozp4jTZ9jyqlGrhXfeJRutOZSQoxjqprlq4bqt+x2UcV32Kscs1tJkFlZeeOCPpXNGc6MrnVKnCurHongn4sanoLLb3UjTWzcuDyD7kf+zDmvp8sz+pQVpu6Pkc44Xo4q8oL3uh9B6X4v8AC/xS0qLRfFukLrETpsguQ6/bIOOiSn/WD/Yb8q+p5MPmcE6dvTp/wD41V8Zks/ZTu4/j/X4Hm3iz4S6/4MuJNd8A6tLqOmw7txRWSWBe6Sx9VHr1QivExGXVsFO9PS3Tc+lwma4XM4Wrffovn5v8fMy/D/xCENysc050K8KlHYKTaTDurxgNtB/2Q0Z7xjrTp5hGbUKqs/wf9eX3GtfLHGLqUvej5b/Po/naXaRH4t8O2l+i6hYaTHYXMq7xFatutbhe7RYJA5HIRmXJ5VOlYYnCc3v0/wCv6+fyKw+YOm1TrdOt/wA9vxs+zZmeFviN4h8MyLC0sl5arlDDLJ86Lj+Fv6HNZ4bNMRgrRd3Ht29Ow8wyHB5hL2jXLPe8er72/U1NX0fw549EuqeGZUjvn+aWzcBWJ91PX2P61vVp0MxTnQ0l2/rc5qWKxmS8tLGXlDZSXT/L8jkYrjW/D0zWsgkRY22+RcZ2/wDAWPTqOD+tcNKvXwTcHsuj2+R6tSjhMxiql02/tR39Wu3miyyeG/EjGKcHTL/+9twpP+0P6iui2Fxzt8EvM5k8bly54/vKf9f1qUNW0XV9AVf7StftFm4/d3EZ3Kw9iO/1rlr4evhNKivHudeFxmGx3+7ytP8Alen4GS9mHQzafLuxkkdGX6iuX2Smr0meh7aUGoV1Yl07xBeaXII5NrqpHyuD29PSnSxc6D1IxGXUcXHmi7M7DQvEtncSiZZ/LlJBKk4VvY+v1r28LjqdV3vZnzWOy2rSjZxvHue0+Bvj7r3gSextNPvbq7sJdkdxY3HMIc4HyEnI53DPA6EV6v1qmn+8Ts/60PDhg8RQcp4eVutujXmv8tT6K0bxH8J/jlpbRXUcVlqqAoYpyofOONp/i+gyfauqlWq0len70f63Iq/VMe/Z117Op0e33d/Tc8Z+K37J1/aW0+qaNb/abfBbfHz7/lWVfB4XMIv2ekuxdOtmGT+9Jc9Nbtf5dV6Hy34p+GmraKxZrZ9nXIHp2r5fMMkq4fWS0PrMs4koYv3VJXOJnsprdyJEI218/UpSpuzPq6VenVs4sr4x3OayOjbYFGR+FAK/UcDzTQN3YuePmpgtEIevPTpRYT30EAxzUlJWYmDjrQPluxe2BQJ7jevrS3DUOePrTE0Ke3vQOSsAx60Csm9xSOcULa47IUdM0C9RMDuKdx2DjHvSC+l0KBk1NmTewnJ+X0pj1kxQeeaB9kwOM880aCdx3UdaY7qWofSgE7sOSMg80uhaUpeo3kd6LE69D0ubgEHoetfTNnzMYpWVtDNuByR2rF7GqXJp0Mu4TB9OK55msVdoz5ga55I6acr6FSUdc1zyOuLSKcg5PPSsZGi30K0oPOawkax3KkvtWLNlvoVXXnrWUmaxIiKhmgg5PPf9KNAHdOaejJFGKfoIMn1ouAD6Gmtg3FHr2pivqLjnNAw+tITDqaYbhS9RgD3xTAOfaoAb83ahsasHfJoBhn2o8hAeDilZjv2EJ7VJQ3B9KAHdRQAd8VYB1OKAsHfOaVrALRZgJTJuLkgdaB6Cg5600SOG7HWqFsB46Chom4Uiugo6ZppjsOB46/nTSIsKOtUm9iWhwOeDVAOU44p3FbuPBJNBDQoJPNUhjgSetBLQ/lqtENiYI7Uhgc96ewc1gyRSbGxQc0BuLVJktDgapMhroPximHUYRxjNJhuFIp+QpyKBXDPYdaA6XFHSn1Gxc+vWqFcKQN3Ezjp3piF9DRfUT3uO/GqsJrQMDrnikyluG0elIVwyOtKxVxOO4piWmgmO1BS1dxwyR0pXJ3E429aY1dK4Aknmgd77CUCsL170DdgyT3xSEtw78UwavsGT60AtA4xQIM57UD3V3uKGwcgYNAN825oWmrEYiux5i/3j1FdVPEfZnqcNXB3fNRNGfT47yHzrVhKvqvUfWuidGNWHNDVf1ucNPESoz5Kmj8zFljaB8YwwrzKlOVOV0etCrGrGzRqeH/FGo6HdLcWVy0ZP31P3WH+0K6sFmVXDTUoOzOHHZVSxkHGav2se/wDgT4zaD4gSDTPEb3Fje5CJdxTbSD/vdSv+yc19zgs+o4uKpYnR9+h+d5jw3WwDdWiuZf10/X8jR+IXw0tr2I6i9rBJDIC639oMo3HHmIPun/aTitcZlaqRdSmrxf8AX9NGOW5zUw0/ZVpa+X9a+j/E8tsZPEnhKV4LLbfWMjZlsrgeZFMR0YdMn0ZSrjsa8WEK1B/u3ddnv/wfzPqnWoYqN6mj/mX5Pt6PTyNLyvC3jkFYHaw1TPNtcShZd3pHM2Ff/cm2t2DsapOjin7ys/ua+/f5mT9vgPei7w++Nvzj6xuu6OV1nw3rfhy4llIkK2rfvJER45ITnjzIyN0fsTx6E1wVsJOj78Hdd1e69V0PTw2No4lKlLRy6O1n6PVS9N+6Oh0D4lRGFdK8aaRba1ZZxmVcSqPZx8w/zkVtSx8aiUMXHmXfZ/5P5/ecGIydwl7TAz5X1XT7t18jtv8AhVXgH4iRRyfD3xHHbXkhGzTNTcIQ2M4SXp14x9OK6v7Np4hc2ElzLs9zljm1XCTSxkeV91s/0+Wj8zjtV0r4ifCbU5NF8T6Hc/Z85ktbyHKuvqp6MP8AaUn8Kxp4nE4P93Nc0Oz6HRWwuDzJ80Hyz/mWn/Df1uSWfhr4d+Pcf8I9rqeGtYfJFtenbau4/hEn8HtkAVr9VwmP97Cvkn2f6f18iIYjMcsvHEL2tPvs/wCvu9TmvGHgTxV4LvP7P8Z6FPalgDFOo3JKp6Mrj5XU+o615uIo1cO+XER+aPUw2LoYq7w0tf5X/V/63OYazaMCe0l3pyQV9/auX2evNA73VvaFZW9TSsPEt3aZtr1ftEHAZX549RXTQx06N4z1RxV8tp1/fpaS8jtfDniIxyi80G/aGZdhMLNg5Geh/KvbwmKi3z0Ja9mfMZhl7S5MTG67o9++G/7WuvaDLBp3iJf7RtLchds6/vEGMZBP3h9c13rE0a7fP7suv9f5HnU6WNwCTpSU49E9fuf+eh6nc6B8NPi1a/a9FurVbq6+dolYI4bHI8s8j8M160MQ1C0/egea8NhMVO9GXs6vbb8P8vvPDPiZ+zDqNkkt7Y24kVTlvLGcA85xXn4rKsPjFzUXZ9jvw2aY7KrfWVePdf1sfOPiTwDqmjTss1rIhU45Xivj8blFXDyfOrH2+XcQ0cUrqSZyk1vLA2x1IxXjTpTp7o+khiIVF7rIzjtUrc1VugoBx1AoQ+XsBXrSuTa4nPSgq+ugnTmgPUTse9BLkmGeMZpaD68ofxUxtXYe3elp1E33EIwfamJC9DxQD30FJ5oE2KckZxQNu4ZA4HWkCbSsIM9fz9qZTXLsKCOvelYF5CHHXFAnrqxRnvz+FFgasxc8CmJ6gck98UDbuxOv/wCuoGgxxmquOy3R6Vc/cr6R7nzs9kZ03es3sWzNl5JzWLEviRnzVzSOinuUJehrnkdlMrv/ABVhI2huVZehrCRrEpvWLN47lZ+tRIqJD/CKxZuJSAcelNEsWrQgpDBehqkIKYmOoiUJ6UEoGJoBi0mUgPSmIKgsbk0MhB3oGwyfWn1EB+/SGgPWoKCpAZk1bAUdaoAHWgBe34UmAtDATvQSxR0pggHWgB461SFMUcjmqYDD92pYug9elJFAelaIgcOtC3JY4dasQrU0JkiUgYq1aJFHSgTJB3q0ZsF60ixWoJQh6Ck9xsVelIUtg71aECk7qpBLYm71Yl8Qh+7UskZ/DSK6DqCRP4jQaS2AdKfUlinrVEMUk8VAxR0FWAgoe4ug7safUI7CU2Nbj6kcRlAhzdKAfxCHrQVEBUCgKelWV9kbQLoFAxTQyZCUAgoGwPegIbh3/CgX2gPSgJ7hQKQ49AaXUqWmxqeHHddQCq7BSvIB4rswbftUjzcwipUbsu6+ijcQo/KtsSkcWAbOePAUjqR1rx57o92WjVi5bO4O0MQMjgGurCt3SOeuk5an1F+zDe3lz/olzdzSwYH7p5CydPQ8V91kFSbTTbsj8w4jpwhinypIwfivBBaeI7+K1hjhQFSFjUKAfXArfO0oVU46GmQNzjHm10POPFqIEs5wgEjDBfHzEfWvGxqXNCXU9zKpybnG+h6FbTzz/CvR9UnmkkvYtaFnHcuxMqQFOYg55CH+7nHtXTGT9jzX1vb5HHyp4qtRa91Rvbpfvba/mecfEW1trHxvqlrZW8VvChVljiQIoJ6kAcZrycyShi5Rjoux9Fl0pTwFOpJ3lffr95X8Mzzw6hGIppEG8cKxHY0sFKUG3F2McyhGUZRkro+5fhZHH4m+C+vw+JEXVo7NFa3S+HnrCfVA+dp+lfb5pTh7GnO2r69T4jKZP201fRS08j4X8RRxw6pJ5SKmZWPyjHTpXw+J91trc/RcJrRsz6Y/ZjJ8Q+GvEmi6+Tqen29oXhtLz99DGxXkqj5UH3Ar6nDJVME3PU+JzxKlVlKno1tbQ+YfECJbeJbmK3RYkE7AKg2gfgK+QnpU0PrsG3UwSctWUtRVRI2FAwPSqrJXNKDZXsJJFkBV2BHcGuei3zs1xKT0ex3kpLWVnOxzLkfOfvfnX0c/4EZ9e58pFWqVIrY9P8FSywzo8MrowLEFWIPSvpsBqtT4rOEnG73PrfwFcT3Vna/aZ5JcFF+di3G3pzTr+6ro9LJZyqU1zu+vU8p/aW0vTINXmEOnWsYK9FhUfyFaQSqYRuevqefjP3OZWp6Ly0PjbxXDCHfESD6KK+BxyVz9GymUmtWcRNw3FeBPc+rj8I1qEazHHvSHLcjfvQJbg3SguQg6GgqyA9agj7IfxVY1uIPvVMhyA/fqjMB1oKW4DrTZmx4+7SNYiN9+l9kiXxAP4aY4iL0oHAH6UBMU0Evcd/EKBoB0qZFr4hq9aEQtx38FI1Xwn//Z)
Wraz ze wzrostem popularności sieci światłowodowych FTTH (Fiber-to-the-Home), wzrosło również zapotrzebowanie na urządzenia do spawania światłowodów. Spawarka światłowodowa stała się powszechnie spotykanym narzędziem pracy instalatora, dlatego też zaostrzono wymagania względem tych urządzeń oraz wprowadzono w nich liczne usprawnienia i ulepszenia.
Pomimo zaawansowanej technologii światłowodowej, istnieje wciąż wiele aspektów, których instalatorzy muszą być świadomi. Różnorodne światłowody, urządzenia, środowisko pracy oraz techniki mogą generować różnicę w tłumienności spawów. Zrozumienie procesu spawania światłowodów oraz procedury pomiarowej ułatwi pracę właścicieli linii światłowodowych, konstruktorów, kontrahentów oraz techników mających realistyczne oczekiwania wobec strat mocy, zwłaszcza dotyczące włókien odpornych na zgięcia, nowej generacji, które z dnia na dzień zyskują na popularności.
Niniejszy artykuł stanowi przegląd technologii spawania światłowodów z wyraźnym naciskiem na najważniejsze aspekty. Zwrócono szczególną uwagę na to, czego spodziewać się przy wykonywaniu spawów i pomiarów oraz zawarto cenne wskazówki i zasady dotyczące kryteriów. Jest to sposób, zarówno dla konstruktorów, jak i właścicieli oraz instalatorów na poprawnie działającą sieć.
Czym jest spawanie światłowodów?
Spawanie światłowodów to trwałe połączenie dwóch włókien światłowodowych bez użycia dodatkowych elementów łączących. Jest to przeciwieństwo łączenia przez elementy pośrednie, które umożliwiają szybkie rozłączenie światłowodów. Obecnie istnieją dwie metody łączenia:
- złącza spawane
- tzw. spawy mechaniczne.
Ponieważ spawy mechaniczne charakteryzują się dużo większą tłumiennością oraz są mniej popularne niż połączenia nierozłączne (spawy), skupimy się na połączeniach spawanych.
W przypadku spawania dwa światłowody są doprowadzane do temperatury topnienia, po czym następuje docisk dwóch końców i formowanie spawu. W przypadku prawidłowo wykonanej procedury spawania światłowodów powoduje to trwałe połączenie o bardzo małych stratach i praktycznie zerowej reflektancji.
Spawarka światłowodowa ? opis
Spawanie światłowodów wykonuje się za pomocą profesjonalnego sprzętu nazywanego spawarką światłowodową (ang. Fusion splicer). Światłowody w pierwszej kolejności podlegają preparatyce (usunięcie warstwy ochronnej za pomocą strippera i oczyszczanie włókna alkoholem) oraz cięciu, następnie są umieszczane w spawarce. Po naciśnięciu przycisku lub automatycznie po zamknięciu pokrywy maszyny, końce włókien są centrowane i doprowadzane do temperatury topnienia przez łuk elektryczny, generowany przez elektrody. Końcowym etapem jest docisk oraz test wytrzymałościowy, co wpływa na formowanie złącza.
Obecnie dostępnych jest wiele modeli spawarek światłowodowych różniących się właściwościami, przeznaczeniem i oczywiście ceną. Wysokiej klasy jednostki pozwalają użytkownikowi na przechowywanie programów, gdzie parametry takie jak czas spawania oraz temperatura mogą być ustawiane indywidualnie, w zależności od potrzeb. W takich urządzeniach dodatkowym udogodnieniem jest wyświetlacz, który obrazuje połączenie spawane oraz ruchome v-rowki, dopasowujące rdzenie włókien. Proces prześwietlania włókien pozwala na ocenę jakości połączeń, szacując straty spawu.
Podstawowe spawarki wykorzystują centrowanie do płaszcza. Centrowanie to oraz geometria spawu uzależnione są tylko i wyłącznie od dokładności wymiarowej płaszcza. Dopasowanie do płaszcza nie zawsze gwarantuje dopasowanie do rdzenia, co powoduje podwyższenie strat takiego spawu. Obecnie największą popularnością cieszą się spawarki z centrowaniem do rdzenia. Jak wiadomo to rdzeń jest głównym medium propagacji światła, więc taki typ centrowania daje nam większą gwarancję nisko stratnego połączenia. Na poniższym filmie możesz zobaczyć proces spawania włókna światłowodowego na spawarce z centrowaniem do rdzenia.