Happy holidays! Here is your annual reminder that Christmas isn’t actually pagan. Not even a little bit. It’s
possible that some present-day customs
now associated with Christmas have pagan ancestors. But we can’t even be sure of that: mostly the similarities look like they’re just patterns in the noise of historical data.
The tradition of Christmas was set up to replace pagan worship of the winter solstice. Just as Easter was set up to replace pagan worship of the spring equinox (the actual holidays/festivals were most likely yule and eostre/eostara)
-- social media (does it really matter where?), 9 Dec. 2017
Here’s the long explanation from two years ago. Today we’re just doing an abbreviated version. There’s one update: I’ve now managed to track down an obscure and spurious source relating to Pope Julius I.
- Christmas isn’t based on Yule, and Easter isn’t based on Eostre. Yule and Eostre both appear in the historical record for the first time in the 8th century CE writer Bede. Christmas was being celebrated at least 400 years earlier (by 354 CE at the latest: see below), and Easter 200 years before that (in the time of Pope Anicetus in the 100s CE).
- Christmas didn’t replace any Roman holiday, and it wasn’t adapted from one. Saturnalia continued to be celebrated, by Christians, alongside Christmas, for at least a century and probably a lot longer. Brumalia survived longer still. The festival of Sol Invictus on 25 December was confined to a single city (Rome), and it isn’t attested any earlier than Christmas anyway. One source dating to 400 CE explicitly contrasts Christmas with the secular New Year festival. And as for Mithraism, all of its purported similarities with Christianity are fictional and were mostly made up in the 1990s.
- None of the modern trappings of Christmas can be linked to any Roman festival. Father Christmas seems to originate in a blend of St Nicholas (a Christian saint) and the Christkind, which Luther attached to Christmas in the 1500s in order to discourage the Catholic cult of St Nicholas and his feast day on 6 December. Decorated fir trees are first known in the 1600s. Advent wreaths apparently originate in colonial North America, Advent calendars in 19th century Germany, Christmas cards in 19th century England, and Santa’s flying reindeer in 19th century America. (If you really want to link the 19th century reindeer to the Wild Hunt, or to Cernunnos, you’d better dig up some pretty solid evidence...)
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ZPXwD8ZpYQsLKJctmXZQ2hVmRyQNRkUXKl7aGPo6iuhzXU8TxPNdEb/ABT3peQGStBFgmk6+buIP5LrECGc0WIqlPVvrfYdvfCjp1NeHP4Wv6iT+HcxnJ+wSCTPMJmCI8zoKVNR8s6W3Z2uiEJFIBu1A7GsbY6XN1bUvmmRIWEtaVZ80cYkgjcSx6DJSkswe2YqXvSQF2WhQYAXa+/Q5r3UEsYwKk8KuGTTRStlWiMsM4fypbWNjLHIjMsgUkUPUPT1Y9+vsuow0P49kXC0OJ9VO535NXLPlheqSDLt+IZXbR5zyOdMYaiAqqqatrsNS9AJhZGuN+210E5MOlzSgHj0pcqDWkliQq9vSbPvpog7C7J7DDWF7W7ofIs8ph/DVwFZs2q6gmmKdgW3AKxEi1BXWdIZQPbp1xHOldE3W0Xx90LFG2QhrjS0dzRw5/LUh9ekAugDWF/Vp1dSNiRQIHbrQuPmnVRbRKhNhtaCWu3CE8vyHM7lhCUUMm8qlLVxdgMRqAG5Ivb7gYfOzmRN53S1mG6Z1HhFg8IXZvyx5lf/AHYJZaNW1KyqoA3N+3W6wC3rDtLmvTN3SmB4IOy78b5VzCI4Cy+nUTKy6EVf0oDSgsxBs0B0rA3j+IdZPyVggY3yAX7qXypLD5HqlAd1ZGQuPM1FCpCpd6STtW1dao12WpY6B4VLI3RzWQu/g7y1mNasAfJyxb1aCNb/AKT6vy7Ub2C1kDp1GczmtAocnutLjPIPslZ47+IzNM8LQtrUnT0cdKsaFcEirrXXvvizCwiwFxcFDIyA52kBdvC7k1ERy4Dah0Fn5jYrpRU0CRuCDVYZsIcaS2WVzdhslxzzxh5nKRuwVXOgDfTpYDVZHffvRFDfB4hji81KkzPlFOKZ/gVxErIYyNQMepj9bWyaABqrPcCz2IKjLdTdYR0Dbtvsnnzx4owZAwt5TzOsbSCOEF2dV9PmG9lG9gn98L4zLkmrACuEcUQuiT7LNWR8chmJ9C5ZIvNf8ttTSEA9GbVVjY7qo0/8w3xphiCKOy6wOUI7IL300JzZzgMzInnyxtSagqppC6egO9Ek9KH7HCSCWMPJiBHuU2exxZ5911TmqFEYFqJuk01vsTp1MehHWq7bYaMjdM7nhAFzWbHlNvwm5VGlZZZGKTAMIUTU7kXTGiQo6ekA7C7HcHPnazytHHJVYJcU5ouIrEEJy4iQsAGZghJPQaQV9RPasAdPqZ7W2b54UJvI0uXyC5d57Im0uSEcgamAIIAHb3sXY/zx9jhcA6yNv9BYSRp07c/7VP4oyW7mNiFZEYbVsUH6ar1b/wBt8L8qMFxICIx3u0i0pc9mzfzK2x6bHY/bvX/U9lTq9ExBK6rzU/QbDoK7b/v9jigtb6KV+q54nkTPTFtyOnTft36EfWwexxcJA0UAoXurrlPw9jKSvKSzrSRor6FOwJYsAzHSTVAi9zvgKfJex4a3jv7f5+aZwY7XtLnfLf7rrm/DEQkq0pZ2oqwJSMKQG+XeR2AOw+X3btituUXG+33U34gYKchmTKlGP/EWqproGro2CpH/ANX2weNPcfVLHWNgjbkvxo4lkY5hBQjm0hpZFJkAtaVWLLaEkMPTuaN7AYXZWHDkOGsccIqGd8I8tb+yFs54kTyIys9K1Wq2B0A2BJAB7gCrPbBMWK2PcKl8hcd1Fg4/Kvy6ensD79b+uLjvyoD0C6S89SnYhRVg0oHsO3fbr/fHWhoNkKRulW/9pFjZXqwJ69OoF/XqffpiwyXwKVYbXKnzc2MLoIOg2X6D631613rA72glXArjLc3yHax0/wAJ/wBf+mK/Dbwp6ioua46Sev8ASv8APEGxAKRcmp4Tc2lVQMtCN7V1PQ6iQSDuDuKq+nbCXOgBN+yLx53Rm29lrPgfNJmjtiBSUWHewB/+ok7kdN6rfGPdGI5AG+q3MWYZoS5/ok9LnxAzsjBWsqxJ+rPe116qFdTQ9sbIU9gavnM7S13mPKH+b+YDMvqUtuaLH6bmv0+1dhvuawdBEAbQoNJh8p+KuU4XHFC0KnUUdxELJLLZ1fKbNULNAE/YhZEGRk2GkDsLTXHdGzzPS05+8XTnJ3njieOHV6RIytIANl1Mo0lVshN7VQAS1Xi/GwjDFoJBd3pWvydb77K3yQEsXnFbOmREawbLsdVdL0gAWQLb9sde0NkDL5Unv1N1Lt8OXFUTimR81gqNIVa7ohoZEApfdqA7BiCdgcXZpIgcQgo6MgtbmzPMuVUzugRjGrrHGPUFYdXZjdnSTpHXULsEis7BqJ077b7lNJ2gb0gPg3H1iX8wI41GvMjEgT1Np9BWvlqiBv02G2Gjy1x/Lugwwt70iVecm8yJYpRHEnqaNECqzEagaQKDXSjf32wGY3OJKLZsKO6K4+L+aADTWf8ADYJIO9Hrt7+2A5GSA+U7rvkq1R8K4NFmMwAuWCwxr+ZMPSCwZwEobNroCx8tE2Nrl+Ikijd4hoq2JniGxwmFzFzCmXRgaG2kC6o16V1GlUHeiaF7D2wlY18555Td1NFDlYz8Zc9Ez5aWMGOQX5gJOoNRBUgi7ro1Ctr740eJBKWvY7euNkpneAQ8KBPzHMQzQOVDRi9/1Xsd+l9Nhe12NqJggMYGpDzuEn5UG8HnIbSaVUomTq7MdRoN2A3J0ixex74aTwOcQ4m1RG4btPZHvAOIRwFXRyZI6II/wbeizRIYWGNUb374DdBraQ7hFNkEe4Ts5u5nqWOZVXQ0IRIyCyMrMsig6SNYtVNE6TXTsUTcbyGMk+t90WJQxweqc/D4WzCs0RCoBO8i2ojRt2j8wUC+kBaXb1X0GK4s57WFvO9b8/FGPjjcPEqioHjPmBldMkDgx3GJAWJLs7AspJ/5SStXpGkDYY0GH/eZoe2vdI5JHRu1avkjzw05Zybx5eSSMzyzQ69LWyhb2OkbDbr1N3ZGAXjJa5wjO116IgvjcAXcpt8veL3D8v6JMzl4DGQoiRwukbECu2xBobEHAj8TJc023b1pVGaLVQcFI8QfEJJlhSFI5YpGMiypLZLR/pXSCD13Oqx7CsGdGwQ2UgGqo90LmT6Wetr5KjhoBWgfRCCTuN2VWAAO1gb3uKJGPqzWDYDmv2WPtefMnEJCta2v0BhXX0jv1Ub17fbAEriiIgAgOPgFXZJ+v2Fk/cdKwtezdHtOygJm400jaqskH37fT+MUAG1YB3TD8OuSXzh/KhZIRv5jbX76R3+hG3+YOXlNxm/mso3FxH5DuNkZ+Jucy2RSOGOJTORbawTS72x0kWW2q/YnfYYSYQkynOkefKnOa6PGa2OMbpE8182SytTMAqnSFUFRudr3JPXue5/Z7HE1psJFJM+T8xXfk/kk5uZUBOkC2b2VbLdtv8I+uPTzCIWVS1p4CPudsySs6kARqjKg0jpCTp7e6r032++B4zdO9VJ22ySpl3+3t+//ALYPvdQpToHrcHoN9se1L1L9PEATe9b/AGF/7674kCF2rXjmmI3qtVf0sft9MeKiFCJx4ldCc/hN4QZTNRebJPOXGoaIgoUSX6Ua1ZiCL6UTYrGfzM6WKTQxo+JT/DwIp2a3ON+gCo+fPDTypUUatMi67J9QUGmsECmQ9Qa7e+DIMvxWF3cGlRPheG4N7EXa68ixIrMocsvXcVTDcjY0a99r9h37MC6tt0CGgGrTsyfiSsMJRQXaXcdFAAI69CTvsB7G8JXYXiP1nsjo80xxmMDlA3HsxLIOo03qc2qjr7WSSe3b6b3hvG1jR7pRIS4+6pIua71bbAIQL+ps1f6ioA/fBzG3wq1H4oANTSsfzGFN1IX6Dfc0aJ7EbbViT5Tw1FMaBuUx+QeFQSI2xdAhAoDZQpBJLUAeuw3rscJ53SsIrY2msTWOCI+OQRRZOIKp0aPSV33Y7sStD5ixBP8Alj0UTnSF3dDySNa3Sld4YwPFmEmYMI4JBq2O97Eg7gAA3g3KrwyzvX6IWDZ2orRPO/F5IXiePSIrCUCal9ydzY3rUeh6AVjPYW/lduaTXIJ2I4Vu/HCxGl2VXUqCTuDrII2FGgD9v2wWwuvZDyGlc8F4ySwIBBulvvQJF9N6q+gJGInUd1IPC78Y52zCEhXYaasDqdVCr9tug7GsdaxxIKolcLoIq8O87JI0KRytHKC5cxDURElBVdTqB1ysxUsp6PRFXgDN8riXiwnON+QBuyEfFPxPzLuySw7xHQQUI85DerzY70NYNqVAIqwQapnhY7GRhzRyhciV2qilly/w1M5mIICWjE0hBYWQsSg6zbWRt6Vs0GYXeDZ8kY0L5AdwPudkGIzLIGLYfMfh7JBl8wclkIol1KI3ZVjV4lj6tZ8xtTMTZG5Fn65XAnL3tfM4+/x9vZNJmBrdEdWsYcQmqdYPU4bWzu1EeYvq1JspVCbFEXWn7neNcHsLr4oD6JJRD9NK0zXD1s7UCPqb9OwNE7de2wO5A6CR7lESjZPHwg4Qme8p2cpHlIo1Gw9UiG2Wm2FBbYgX6gu12EOdIceTyi77+yOx4/FZqJ4Tk5x8WWhRYo4zLKBoMYGomx1oA2LvYAkWMJ8LH1PL37A2P5/OEymDWxjTuhTkLknL+XOeLLCsqF5Mvk53AKnT6HlX5dh0RrOllsKRWHkkr2u0R3QoJbDCJDbghCbjDg1HnlRiAqw5ULEFXrZ0qoQdR6WN6iaFerQxSljfyfEnuhJ8eLWS53wA7fqirkb4astmakzErSEsGaiXZyRQ9bsSR+3TC/J6xI0ljdvZUNxIuzUReJ3LUPD1yUeWBijjMzgA76/QSxYj5iAR2GBul5hlnc543r/CjlRBrAAvllwzjReUsw3Lbb6hVAV6vSNgK2O1bb4+ixPLjqd/NlmntFUF6cc40GMlA6Ro3/8Ayxv2u/72MUSPBJpTY2gvDIcUJF7tYN97LfUj7nttgDTuiOEL8tcs+bOhlWodQMh7V7fc9D7WfbFMz6aS3mkVEzVQPC3Pyvl4stCXtBGFL+jcKoXZVA9hXQX3264+cZj3SSae/C3+NGIoiW8LJ/jZwDMM5zbyxvHm5PyvLbVUekfQGloL33vbfGuwJWAGECi0brL57HahKTYdwljHw4yvQpS7AW2yrexLHsBgx0gaNRShoJ4Wo+WeWo8rCSukmlVmSqJOwN/yfb6b4yOROZZfZMWNpmyA+cIwy5gVdLICemx11/lh/jkU1ByDdIlcuoI6te9dO52OHegIeyvfKwgb18v97FYoKsU/PxjYDuNWw+3+v9cDgbqy9kPSZNh1GLVBeWjHQvLbnJXEY+F8Ly6ZiJJJJXeYxEjZnIKl660ign6UMfOMiN+b1B3hmgAG37Dml9BxJWYuCNbbJ7LOXMvO+Yz8rfhYDfln0RJRWMNZIVSQq2bJJJs9RjZxQRYsfnPzPqshkZb53ktFewVHwTK+QA8sigOxpQwLWLDalG46d8GOIfwgKLVezZ0TFTG6sVFafqbIvp7fa98eYAwUQoGz3UnPZilohSaI033FXt1Asb316YrIF2FwEqn4Zw8pW1u1Wfchhen7AgDbsemOl3NcKQCKYIfOpirapGCsKsBhYA/5a23quv7UPmLPSkaxoKMeA8uR1OFFsgKUV2Gw1Ej6iwD7HtuMCOmcNJRcbRTlKznDsxSgBfL2U3t9dfcn1XS9r79rzO3nul5jLiVB4zxJIgqLAwP1lber3rTpFnfrjjQXnVq+ykfKKUvgHiE66QwkK+kJqk1rHTLuAy7AVXpoUbx58DXDar+C42R1i0fcG5+ikL2NKsxfqD5YDhW1XV2moE9r+poJ0DqBBRJeHHhX/MnHY7hMLgUwagAPTqY9AKPpDC9wb6+1bHODTamQ3UF7nneJy13YIJ9IBICiqGw3xdG5/DuFTMW/8QiPw28QkyvmT7eolHVhUj0HMccfZnYks1mkRSx3Kgj52M7IeA0WjsORsbCSaQBzv4iDNyeaSED2CsdnuaAY0WGxHbe+3RtiReCwsd2Q87xI6wVT53mCfh80Eqm5Y/MDBHq45UAIDDoV23/xD2JxVJBFnRuZ2NfUf6VQe7HeL/lr6B5TnppOGu6ZsAiKP/hqAwZWBkBbc/modQJJJ3OoYw27JXxnbfYd/n8QtPEwSOa4BYs8cOGLFmMrJFLojMj6pHoMqMtjWqizdtsBudI9IONd0g21zXFK+otoghCHKPM0LyqZ8wYIkFkuhLv7ItBlVifmugtE+qsP5Y3tYfDbZKSxOt41FOrljxxycBEMeZRIZJWcsscrTX2L2iRkEgKFBJr9W4GED+lSzuDnbOCaN6gyJpa0WEys/wDGzwzIqUyeWlnlMYb8Q4REkfowJDGRVU9VChu1qPUTsbojrt3+0pyOolw/wkzmuKvMkmdzGYk/FZwExIEr8kOylm1A6RJIGVQBZi09iaZua0u8NoGkcnvahEXBhN7lCMcTqY26TSuyhfcLGvp+lFVAu7vr73uAcK7KhpIN91u34ecqPwyNZ1N2I7ACt+1YwObHpmcQtC020BU/jxlhK+XBIUr5jWxAGkhQbO/ue3bph70AiyUvz2nSAvkGM+ulNJplBLVXXe9huT3/AH9hv9CsCNteizVHUfRWWSgSQTHcaUQd+npUfzd9hvgbkGlO6pSuX+FKysTdINgvc9+nYD9722rC+SRzeyOhYHcpueFPh6JwSdlQFiQL2XfpVk96/rtjLZeVIx9N5K1GJjtc23cUiqDm2OBZtZVNKflxyNsY2AoDYgv3KAAljQBFHA02JLKRdc7kc3/j3RMWVHEDV0kVn+JniU8Z8sRRaNCqCTSxAliNgN2s9CdxucO44BixE3bt1nsif8TJdU30V9wjwiWI0JGDMRRK3QIFBlYFXU/8uklfrvha7Jcd3tVYaAdimDl+FyBUR9I0lmIVdIYIFIIXtuSNvbC8tBJkHCtaS3ZTeVvB7L5lZHzMrRwuVUJH88up1101bCNG1N3bZRZwNmZ80ADMcAvG+/AHP1KcYHT25R1vvShvxR+GOFVkbKZVoY4jSTSzFUkAHzFsxIAytvWhBWJ9O669zgJ3AnuAPy+23p7ozM6PGGEwjcepWXuYuFPAxSRSG2I9SOrDsQ6FlYfYmuho42DZGybtKyb4nRmnBEPhZ4eZnPSFMvGXIAt3YrGt7KC3Sz0Vepr6YEy82HFZrlKvxsWTIdpYEfeIHwu5/Ki38piBqIjkJZd9zRC3+xP2OFOL1rHySPDv5o6Xpc8bbNIU8JvCs57MxRWRGnrlcrelE3K1sLYgKLq7Pthhn57caEvPPA+f+EHjYz5ZA0fNOr4p+LReYEjYFIomJobCgAq17ij9aIH1xneiQlo1HklPeonSAz0Ch+BWWzaQ5XMcJ4QJXhV48zmDEk3mSB4pWR45LPlqNiUKFwAnp3OCuoZeOyV0WXIBf5QfTtx3+OyFxMaWSMOgHx/0lp4+eLiZ6WV14PlMhJZjdoISjSHu7RP6Y3atyvqW61N1w9xYw1gp1jslM1hxDm0UnMrmSrAhipBBsdvr9a9v2wahUwk4guzOyyGupsde+xNH/e2BHmjSk0KBkuYvzLayFPpVRQUdrvc/Xv8AbEXC20FNuxRzl/F1Ai/kSOdtItdj9P4H1wC7E7aqVwl9FYcreK6RMzSZdtM1AgabFb3vsSeldSP4xx2KXAAOG3xVrZ9IO3Kus/4zRuKRGUMP+QtXvu23+V463F0blVGYnjZD/EueonItJFruVQqaPuHJq/pucSEZ7L3iWN1Hk5pitdpNu+gdBW3zmx/vvi9sMlFVh7RuoM/Mi6moSXICRS183QH1Gh9e374n4TgKJXvE7hN6fN8PZCEz2YeRV8uAHJgJNmQn5Yv8SWonZiUXQCW0tvjzYWUbPHKk2R7nChyg7krj7yM2p41fUykKpZfQAHolgGoddtjZ+3JY2tqgvOJ5KbmU5QEioGmawTpCwuRbLpvaQDUoo2diF62cAPyhGr4o9W5Xrk/Al2AK5yMBGJRDEwIJ63pF6Wr5bYWQQR1Iburs1e5RgxzScnhR8LKZ5pJ843mZaEFQieYGZ/TvqBUkKo6WwOrftS89Sf4ZZCK3sn9grHQM1AvNp5+FfKcGXkzLKgjy8yLAkVECIJbbKCdpCxYvV6tXaiElPfGHO35s9/b6I/WGENbsUIc3eA+VkDG/MDM7aU1EE3vGC27F2obKQt2TsLn03LndJQHHJ/b4qzILNFv59Fg/xSzUaThIwHERcSOgBj86/WFNkFFYaPawdqq/qOM91C+6ycwF2EJZHPo2rURY22UmyuoXt7ij9Dg8vooUNBCK+UeGRzzRxvek+Y3+EawhdbPtYAO/T+o88z2xOLVZHE1z90cDPSzH1ylglKpGkALGAEBtegFADpsDW14WeMOUX4RJ9lZQcIMbQu7a3sNsS+5CHSKFXQ6joNNkduMzBbr4VxxNwFu/wGhdcvHf6d6JFglaojGLzM0HIpNRDpahvx9qkY6biVyATvqIBIOwHYb6iN/th50OZtuFoHLaSAV8h+KcO0NpUbmrIagBuCCCexO+4rH0Zxoaa/myyrd91IyHEAPNUdWSKjdbaVYnf619vpgiIB1/BVP5CKeVZNbKqggOVUkDatXq99wD/Jws6jUY1AJjiAu8q0tyBmBksw0ZfUHjBTaqDE2Nxv2B74+eZsv4iPW0cFbTGaIJNJ3tU3jV5ZjZfKABF7CtRWyD9O2/0x7pz5NQ32Xupvj07jlLDkPgKrGxU/mZQBiAL1LpAJHamQ0y+6j32dzyO1Adisnt2RTl84x8t6Js6TW/SwL26DpX1+2F8jr1N9ESxm4td+ZuYUQyl5NHoCpZAJOliQL77jYYpjt4DWD4ol4FlNj4Z/GvhuZXLwCbTNupidSryNbSNRPVQo1nT82kg7XWQ/qDDzImvmY22muOwWs6Tlw+GImmne/rXZZ2+JnxkfOZqdIC8gMgWNVBOmNGKqiKARZosTpNE9DjX9G6fFj47XOaLq/rvulfUcxz5dDD/P8AtCHPfgdmFhSQGVpEiM0kb7kJfqKmhWm7YMNxuPlOCsbqrHSFpoC6B91VkdLlMQk3Lqsg+idfh/8Ah+DZVA+fgV3GqVVhLu8zCwI3B1N5aFRqpkUn9NjCDKbL1CU1G6hsPSu/3TTFazBhsyCzyO/t9EN8Q8WIc4zIk2baSU6ESODznbY3pUNrZiB0RSQSBRwZH098A1ENAHe6SyfPDzTb+iZvh3yZJkIMxmJ8ueHRu9E5kO+ZcAKNRy6LrVLDX6Y0UsaHU4R52ZHkyshid4pq/Kdh7XwTaLwmOZqeRQ9Skb4keGefzT6oI1nXORpJC0TgK0L02o+YQV9NAr2Nj9ONDi9QxsaO5jo07OvsfTblC5WHPN52DUHDYp2+AfhnPksmsGb4lPw2aTNzTKsTBrj8lF0MwOj1ENILPzKuxGoHK9T6hFm5BlxoWytDdJJ9bvbunXTcOSGHRI7QdST3xO8Jy3nwBGYhQ4aZiHmlfSKZgKXfY7AKuwArGj6A6XwXF4q+w2A+CF6zDEJGNBv1PqVn+bhhLuxj9KnUUBA2I96oe/TGs8QVysk6E6ieyZnB+V8tPGDl5WEmn/hTx6FsDcLKkkikexZUv6WMKJpJ4nU8W31abPzHZGx4glbcR39P9oSzcHkMRJA0bCyLZgD9j0P3BOC2nW22utAPaYzpeF1yXG42I/LAs0TqP9Pbr7b4m6IgbKoPapGYz8Z20atNbgt+/Qjt9KxJkZXi4Lz4XE8zLHDlHkkc6EVFYsbI9h/J6e5x6RzY2lz3CvcqTGOkOlgJPwWgU+DXPNCH/LEofQ2XZtP/AO8rFOtVdAi99qOR/wDyLGbL4d7f/QTv/wAPkaLIS55s8NM7lWK5jKmLR6dRUlG+0g1KTW5F9N63xpcbNiyWXE4H5pLLC6I04IWy4FkdTR2sAEdK3G33+l4YNBvdUK05L4+34jLDS1Bn9K+s/IRqrSBqTcgn+ReKMhpETzfp+qPwXATsB91bZXhkkZIghlkRJhJG+mroHVes0NSkq1Akk9aBwM2XUAXkA1SOka0B0Y4uwVprwvkMqp5UGrVQZVlJ9Y/SdMZOrrYPtjL5VNcQSu47Dp4TO4zlcxBXmZURgkn1sLHff0Cq6bgV3O+yWNscr9IdumJjcG6qWsOT+EJBlFjCbi7tty53JJ2N3sPYBRjRGENiLQlJfbrKBU5PjZXbzZEZrJaM6TQsbEgkUP8AfbAkULmNGk7q18oJIKSvGeDsheTzs2sUYZWZp2fWGNaNACKxeq9QYAbkEWC8haezRf6oaUN2JKzT8U/NeXgMa6VEhhBeOGML5akqIlJFClA3LVqYmgAAofYsL9iSgJXiqCzXy3xzzX0rYJBATuSTYCgbluuw33w6IabJ2QYvgJx8o8PlglyzvA5HmIrKx2J+RhZDLbBtzpNV064XZHhyRuY08hFRNexwJatCS8oQyi0jcb6b84EAg18vl6PTuANP84zDHvZepOC3UKRx4fctxebGJMufyY2YHXqJOwsgotkkX81bmgb2XZ0jvBJvYnsiIzvpTC5q+KvJcOcQLE083UxoUVY2F+gu53K1RABo7bmwKMbpE2Q1sv5W0N3IafMZEacd0uPEf4hYpwpzEEuVW2Km/MWjQGvSoYVt0BBva6NbLpnRJog5zSHX8kpm6hG9wBFLBnGeMpJKBIu7FgT/AISOlAaRQ6n/ABEdu+z1W4B/cfskwbTduyEsxBUkg9ljUE9Tca1Y6dACPoBgiKMtB/nZVuNgFXXIHGjE5LdIxvv3sb/zhVnR62Uj8Z4a606IeZjNL+I1GoABQJ9S1tsd7uunv0xiHwaG+D6rTiWyJPRUPG+dpM81E6AAC1XQUEHcmt29+9bfW6DGbAygf56Jbl5JnfwpnKGcKTAB7SeKiK2NEqfp8uk9Ppgh7QWb8hBA0V3yHH2jYoL2LaRW1lvUe/SrW6rrhbJGLtFB21oM5uy6ZjNJHmGYx5eLzXGvSXLC1jsD0KQAWaiyrferYwAtj8nJ2HsiYxG6T+9+UCzXJ9kvM/LLMyvlMqINLaFMBayUAtlkOluhG4OqsGhoa3TI6/jSqfIZH3CzSONv8o58LeUJo8zGM7CbzHphmY6qlqwGO9+kH5gRddbrC3Kka+F3hHjkD0TDBjcJ2iYc8H391qPjEohDIEaYFTqlY2qxMptACpsWOzdxY6YxDGCVwc7b2X0NxMQ0jexuVibnFpxJJ5rMXiHl+pi1AKClWflC0PYVXbH0jH00HMGy+XZGsOIfyFsLwl8N14ZwdeJ0Pxc8JnjbQHdVYkIATsi7g0u9bsb2X59m9Q/GdR/Aj8oNFavppjxsYy6A51XZF19Vm7nj4qs7m0KTlJVYfqUWjE2Cp7GrU76WFGgRvq8foWHjPD4m0R9/iEryuuSTtLS1u/oKTP8Ahn+IqCCKHK5vSNDH8PmCtmNJCQ0BYC1UOSVYmlDUaoHGW/qHoD53uycfkjzN7Gu/xRvSeoMjqJ/HY/FNTxK57iziyRRNCc1lvLkEU4BVvSBq3DUpBZSRek7HrvnelYMuARNIHaHAg1zz/CtDkzCQGNhGsb0UhuavA+VMs2ezecR2y86wiCJPSPMk0jS1iypNldIpRQJoXtsbqrX5Iw4WbFt6j3r2WXycKRjBNM+96oBBHBeX5M5mEgywt8wQoYDYDYk7j+b2rfffDeSZmNGZpeGpdoMrwxndfRjw0+HDIZTLIpjWR0iVfMcAlyFAZtxQDNdDuMfnrqX9UZWTkksNNs0Ae3ZbPHxWwsbGBxyVl/4ieR4FD1GHVbbQvpIUX6kFEAr30dB1TTbY+pf0/myyNBcfn/n/AGh+q4rCzcJV+BPw1HiM1yTaMnGw1SoPW19EC36GN2xIIFbA2K0XWOtDBi2bbzwP5sshjdNMj99mrYuc+BXhTRBsuc2jVSliOxoHQwDaSel6CR0NHGA//LsoEawN/QcJwOkM3Fpy+D3hHlslFpWAHzfSPMQGUqCdv1MgJIFazYA6AKAsz8+XLdueewR+LAMY7cjuiDj/AAFNTapFiDrRUUehsMFH6hvV/XAFU4bcJ0ZdbKHPqgXxDy/D9JLSOTpAILrRoEXo00CV2NdRsbvd9gukbXhNPKWSYweCJSFgrxR5Dy8EjnKusgoEoyiwp2ulI+UiutDt1rH1fCyXuFPFLE5uKIHU02EQeBvI8amXNPHoSJRGjMNrf0u2o70vQbdzu2m8A9Vm1HwWnum3SsfS12Q4cCh8+/yTg564zlcvlmNhpyPTGF2Re1Ee+2E8GM6R7d0TM5rQUrfgx8WHh4zcYCQZlJI5EYkKdKO+taB9augCUASGKWNWzjq2OG4hcfzMo7fGq+CX4RMs2kDla78T/iRyaawcss7kEFW1X9lUq4Brdix1b9sY/F6e5x8TgnutO6Mx7Odt6BD/AIL/ABZrJMctNHIMu+0JId3WUkDQSwDFdOr3AoAew1Ecboo6ebWdzIw92qMUjrxY8S4stDM7SEiNSwWqaiLNdBv+1G+xvFkGOXGmnlKXu7d1mTg/xC/jIs1qdYTlluJnP5Tai3qBoapVAsKBTEgBhZIdeAYHNoagdtjwvBrXtcdW4+6yX4ocbZy584TPOqCQ7lywIPXpp2BAApSNj0w+8IenCW2Voz4UvAGLy2nfQZEjE5lZGDQxtGyMig/qlDNW1irIG2MT13qngyNiHLjQ+Pr8B91sOkdPa5niv5PHsjPmrIsuWIkywGuWVo2kaRREoUkIKGppARQBADMxBqsW4r2+IKdZAFjsmGXA5sRBbylNyx4lPw1zqgkeAVqHmaB+cxMUlHV6gFZdh0039dS/EbkspjgD8LWOe90LvME4uVPiYS7jyEuv5QDNsdbbC9KmyQK9O99sIZuivkOkvFD2VgzRWzULcB5KlmzExOVkjkkkaWORmplDh2aMkA6ioBYEEA2xvbThlkZzYo2sBsjb7KMGC+R7nyAgVtfxRtzxFBUUKxNO83rLCW2hDEVFpoKDWl2Ldd6GLOhzzueZH7MG1dz/AP19dlHqONDCwANtx73x8P3WLec8kVmvy9IBfpZvYE/fv9K98aKaw+z/ADZI4t2Xaqc85DsTSj0UTf6VQkDT39+4/nBrD5RfdUH2XpNmFJLFwdQ3oH3HUgCz12ok4GmZfC7ESFJ4TzYYhtRtep6KHFdruxQIAutrG9pJoASmTZTVI25XnIRjq1GQkuxBBPT3qz9ug7YVzR3Q7KwHde7cSKSxUhslrF+qioFdv1C+3t3xPQHNduolEGW4eZJG8sF2ZlYUCTZG5G1VZok4XllAF3CIYTwgjxp4HJA4l3SXMqInXUL0ja+5tgaNnp7b4MxXiSxWwNq+SEtYHnkmqW1/hs8GsyeXQsGXhOZzcs2YJnUK0QJHlqlgkFlUDU3yg3pPTHzzqnUGO6h5idDNvL8N7+BWmwIDHCB/yI2v3QP4veFkuXk4dbwufLjmKAq356mpYrFVanaQBQfsKwf07LGQyVrQR2s++4RkkJDmPP8AxN/5Ss4nztCXLZXMyOkvyrKWJTqQK6EA7+o3sMMI8WQt/utAruO/urZMmMOuJ5o9vQpP+MCqZlVnoyiIyN0AJZgbPQCnJ+ww+wyWRkfRZvN0+LueVv8A+IbmeKHJ5bKpGWhGXf8A4a2Fhhg3eh0RRTEn3FY+VdJgklynzu2LXH7lat4ZjwjVw7b7L5m898kS5GQpNFpbZ1IIeNlO6lWUkHY7rYZTsQKx9fhnbMzWw3/PRYCWPwnEOHwVFlM4dFCMswcnVRPpZdJQ/dqI+v3xdY7oYEhS+EcUnEqOsrCRKpnbsNiCSflrat9sVOYxzS0jZXtkeHh4O4WlOTJJuIcL4hEtmbL5mHMqveqDgC+3oPcEi/fGKzHR4XUoJHGmOaW36LWQudl4sjB+YEFO74cvC1cl5cuZjVc1nX8qKJRYhjQU+4v1Sa7kN7opUAE4xP8AUPVTma4YCTGwW48WTxz6V900wMIxf3JBTuy1ZzRxAhNKobA7UDS9TQPTuR1x8iwQHS6ndynUTATZWDPHnnTy3dXNoxARl2ZWeySCe1DpVHp74/RPQ8QeEHt57pf1LJDCWOG3ZLjwQ8a5uE5oSpvHG4TNQdQ0JNllHuo9SEbjp0LA6DqXTY82Esdz2Pv6LOQzaCR9V9YFzyyKjpIHjnUOjobDKwDKQftvvsPpj4HLBJG8srzA0nbZG1fZQuIc5JlqAFtaqWpiad1XVq3tRqY1sQqmgScMoIJTTa37lXRxBzdRPK+c/GPFXMZrP5p5ZJz+YyQZWBq81izRovqBJLsoFAqEBLMdjj7NjYUEOM2wOAS4jiwsZmZWScjw4r9AOP1VVzp4x5iImN8nAWDeWXWYv6xVpZdlJXuR6bvc4LxMaGRoIHvxSHmkyInFjnfuonLOR/F+ZMbhEDJFmpBGW0awXCiO/UCBQPS7PSrOfLHC0NAtx3Hw7qnFw8jLeS80xtajV18gnbxPJZnMwLFl8k0MMrCNTIK/IpQZj0A1Czp+YH3u8ZRkULZnSukBI3+f/wAj1W8dHK6IRMb5Sa35r1KVvit4LZxE1LmD6mCerSXC9KDWe3err+jXBz43votpKczpD2N1Byo/h/4hH/2nwkhNso7RyIpN+iGctI3uNShmJ70D+nF/Vy9uFOa3IFX7kbfRB4ul+RExo42NfA7rW/iVnMnPIZ/QqRReUX02oIJ+ah1vayf3GPnOC/Jjb4ThuTYHst6WQ6NbjZCXvEua1Ai/BwxSSD1/inQNpKkhTCAVClT8zyBrOwHpJxqseMsZqfYJ7X9isP1DIMr9DCNI9El/FDxMzj+dFNKztMBuTZ3NAhhRAFn0nYHoABWNTg6XDVSzz49PHdUnhZ4g5PKERtkxmpNE6Zh5SH9MsRXRCpGiPQSU6Fr0sDvQLlx5pnag6h2pU+K2Maa3S2nyBbzCoRNHl6Fr1fOAQD+or3J6/wBnOqqKB5WrfhR8RnMU8UwYs0i5ZNIQhjl4VkjG5UKxJK6rUaigJFHHzb+psIuka9vbe/cnf6L6H/TuQxwLJPWh8AtAc0ww51E8uJjpLQiMbBpiVLMC1FrbUPMatQUtZG+FOD4uPKWuN3yVocx0bInOfx7pP+KngZl4o2/EFszmHUgLFqbRpulLKGbYAR6tOlTuNsfQ8GWR7wWmmr5J1LqLDdNs+vokXNzplQFuCbLyRSbI7B1bQNItiisDR6N/HUDXQ9PcQbcN1nxmP1AgcLUHw9+KGRzKhS5R10lopGYlCFsMhAACmyLSh+liTYPy7r+DlYzy9gsdiB7r6V03OgyoQCfN6FRfGfh0eXl05bNKir5ExGgW1tp0NIPVqoqy7hTVE1YLboc+TkxgyNI7X8kt6lHHEdj7kLFHE0LsDJtbH5j02Aoi6/eu+N/JbnAn+bLHt4NKj554PpL1pIUADT0PoAO2/bfE2tcC4D0XA4GrQdkpWb9hVV7WOv3/AIwLqs1dK9wDVbZUeyr8wBPzEEkHqTsPbbtgCby8lTBvZMbgPCSF9VgL0YHqTt3se5JFn7Vsne8E0igKCv54gJoHvdGUMOpCsAwPf/CRipv5Ta9e61J4XeFL5XKtOYPxGazBOhSVpUV2VSNRFdj+2w7nJ5fU45p245dpaOStThdMk8IzVZPAWc+cfBHiXFMwIIco/n65NesMEUMAVDubRdIAog2QTVisacZmLixiR0gLTx7/AACAlhmkd4T2kH3X0T8EfDmfhvDYsvmJzJNCqrI2skEqiCkY9EUDSuoCwLIBOPlOdktych8sY8pK1OM8xBjHG6CyT8QHjTkYsxl98y8iRSKisgAiJ1qrl7UMFYPtXSuvU7PpXTsh0WwaASO+6EzeoRNAa7ndZH56g/DlTGQ3mC9j0PqAsAA2aJ2O9djtjXNaXDS4cLLeNX5UD8S4oHa2JO25N+w29+3ud8XNa0CgqnPLnbrT/Ng4jwrI5GTOKjeVHm4okkdrbz41jkgfQQ58iLMxrIraVJGhXGktjORQQSzvdGKsi/ke3zR8uXL4DY3VQ4SQ5h5q/FrcmWjhkjBlUojKjxmtACuzmhuLLG6Bs7nDZsPhuOk7FAukMgp3ZVXE+I+UzhCKIoqQKKsdQr2omwRXTtjrIi8AlU6q4XjPlmAWRo9IlFRX1oEC6+u2J6QAQFbvyn74Jc1JkhqY/wDzSBZfoFNKT9B/QMeuMb1jDdmAAct3Hx7/AGWj6ZOMd9nutneHfLCxaM1mn0vJGq5ePq6ow9TheuqU6QO4XruxA+J9VyvG/wD08UeQOOtw4Ndr9Bv9VtQ4vdqCvvEDmsZeCRiCGdSBdWL6L122NkdbI64XdIwTk5LWg+UHdW2ANRK+cXxS8bb8QgY/IkDlaoWyOenv74/SXQYwMe/c/qsd12apW+gr9EEQR+Y6Sq1eetMK/UvUV7UBhydgW+iCaA9wkH/IbrUHwleN+bEU2XUE5fLsPJbf8t3ZtaFjt5aC5gv6KrowAxvWenReK2Zv5jz8u6IZkl7S08cLY3hlzF5mWzcjMJngnl3UgnSNZiCk2KVJjt0Okdb3xvUHaJgwDSHBpPwqv15TLBf4jWtvayPusrryWn/a+VmSVcufLzB8xhaLK6SJGVUVTqXawGIsgUosHWfjC3AewjVVbD0HKLyMNozGSN2oH9NkgPEflVVzWbyssy6vMeOMotapFmAtlqwZAwdW/V03vGrwcsOx45mjagd/Sv5ssfkw/wB4xk7k/clbi8K/C7L8PykWWZfM1FWzDMLMsprUT/yrsqD9KqK33xgMvqTsnIMg2A2HwX0/p/TW42MIxydz7o8h4IwoatSIrACqYah3B2uq3BF+2A5pGBlsG6s8J1pV+NnhzLmYtMU3lyr6kYBqDDoHWrII60dsFdIzvCmp7bHe1zMwJMmLSw0exWUfDbmGXhebaGZ2gTNwmJ5JQo1Tglw+s/Ikja11AjZk1AVj6FmhmXAJI96N17enyXzVjJcHILZNrFWf1+C0vwr4VZ5o2cZ2ER5h9WizOJFPT5PQTWkjc9D1J2xM39QxY7t4jqG3oU2ZgSScu2P6eyvDybl8pBIJ0EkgdYo1UFI18xqMtgamKekaLIVbJ1WMB/j3ZBaWEjlxTIdPbD+cbKhy/wALmWE7SztJIskkMMay0USyoVxEgVvLW9xLJe5OlqoWt69J4ehhAIF/H4+6Df02Fp10TfZLv4jPDXhWTizMkaaMwhjjSZPTb6TI6FAQhpdGpguseYLYmtL7oXU8vJe0E+Wia9rSnqeFjsiLg2nLLvA5Fk06WFmrCsbNVtp2JI61vj6YNzVLEE0iqOHMZZvSskDtR0y6kLxmip0kj0ki73BXuaoDzRxSj1RePLJEQWGlsv4ZfEPKySoi5maaSOGZ3WQBVDXGDpJJZiqbEtQC7DYHGRyMAsdr07E0E0yupOlg0SHgrx5v8Rlz6SMmX4icujFWaMhYXJ3GoqsjldFELqjFG2U3vrIMXwKZqbdAnbi1g5HucSaWafFLNRBHQxKy2CvmxkSRBq0lZA3qXT0DXvfQWuNVHHTNyL+yHaSXitknos80LppJBQn1bUDRVqHcfTexVjtivJjZIaPH8+KbMeW7jlbK5CyEeeykcpqQu6Rzm7dWQekEVsGDRyLsKse5xlW1iyGDgbOC0zScmMSE2Rsf1WWOOcL0GwQ5u+mwF9Pe7FAHbvsMaaSOt/5wsw12oKq47mVfVYIcnouwvT1NbAdDt0/pi5jgCSvbikEZHhr7MoHpJ3P1P9aA74UTFrTZTDlSyHViVTQy9SB6SO9hiAL+/fteA3vDhdKYbWyLuGc4pShydadY/wClhl9Nd7uwL9hha9tnyhWiwVc8C5j82dEUqfMaNmK/LS+kAXtvbXuaAF7k0NLH/bKvjFuC+j+Zyt5dIi0g82AqrA2wCxgs99PSgZ77gdBj5DRbkOfXBsr7DDpGOG322+J4T0k+H7LRqJIszLKkmVjjVXZZA5VbSYsfmJu9tNavmAArRSQjTY+I47+nZYWTPleQx43BNnv81i/mfx44hw+WbI571xySOcrKwKkxEEqokJbWFrT6mZlYLbHUMMh0mGeJssIojkf4VDc0sfpf8ikhz/yaMykkrlbgERBJomyqhFPUk62cAb7O3QHGhxMhzHhoGyV5NOOpZ+5k4p/3ho5Bsg0URXYtf/Wtrw5ZTt0taaC8eTMosGby75mEywQzwSSKR88AcawQO4W9trYV3xW6PxQWjurPEANlHXizz03EZS8jwLGhmMXrT81HoElrBtlSM7gMjg7EVYOPjNxgQwEk80rC/XVoV5u5rikn16kpoY4PKgULHBDGixxxp6m1soXVIdXqJJ70LGtdXwN36rr6B8qiZflwZmQMCohhA817KqI0+pXq3SgCd9gaxJzxG3blcijMjq/gRd4iSxtHCsc8cvrd9SWBQBGhQQCFRQAA3qNhumFmNqL3FwITfJYxrG6HA/BE3BucsjE8BaOCRIXi1eoFmjjddQIO24B2/UdumwCnxJnMeGk2Qa7chDQZAD2l3AP/AGt3cE5hjDCSRWlzBSNotZC0siWreXdotMAoYawA3pW8fAsrBl0mOE6WWdVeoO+/uvqjCJWAM2CB/HbPeYMqshAM8rDSDQCWov8AjUR+2H39Ox+CZXM3DW7oeRoBDPdYE+JniyyZ7NBflR0QX/yRgfwMfauiMLcGPVyd/qbWB63IHZLgOxr6BBXC+bCgULGCy3pOomidvl7/AOuG7mauUCzLLRoa3f4p4eAfi0uSR8rnMp+Iy05JOh2jmiZjv6kYCSJqUst2CLGoqAM/1Lp5yHCWJ5a5vtYP+EZEHNZRFrZPwySy5eeRFyHk5HMRh1kVnYEhVCMTI7j1R2pKABqUnGL66x0kPiudb2/YHsi+lvIkMNVfHxTM5z5Q4RrPnwwtIm6glth1vSrAX1/Td99hSDEkyiyo3Or4bfVauQuIGpZQ8T+REzHFsjLCjhGngBJYjUYyWZjqsuaUDr0vppxu+nyvh6e9r+aJH2CTyRibMjPewtSZxQ2xO6N77+4/kdMYF5LTsvpzBtSnNxAqvXcgV9hi6O6Nhe8McBA/MnM8pbL5cPo/H5lY2cbMIkjaSQK3VS5CIWG4DGip3DLFYBHJOf8AiLr3tKOpSGEsDeSf2WfvjD8CkRfNj1dL3tvUOoJJJOrdTv7HGr/p3qb5HeE/kfosB1jHa5vihBHhrz/NlI4nizDyBTqkjU6PR0ChLpdINKbsb2aOznPwmZLi2Ru54KHxcl0cYLHX7J38w+LJdsvP5U5jiZZRGjkJLR2JYx6t96NkgGgR0xmIul+E1zPXa1bL1R7qJCo+G+N3Esy8k0eVYBAwQSWsEJqww2GqUi92LtTWBdVa3ouM2MMc75jugz1eThrUjObszxLiM0nmQSTOPSqwwyNBGp306lDD1bliSXYnUxJxtOn4sGNGAwge55WeysiSV1vKvch4A8UcKP8AsyOlBYs8QFirr5NXTsBf0wc6eID86DDHkWGldJPBPPzkk5ZRoRRWtotKi6OlkB6MQoAO1AKT1oGbCw6Qd1YyOR2wCOvDHwzzeXOYZlEMrZN8vCWjCSDz2VmIdok1Ax6vWWYqtmtgB12Ux2k9tX7KqfHeGG1pv4TOWcnPAXe8wmTk8qBJN4oiDtNp+Qyzn16mBYA0KAxlv6jzMhkrWxmtQs1+6fdHxI3Q24Am0k/jr5YEZaWKJUikAU0KA1EK5CgjbUVYA99wLu3n9LZj52+G95J359lzrvTmsDJmgDtt3WO89TvYHoSvUfqveu5AoA9gfY4+ixuDhusa80tgfC5HX4mFrCTZSErS7I6EgG/pq2J6muvZR1rEFMf3uvlSadHyKc9ru+/zWO8pnmNKTsEBvbcuBtuPax12vpvhsHB7tHw+9JaW1uuOY+CeXrI67LQ/5gDv9lB2674jINFhvZeYdXK8uUAWR6A9O/QV6gO9WO++M7PISaTADurDKZXSHNGiGVTtRcLZP2sBdsC8lT1L04GyyCNSQDIdwQdh6veh9BXzUdz2GfbXalb2Qpyxm/IzADOFEcjIWPaiaNda2H+7xc86o9u4U2k8r6XfDrz40jcO8qpHSDMTuJACssMDOJEj3FkxuI6GrS7fLRavnc2OBM+u3K2DM0/hPDfvd17EcLb3DJQI41y0SmAL6EX1AA9vUbUC+56bdsXx6QAG7/dJC5z3FzjuVkv4ufC6LNRBc3l8tCiShlzKTSoY5TtpGohbKg6glrW5qsG4chif/a+fv/Coyi2+bssC89Z58m/4cSNLGoilDga1UBmUKaCM2kDUdujgEKbvVxaZG6yN0reNJ2Qf4wzZWR8rPCQS9LKGtQ2gAgmulgMpN/Terx7FL2ktevPArZVHMvCfMiDjQxYM8YVtcgX6kBVVQQaW2LVsBV48008tC92VbyNzRlI9IzGSSWlq7kX1n5XJjkRiBva9CTfYAVzxOcLaaRUL2tPmCu+OeJc8Q8lhEFj3VUykQbe6DPMruo97DGvbriiKCM+fe/iVZNM8eQ19Ag+HxBzIsawUJLGMouiyd6UAAe21UNumDDE0oTUVeZDiTTpJJIoWPLjbSa3NWqqTWog3dAbdexGI0kNHJV7SS0k9kyvhK4Ll87xPKI2XJEIee2csmqGO4dSgBaEgVvVsXpdwaKr+osiTHwpHtdWwG3YHlF9NhEszQRdb/wDa3T47KWWIxSKk8IXTKRerQF1q9dVZbIPVWojuD8o6TReQ9pLDyO2/f4r6M2NwZbTRvb0WW/GTxxjkiizLE/isnIcuIwQYpHBOplYH5aGrVvYroTQ2/Tujfh5HwNrw3jVfcX2KSZWe0RiYfmaa+J9lkXmbiMmYd55BvPIzEj5bNGv2GN7HEImCNvAWMyHPlJmcPzFevKPDQ7rfRWBNdgpsk/Sgf3rHXnyq7Dh1HUexTD5cyYOn/wAmok0d2ZyB/JA3/bAchoWm7AdgVuf4N+ejNFNkpPU+TGqNid3y0hb0gWLEbekdCFK9axlc6EF1keVw3+KqmBjIezYgoJ+Jfn78HmG0ZTOSFj+ZPqHko2m/LDLG24FemR1PTY3ZZdNxI3xgCgl+VnzF27tkqvBrxEfN5/JSPkWRRPRneeZigIdQApYR9WFrp261hhm4zGYcg716e4RHS8hz82Mk3v8Astpcz5tkKvW6mm7dP1e3uP4x8qjYJPKfkvtYdXCE+Ncc0BhGaGZDGJuuiWrMbXsDq+S+uoDesM4sRz3Akcc+49UJJkkWEjucvFWaJstLKCxyUup13DGJwElUV+tVAdL6kFf1baODAZIySJn/ACFfMbhZnqGQ/SyV25aSfkdk9vE3kSXiOUQwzIUZVkRjfrQ6WU7Xswr6fxjM4GZHhZR8QUQSD8UHkxfiIiGHnfdYl8PuHjIZnOQznV5iME32BDknY9CAe3XbH1GaXxomSt9bWSxW+BK+Ny3j8KPHGzXDIEiVPNyUkuVkU6aQBi0bN72jLVC9jjJ9SjDZa/8Ar3pVCyDSafMvhL+JiPms0Euya4iN0Vwwoa6Vjp0kgg0SKFnE8aoS1zRYv4oV9kG0quLclLw1g6ZrO1KdJXzAIqFAFtSu2kXXpYGzRO94f+ICKLR/PRexsPxnklxACKsjmUmtzt0tQ7EMrKN7N1e9EUbHUYymaKdRNd1t8XGbG2gbHuEPcYzkZGZhzU3oCr5bA3KoZdgxa9VNY6aiLGrvgmMP0tMe/qUsysdjXnevgsh8484vm82VgjaGESCwthLNK4QbgI3q2Ow1EUMbeHHayMvcb7rIyvL3Fq+isfBoOD8OjjW0WJfMcsfUWI9Kk7WygLGDt6VGPmeR4mfkAk7k1t6BavEa3HZsNgPuvnv8SHOk2YjWaaX0SzEJBqBYxwrRNDopcjrWqj1rH07o2DHCCxgoDv6rLdT6iZnhpO3ZIbg8IdorBtiXPYEVvtuBVWOnTG7iEbjQCy8moAla48Duf1y+YyzOl5ZYWjnAB1tE0baRW3qDlSNxsDR637q2G7Ig8NnNghDYOQIXl7j8VjhMnp+WlbQNz1JrsPrYI67b2BhZGCBr70Ezcb2+KsOY86pVUa77k7GwAN/8Xt7/AF7YkHBwcSuBtEUueXMqEVgATqI6ey3v+3TGanJD0yZwiLi/CiEjvoL67USTX33B9h9MANkLnGlPSoHBeEqkiaT6bJLV7KAKr2N10rFTiSLKl2QZxTlGWfMskIH50yIpZgo9ZABtiBpu7O9C/qcFX4ceo9hwoMeCQ3utpcl/E7wbIpw+KNZYpuCStGjk+Z58cjMuccunzDMBmZUK0jiOr0gjDnBzXZDp2kaXjcVv7FaQPh8Pw73HHxW5+Fcy6kLZYqQyJKql2jjlglGrzYXWww3LaeoBC+kgWuxtiWuu+/3VDwQAVY8m8Dy8yvPKsEkiP5SIF/LQkAgayWEku41MpbSx0hiQcMI5AxpG3P8AN+6pdbueFmDxy+HiLikk+RjzIGbiBzcmaEK6RKfRFlU0uqwRgapJGLO7+kV2FP8A5c4VvfVXVX9aRLcEzDb60kZL/wDDF4lsZc3lpNCkARuwJN7HU9dr2sVfU4PH9V4gOzSD9V09Jf2cPoVV8xfCVxfQmWj4UyLGTeY/FIxcfS5AEs/dQBt1Jx1nX8QEvMvypcPS5TsB90T/AA0/A9FlPPzHG1iMikLlsqJFkC7EtNIQSrOLURrvoILnfTpSdY/qQyNEeCTZ5P7D9026d0hzHa52iu3+0m/i8y+UXMq0cYXzNbNIh1OzWBuLSMAdlSjuSQeuND0F88kNSHdDddZE1zXMG/crN3F51JbQpC9ASRqJ92oVv7A0Pc41bWnussCCp2X4ZmPKIEUmiRlIpGKtV7hgNO2174qtpfZO6sBOmlrn4YeXV4VljnX1GbNaSF0kaIoy9IB8xkYqWIA9XpUC7xj+sH8fJ+FbwP8AC+qf09gsxsN2XL/zFV7b8e55Rn4v/EFk1h82KUSyTxv5ISm0E+klxuQU1dCu9G6wo6X0ecSBrhQB3va/gqc7PhjiuM3Y2/2sZ8Qjkm8iJfUkzNPGgQ6i7toK+ncgFSBuABVnH0puiPVI7tz8BwsE7XLpjHBNj4lO7xg5Hy2X4fBC2lczCitWkAGQn1kN9OnU7AbDGS6dkSyZjpB+Q2Fsc3Gjjw2xn8wSA4PkSu1AE2Ce9H3B6Y17isxC0tGyOuXW8sAUDqIZmO5CoNh/NbXgN5DgUW0aSjjwj8Zn4XmsvmwmtI6SVLrXDI2llujRptamj6lG2AJsfxBS5KQWm1sjnnxsyc+rzOEiRJbJHnBdWw7iMEkiuh6e1YXRwvBtporPvc2qIS55J5a4QMxC0XD/AMLmPN8wRrm5pERHDVLKpCoC9kRxnUxrzCFFXRnZ03guYDstJ0TCrJY921bpnZ3mZAPWzHSSjAAsbF0dt6I98Y0QEuAHxtfUnuoWEBc28fy6odBJ1CzGVbSSP/4m/sO/3fYscjnjb5pbO8BhPdILnnmzMTB1itoR8xzCoVjqvUJGIdarYHUT0xqseFjHBzuT6HlZPInme0hu7fcDb90X/DR8TwjCZCVrU2uVkYaVbb/gN/ho35R7iozRrCnrfQw95y2cnkd/j+6CweoNDhC75H+fZEnP3hlBHIczJH5msMSKvSzLRXvt0YHra/cYGwM2SRvgMNUUyyMWNrjM4WsxcJ8dOI8LhZMjnJMv+LlZnKgayqdCGYEqTqILLTH32GNk7HjlkD5ADWyw8jy1tN7og8J/js4zkWuXNvnoiTcGbYyDffUrm5FIPTcrWxX2LfhwyMqqN9kH4jgnPP8A/EAnzKi+HZQj2bWRZHTcjttitvTmEi3FR/FPZxsqFPiUzzaxlxlcuFBOhMushBF1UkpdtrJG9KT8vYlO6VBJVttRHU8kbakK8U41xLMyGRpMzmGdk0r5OtTRNhY1QIVGxUoB3xZ4OPGNIofMKrXPL5qcffdaE+FjwnzeazRzXEYDHDlWLKjxBDPmbBQUQr6FFu12CQFB64z3Weow48PhxG3O9O3t3Tnp3T5ZHiSQUB6hF/xIeKq5pmjM6JlcuxLHUScxKgNwxgXe+xJ9P36GPQcAxtEzxbj9l7rOaI7gZzW6wVxl1kd2IALM3XrRO319IHtj6jGGNGmlitz5nFd4MkytGFJsLf8AFkntS9CcRe7QbarBRBtNLwx5llmKNI4AiZkB0D1DTXSl1adR2JJofqoAvIpy6iUmli0E6Ut+YeFxeZNU/mGMldaRuqu4ZgjLYsJooeoC9I9IqilaA9ocDuQOydnUDR9VQ8aId97JQXVXRC2e49x0ujgaZgbdK5h4Rvy5CiJpJapD10KK+nUn/MYyWSd7TNgsKr52zNAKmtiTQArs1DYXfUn/ACwJjMs7KT3aRZQnxbm6GONQjebMPSFF6IwQepoCQg7Hci+3ctGxsjFnc/og7kk24b9ymX8NPwnZrjEjTzPJl8tE9NmQLkllU00WXU0GZTsz2Y0NJTMSFzXWutwYI0fmkPA7fNN8PEdLuNmj7rcs3wt8KyKMkPDIS5jCrLLUsnmsrEyMzjsxUDSFUFdQUACvl2V1zKe8eY1Y4NfylrMXHjbvQQNzP4zpwuF8pmcl5+RQ6oHX1y5Rm3ZULrI3l6qaMBXVVJTSVsLrMIjKaDtq90uzYywl4RxwfxjzkmShnykDHKlS8T0qymzpM7vLo069wpjyqhYxSaRpOKpnxxTeC4gFXYnT3ztD+3uhTw78TZ0Vw+QnklYh3lyqtIGa6AOkFgaHynVtRvfCTO6a2d4LHCvRaCPKjhbok2+CYUPiPxCUnRk8woI2DxSqenT5QCfp/sLGdFZfmNn4n7eig7OgHH6IC5y5u40NoeF5uVul1FEg+5mmQ9uun9sOMfo2Hdvc0fqhZer6do2lDfFfDXmHMqzx5EK5kUGSXOIYl2pkWJFB1noW84qp6qdgHEbMFnlBv4D90vl6jkH4fFcN8KvHo5IpFynBXMyvEI80zZkIGp2ak0i10H8zXoUEgjcEOcZ0GgMF7+iUZc7paHZHvNHwbucqAZeGTcWB1vGclGuS00ahQMrSAhq/Nd1DbkIoHq7LMInW5xDfjv8AJDMaX7VZ+CzYvwdcazOxymWyEZdQ6xSmKIUTcnkxysASpO6KCw070MDs6/hQ/wDPUQDW2/zKMb03Jk/40F7fEh4ix5JJ8okas+XMMS+lgoGk06MK0lVGtG3Oo73RxX0iE5Jbk9nWT7/zhb7P6pFBifhGizt8vWvRKzhfgRHl8jFnM7MPxHF0d8jloypCoH0nNTEFlo3tGdJN0aNhH0ma7xvCY0UBuT+y+btaNJde5KfPw0+Ay5FY8xmUikzEyfkXHp8iOi1LqJqSVZGZqqh6et4xHXOr/iXGGHZoI1V3+PwWx6HiBtuk57ewKVPxSc/6JFgQa4zGGcAbhrO19SAKIW6H0vGg6Fi6ofHI3s/QVvSn1nJ0O8Ib7b/dKbgEaMPSBqJ31Ag9qqz06379bxoZXG90lhaHN2KtsnlNyXVd7HpBN10HX6Ud8DOf6K9rPVcczoBC/pW0AJBvopFAb79z/fFkLtT9+FVPHpjJWlPC7jkWZhyZdV2jDOtE2UGl9wdh6AD3+14V5MghEg79vmlEOOJJmtPBJ+gQ34m+LCZJoCkCLJLP5zrt5jL0diQfSFRtMadr272JiY/jh2r8tfdaV+SMZ7XDkfomxm4JZHEkTKCwB1KxXWK2JAPcdQQReM+yaKMGOQLfaHSeYHbsvPmCFNJOZdKrfvQ6bsarbpQP74Nx5CTUTVydrGtuRZy8buactIBFEVTLrVokbDzHO4ZmsWdva8bLp0Dm297bcfU8fBfP+r5Mb/JG6m+nqkW/FFWiiqCrApV67BBDBgx01Vg9Qa6Y0IdV2AsgQKGnnsniPis15cRT5aQTqgVpF9SO1bOQGtSRuRvuOu5xmmdK0TeKytK0Ler/ANnwpAdSRWa4sczJEoiXRH6VFH5QSWJF7En+AAMaBjWt7BZl7i8qlz8ATUNI1oxDAg9mobg/zi621bQFXXurngvE2j0lkXQbYGmokdr1dj9OmLNWwBpDytPKN+B8xlmRR5UYmdVMkhKqodvU59V6V3IAN7DrtdjpKaaFmtlUyK3AE17r6A+CnPcMUKRRUYxGpAY0xVw+hySWa2WNpnJKpEnpABOPmedFI+YucNz2H3+i+p4PhNgayM3Q790v/FP4p9OpMuSdbMhZSQ2npaU1KzC6s2L6bYfY/QLLZJGe6RZ/Xo2Ashdv6rP2VeTMR6/Ljov+XEzOQqk7M8hb5rNDeyTdVZG4xyxgDCAvm88mqQvJv3S+5g4zEshVo11KxBIMnY9djR2uvc74Yklp2ClG0ubqtX+V41AdChaLRk9WGrrQJNgLt+o/etsXtaDpPelW4uFi0b+HflSRgICrCRRpBPqUgWA1fUkXRNGyLwzxo2uonm+EtyXPbY7UlNzdwBopNXlkLINWk0CLYj9J9VbkHayL0joMswmHt/KWjDmyBVGVl/NNkA9KPagLN9KFe+1djiTprte0bbJjrFqVRTFSPbZhsbBH+X84z2QQTtsiYyQoMvHvw4kKKjSskkEWqvS0ylS1kgagjGiflwfgQ00ur4ITLdqcGb1yaQnD4O5xTB5sBiiSmdw0bNRPqKqCSzBeg33wbkYUunS0Dg/MkIdufBbvMdyvpD4MfFBweGJYbly4ioIHgZkRFUBVDRqardyT8zu7E2Tj4zn/ANH9WmlM1A+wK1sPW8NrRGCRXqFdcyfEFkpZUWLOxSvIWCUQNSFV9IDaW1L1o7kLIOtA593RcuMEzRkV7J7j50Dx5XArPXxKcZGjSGSpQQx/Uv8Ay9RvftqxpekxAuA4pezX+S+Qmj4b+PuXn/7PyjoDBIsMcgVSAY9OlYrHyAOBGwPVQa2bYefpUge+bkgk/dHSZ8McAEZ8xA+XFrSPEOcxlmVIcoukOYQA5UKxYALQUgDQytftgTEhdZkI390gndwLsoR4z8QBUtWSIolf+KBdf+ivfe8elhc94rZQbK0bEIQk+I6A/NkpgKs1IhJN9Babj+Pti6Dp7i4kH+fRefMwcKz5H+J/KTOMoyz5YOwKSuUdS+u9GoBApcmgTY7fdrHhGFtn1/nogXzBxTm5gzTbDLRmSWYMjBzZ8ux6I1GgIpNljR6eo98XhpZ5vt/j0Xtjsl74gcNkyrQrCvmTuaGXTaFi1lnk6tIsKqzubVBpACv+vOZ2OXvp53IJPoAOFpsCdjGHbyja+5J9Eq+J/EgPy0ysLzyy5mfLqg9Nrl0JeeQvQijsOxZugHX3TxdCfISXOpobZ9d+Am0vUGQiyL3r7LF3M3JE3GM9mC+bRYiGlJijeQtDENzEpCgDyxIIjKyK1X6de30zG0YWK1rGnsPmVisiV2RKT6qF4D+HkE+ZEQkdcvBKJ9clFzllDyMGCgqGcIQANgSfmok0dUynQQ+IB5nbfop4cIlkDL4WvPGzxMgjgQq9O0YkgZN/XGTp2/wulq1/pbtWML03BmknPiD4/H/S273jHbr+nyWDuM8WfM+ZM59bnWV3vevT9QBQx9UjYIWtiYNgs495nJldymR4cckRSrFahhIAwK1vYNj7gWPt71hDn5j4rPon+JiNkaCe6IubPAEquqF2Wtylmun0/vXbCvG642R2iQKzI6dQthSh5kB0yxuOi9fsaIYe/Qgg19BjVQ6bDm8JHKTpLHJu/DFm4DkpgTc6yuq29aIvSzEL3LklTd7DpveM71vxBK2uO6qwmR/nJ33HyQRHwoZvNZud2AjylpGu25iDBRv0UNrZvckD3w0MjoYWRtG7q+6Hjj8aRzydh+yZWe8U5PwuTeFhpljtybFFVrTt7kH98KGYLfHka/euPnutr/5J/wCGjLODz8R2Q+ozedjkkeQrEhrZfnN0qpquySB0FL13NDDZrocZwaBuUK/8Tlsc9xpoSm8WOTWykiI7l5CqSsTvQck6Be9KB/S8PMHJGQC5vCyfUcM47gx25q0u+J8bVgoUDoCWoBr9gf6k97w2aQCkDn9grPkLja+f6qCyoU9e/q0nSbOwth17fTFEju/wXY61bpvZnh8WXj1uAgUUx2LM2gn07dSLH0/fADJS5xAVzow0XaRXFodTu1G5G1j6h9xtXYdfajjR6WMjGyXBxLlonl3wwDZOBzGGAAYg0QP2PXcA/wA4SnIa5xYOU9/CO8IP7JL8zxmOV1b0nzABfQAiwR/y/bt9sOoIqAcFm5hZITDXxgzMUcyagJswqoZOhWNVC0lUAQoKg9ALFb4rPTGPlaXcDelZH1KZkTmN77X6D0QZleNL5iqz+kkEN23NdPqp3w6le3fSk3hHTdJn8T4vFpVVYkKxOkdNWkBdh/cDYGsL9F8cqloSv4tmV/MpCCzd99h069D0FjcYOs8UiQFd8vxglCSpCo5AO3RW9J/xVXfbfHonuuq4XXtBCZHhfEDM0gQANpIVAFSO6C0gNVtVdlPXbDvF/wDYHd/RLcsf2yCgTnzLiQB11UFVACKO10dydwBXU/fGYfbjfoB+yfQir+JQhkuAtq1V6QCKsenSAWuwfuCBdmsRj2JJV7hQRRk+JIyhIU0u7MNjYAAJLNW1KL7dBZrcigRB5ACofL4YLj6KjbKCQOiIumEPrmmNhWuiERNgXI0op1O2243p1FGQwxsAFdz+yWulp2t55rYf5UXh3PU2Q0rBm5Cw+eN/VCor5CjWLN76fl6asVsm/CnQx1n7D0r/AArzjtywXSMAB+p9/wDtMLlrmfOZhQywwIG62zKXNj5QCSdu2+xxoGZEz2A6RukE2PBFIW6ihjnHIyA3JlQLAtY1Jv3OvUSNvl9PX3wuymF9l7djzSPxnMryu+u32r91Uz8ztpvzmkQUNDn8yKhQBvevY7hq3o4yWX0+No8SKq+60EGTIDof9RwVoL4ePDVuIws0WbhiaKQMIlJWVdG4dybog6SoAobk9qwXUs84TtJaTf0WmxoWzN3K1T/9vZ/OYZkJUixNFMjWpmi9JV6NKZUJNi1ZkA9BYLhRiZDZmO0fm7g8/JWZMBiIdyELc78ZJiJ00Q7nc1d12s3W4wWyG3anhL3PB4Sr5h5vTKQjMSGofxJy23qcMYyxcqKYxgEaiAQpK++GMeK51eH6E/dVeJ3K8+E8TGZ8t0rRJurEURVEWK7/AF7e3aTnyRin0oUHO2W1/Bzizpl8pI8urMT+aoNAH8PCZNCu3X1aSiC/UxLE+myAZyX+UH5dkR4endVfiZz/ABh0kikS4xoKlqewTaPZ9CjbVsCaBN0MBPbqkL3jtSJaXCPQ097WWvFrxLihgEMWXgjSaP1eS2uedGp3h1HdTLIoM4oaWQgEKfUXhwHXYv6fz/pelkL9ypHw5cjpWendAJpstKjHSPyzJGWWJfokcaEjsGF7nHs/JsNaOB/P1UMeM6rWcfDbiDZSbOTsF8vLReVpawGq6G29HWR1GxGGmWz8QyOIdz/hEYR8KQvPYINyfOEudlerLMXYRqABGHtTpA20rYJP3vDPwI8dlnsOfh3VjZ3ZD/2RlxDkcQTwod0zUQZfYTKVDIfa6BG36j7YXx5YliLu7TuPb1TZkYZKG+v6po+FXAhFIYhehj5kfuPUdafyTt1qsZnq0pfHrA9QVo8OIxnT27LQfF+X18sEEWQb2J+w239juMfNMfKLZ9JCZOF7LJPjFy2BIdiPMDA0CCau7PU9vrj690ifVFus1mweZBHg1x9YBmlawQoK3tuPNJ++oaR9O2GvUofE0OHCzmO4RageVXciJIy5lV3GZRtQr8wFzZdQfmrVZHt74JydHl9vvSDi1C/dHvh0sMWXSPNMs0Ucto6MVXc2EcEBl6bgbbH174W5IkllL4tnEfHj0Wn6ZNCyHwp9wDY/2nDxTniNYtRREgg9YroNJOkijRrr0OFsXT5CTZsrR5PUomxigA0V70sn+K3iIubzMrK4EQVUVv1OEFei6FNfVugF412BjeBEGHlfOOpZxyZnOHHH0QBm4QwGmhtQUbml3JY/bc/XbfDIWkxUByO17D+fc1/l7YmaJUUS8yc5yTxxRsSwjJaz16UP4F4rOOAbHdT13sVHzfFKSAirVSKPXY2L+m5wSyWm6Sqy3ewnn4BeOUKkwZs0s4EatfoQsdjudt6u7wqzIL87E9wMwNOiTgpheJvw9fi015Z6mjBZbPpkUi9N17H0t2P32CxOteBL4cv5T9kyzuj+KzxIqv09fgsw8ayeZQlJ4JFaPuyE11/UBRG9WCR9cbNmVHILa4ErCvxXxmi0j2UfO8vSRohkR1D9GKMo7nqwAN1sBvtf2iJo3Ggd1x0b2+YtIHuirg+RcgEgmnGy2b2G1jv6Savbc9sMA1oAJKXE2SArJsqWvVCe4BCMAbHQ0BTCtje4/nBQe0iiqhzyuOG8LYLRSiBp0n0kKQbYlqBtior6Ha98TaA1pJGy6XehTS8IOIJHPHESuppAAu5Gw2BYmqIY9R9QRWLsOTzGwgM3dl+yFl4d56AMQPKCU+wTy1TT8xAo73Z26jGafNvpPOy07I9rSm5p45oeRQutValayB8oqhQ73v0av3NLg4XsrBTgAoXJvMixk6jWtWUnoaIJ2rpZofaxteCMN7WfmQWXC54pvCpU5ikAZQ2zHU31bf1H3O+3t9N8ROVJuxh/nxRJx4yQ4jhQYobIJurFn+l/zgKNnm1PurRDjtTU2OXOZjCyksQaJHchRWqva9gKIN7fTGoE3hAHlZN8BlBoK4k4606O0kzAm6iQ6VA33ZhTO291d3sfbFjC6QF7nfJVFoicGsb80peZ5vUCpIoV9/vZN39cIs/kOad1o8QW3dX3hbz42SnglNlEdS6BqV06gN206qsfQXdYzHUcXx4nM7ng/uE3x5dDwQvo1D4m5XicBaBxKyBW0xB5Sj/Npcxgqh7Vdn6d/mGF06fCyQ5wPxPBWolmjlZQPxSM4z4qqpGXbzH1ajEWjcOHVSTE60dTf4SCbHzVRJ+h+FrYHd1knupxrhJ7nTm+GTKuJJQZhIpgW9Wj8wtNr6pT6QoUWW6EqFpj4Yy1wLeO6gOd0yuU/jeVcnDkTlKjhZG1x+WGJCaP8YsXZHQ71QxCbDfOCNQq74XGERmzakeIvigc6sQUPHl3gjy0RmVkWGVZlaXMK0blkcRvJTxrIQGAMbK7Ayw+mCHa7JNrk2TqFpw+F2Q4dxDICML5smTknFysGzHk/iZRHK7CtYYbeYRZZWsKfThF1ZjoZPKK90XiHVuUCcM8DFhkcgWqhiNO+9iz9OvUbXhM7NeWgBMBEO6b/BAYIfLSg0quzAmq8xCos9bKqv0374BlmaR71X1U2RU67WFvEDioBlhLaWzMzs2+yrE7qAe27KtdqH2xqcBt6ZfQV810kAlnqrfwc4GIzLIVvyloGxspIGx27ewsXvi/NcZWBl0tB0ljDqLhvWyNvHfhZOXhZf8AiZfMowN1SOCCCewtkaz0Av3xn+lvIyHMd/yB+yj1BhY0PHIKMeT80Jo45kBWYHS6NYZJF2kRh1VrFsCAQTVCsK8q4ZHQv/KeD6t9R6/FaTDkbLE2RvKeXDuJF4t+qg3uVux/iBBArvjAy44ZPq7UmVLPPi5w9InVrBYt8okMm1d7AI39y1+/v9K6LKZGV+1JBnNAIclF4YSZJZ5kzscjiVdcJV9J1h3uzqW9SKe5F3jVZzZjC0wncc91j2OjbIRJ33Cn81cUGW3gRmh1EUwBljC9DsSdgBuDZo79sDQxmUU87qqV2g7cKDDx9fXKyK2XkALhTtYBFjqN7JII2++xZMxtRq+P2Qxn0jbgrTnF/h74eeB5vMZcyLMmTmzWnMZy9tepSuXjSPYJaxkswJSmWUkF3LJBbaq+P9pV4j7LSTp+y+dWZybLRINEkA9jQBP9GU/uMVbtdamN1Zcv8RKt1pSCGv20tt7/AGA710xIbrvCuX4SJFDvJHEAtLHquQ9gdG9Kf8Wmydt+oPMNtDgD7/6/6VerfdUeYy3lklWb2vTXUfWv7YGfHa61yhZhWI1Hu1X9aB6dR9++/scUvbtale6suV+WnnNKyqBXqawN/ahv/OKvE8PdTDS7hbQ+HXz8uiwyZpZb1CM2RoQjeInc1W69xuOg2yfVNLzraN+/8C3HRJXgFjzYHHsqTxe+IaLKSPFDCkkiLTFm9CtvY2BJbvproRdXi3BwJJakJIHovdR6qyF5YxoJ9UtOA+KWYz0o8/LCdIypUNIYYkdWsFg1hqXoCRsDsd8aX8LHGPK6h8LP3WSfmSSu1O39k6c7kIp0LumXik1AUk9iwp6kaRYFgbGhe4vejTkR06Ky1ckbBKPOAHIRznLtio83EO3qlWumxDXdnuep/uxjz5RWpiUvwYv+Ll45XwweVk8/iGVGx2BsVV1djfbvubv6YZO6q9xAMZ+iG/8AHgcO+6a/h54B5LzEZuLxK5daRQovodI1eo7CrBxKDqM4eCIu64/CjDCC9Z05o4gv/DBZQqa9IBAYs1KpqgqhbazqFAem6OK8OHU4yH5IjJlIAYEsebp9LuCoO6111bqL9rtiSPv1wXO8MvUqIRqApV/E4khVkDRu8ioWIB9FlToUt1I31EAG9txhNrLvNVfNMarZD0bj2327nE43CqoWuFSc5ny12QADQH+mCZ5S9jieL2VUcYaRSm5bilFW22GkA+1bn+cTD6Id2VLoQWlnzV1wjixYm/lNsSBZAAOwHa+l3ex6YLx5NZ24QE8IaN/gvLmPhg6j9VkDuOm31/bpieRE2qO67jSoSaY/t/1/39sZx3w4TulqP4PfG+PLLJlpiqpNKHQ7j1HTr9Q7gJaj6n64QdRwTP8A3W9uyKgkDDRTA5n5efP5vzOHQPPGqyiScoVy8lIyuiSGkZgDWpTtfTY4VsyGYkWiaQDfjvuiXRmZxLQhuHwoyMnpzXB+KCZwzKuVYhio2LLC0clgnuALO+DG5krxcErC34fuqS0NNPaUmfEDgWTyblYYs1EyNWnNAagQNvliQij12B6bns/x5JS23V8uEK8MPFquh8TQymKVrjmUI2gMgjOoMkwvdnjbcEi9GpOjkEguI3B3VBZ6LUHwb58QzcVhzEgl4hGY4qDWkuUj9JaKqDKD5ZFKKRlO1tjL9ZmkLA8bg8o7Ha26T14nkntR6WJsCjXz0ArfYk30rCFsI02eUT429KfnFC5qWPQGRWjTfpSVrI+u1j6bbXjxjjG1brgkcV8/uf8AMgZp9MauJRIR03qWSu2x6H740mCy4BZXWP8AOdlYcB4zJCpHlDTK0Y02BRMq7Bq29gDYoiq6Cbwx3xFpxjSujo16Ig5z5oaWSaDQJMufMjdj6WUHSoYqD/4cgXdaIXUMCRQMYBINnbV9d/smPUJTkPIaPL3Xpw7xQaBsvmCoC5seTnI6IZc3BUZl6m/NQB7UAk6w2rVeAp8BuRqirdm7T6tPb5FDYmU+Ag/8TsfiDytUcvc4KdLIqmOVf0gkahsdrNe5B6e9bnA5kRbba81LZtOsA2lT8Q3G8vDckxjIY6hHQDuQAVRVWqFgamYbDuO+h6CJngNYD+yV9QkjY3zrG/M3NcksmsIkRpdPljTpWqCA9dFGq+rX1OPp0dsaWDuvnuTcj9X0RtBGixrJFpYSpemX1iyKKmirWpNXdWo2wCydzXlhA27rrmB41Aqg5I8ZM1kHdsukI1AoyPEsqf8AEV/lcH9SrvsdgL7YZCS96S8t7Ik5z+KziOcaQzvGfPiaFwqGNdLir0amXWmwjerQCloE2XHK1vlofH0VJis6kp0zYY+vpvsOxPSv3q/p74gH27dWVSgt16e/2/8AbFBJabUlfcs8RIY6UV3fuQSf2o+n6tRP9Lvjmok2uFmvarT84V8MKeQJZJbnkIIgplG/RGYNqJPuCK2xn5Orf3S1o8vqtRF0U+Frc7c9lnzmbhhhkkQ/oIA67ihXc9uu/WxtjQiS26u236LMOZpNFS+X+ZJkNRyaAB2Ve2+xq+++K3MDydXC81xbwibI+NmcFL59jp8igki63FG76G7x0YUDiCGqw5UrbOpUMdNrNan9TAt6iT1O562L64KazSQBwh3ebcrjgvPk0OyMFBIOygjYfX6HfFhazVwob1smJwbxlzDLQMdVdlF1WSASLH7AYaRxtezypdIXMO6u+C+IOYBJKRtpA20KKva+g7Ae+3til8DWfmCsa8u4RMnOc5K+lBp/5R0o9O3t/bFJjZtV/VWBzvUJh+EefnztehDpVrpUUodWlDenrqvpRr74JY+OJzbPKg4PkBSj4vw/zJWIZTTeWx3PpAXqem24oWQN+mGGHEGQi0HkvJkIS9zPD1OZLPJ/wmLn3JSgvXsTTDagB16YTZ/m3HKPxigLPSW7n3DG+ver333/AJwA8NbQ9kaCSqyPr++IwuDX1a87cLieTHp5QW6QvNC6Bv7YpEgI39FJXnAeJ+UGJdhqRgFXqx6AM1bL7juP6mwy+GDbvkOT8UHNH4pqvmf2UKfibV8xJJv7Yg+dwHO6sbC2+NlXOxOF5JO7kTVJo/DpyQmezkELsqRkl5nd9CiIUpGoAlSxYCx7+2A8zJ8CBzxz2+Ksij8R4avoJ4gfEJwrKEQRZrKwRHJyZZBEGaLKtWjzHSOImVySGQJVi7YbnHyaLpOXlXI9pI1Am+T7C1rTLFC3SDRWM+cPiJfyoVhzkk+bykzBM/5JieSGNy0JBLFlUDSpiIICjc77fScLpYZI5+nS1w/KDwe5+KRZOSHxgcm+f+1a+IWak4vlPxhj/MZmVwGFFkBBYrZIZjvXsL+mGsLPCcYwkzzW6SXL3JQ0rNKwCJI4MbVbmJA+ir1EOaUnTpAPzEmlvLDa8ZAqvgHH5YWE8c0kU8bqUkQsGFKb9V30paJojY3il0bXtLXDburbI4X0q+EjxXj4ugebSuYygJnUA+oiisgW+jj/AAjZhVb2clmxNxbJPl7IplvCvuEc2R5jz5Ek1tMZKI2KimAJBogervR/jC6R+pgdSIA07L56eIc/5sTAAhjKKKnosxBrqf1fyB7Y1uH/AOmgqbpyjcx8ReRQFOlFs0LBJFU3QHruKNirxZEAwm+SiZXlwoIN4ZzxNGzsXLmQENqJ3LEEsSN71C9+u/vgh0bXbEIaLKkiNg/VWeb53V9YCMnmEMAW1IrgLTDYEWy19FJxW2AAg+n6K12VqJNVacvhr4rL5aJIH/UvmIxX/wAquR6bGwBO9bbgbI8zp+p+oV8CtPiZ3k0n6qj504RHPrZVkkcWNLes7hv1Wa+lgYOxSYvKQAPZVZEYkNjdDHHuU3RPMaKkVUG/uaA+5N7/AEs7YMZO1z9AO6CniLGaiPZVvBG/7so9pW3rcdD161iEzSJbSlmzKQRxaOifqT9/fB4GwQb+VDEuJWVBSMrAWICgkt0AxMO9V6rTg8JeBZWBjJnYBNpGyGii0TZKkEMarr02r6qs0yyDTEa908wI4ozqnF+yduc8SckUuLI5WKlKi4YgW9/030+o6Yz34TIDwXSOJWj/ABUFeVg+gQxzP4urFEoSTzHW6NlY4wCRYY9auu5NdMMcfBfq1HZvvyVTk9SY1lA2R9FmnjfE2nfUTZals7XQ6m/c3+2NM1ttocLEvdqcXL0Z1QNpq1Wr72aB/jf/AExbVA+ygVWZAWw++CsPzPFqqTZpRRy5HqYgGtmavpQvboOvTBMpANqDQqHiXDijstXp6drB6H+Dgc28+UKfA3VhwXKNt2GoD+t7/uP4w4xo9IF7IKZ4TN5bkvVderSLv29j7k1tizO4FIaDndH2Ry2sfMWaiOtUdr/r70OtYXxA3uinCuE8vhd4QEysz2bOaAroSFlFC/Y3tXuRhVPGXZzN9gEwgcBjk97SA5N8yQFxtHIrMbY36iTa7DdhsbAB+lVjZhxDabVLMvbbiTylVzq5SWSmsMwJ3vagCvv9CO++MzkPcbFp3C0AAoK0byWP0n9jqB2+1V9MLnk3ZRIVbN1P3P8AfHro/NS7LrJJiyaUF2y4AujHA7ng7hdC4XHGCrK6ucesnleXYDEguK85U4iyebpLAtEy2pogWL9rHS9wR1BxQ5rTs5WMdpNp/wDIPhZBm1y0j5dj52WJY2oXUCybFiSDaMQTsKqrIJzuTmvgL2gjnYLWY2CydjHuaSK5XfxK8L4RlpXWHQmSjbypFYU5PW6HUsTe7X9OmK8XPcZGtLrLjx6LuXgNELn6aDRsfVT/AA4VV4LSrc2YnmYBXkLEKSo1IrKABp2uyb1d8NdbzlEdgFjZWjQD3Wc/+2mj81HjRjIwXXKC7RqH1N5dn0F60u27FCQNN3hpZu1HSCqY5utwK3JC3YQWCOvX2vuMQ3U6WiPgl5oeHPvGZBEubyuYjkYkAKulZAdzQrRsT0usIOuNLscubuQR9yiscgGjwjXjnHsjG0pjbNTtGkskhys34dVjj6jztBsFiB6FYG+uFkcErtLX0ASOd9vh2V7nNF1aS3MiAjJNICRKcwSHOqtbxsBdA7WaJonTe2H8BALw32/dVN3IJ90R8kcIhMczMgOkMPUxb5e25IoAGsC5D5BI0A903gjj0ONdln2Vtzh4s6uFx5eR54b+IQyzqJE1R6gGIFkb7kj9Vb+x+/TA2TCZGkA7plh5fgO8wsLQ2Q8YOEyUZXgIA3D5enJAPRvL10emzDGTlwMsAhl362tczqWG7c/Skr/FTn8cQYLBoXLx2EQenpe5HpCgKKC3e5J60HvTsL8Iy37uPJ5+V/4SPqGY3JdTPyhKvI8VKHSCSpaiO1na/ex/UYfvY1zQe6z2quOFJ5jytEUP077dTVnpiANDdc5VPwrgkkppFvcC+gH3P+ziBcBypMjc/wDKEz+VeTFh9THVJV2O2x++3T/fQJzy7jhNoYBHueV+5q49EgYaxZJ9I3b5uu11dd/5xJkTuQuSztHdBPE+anb5bHXc7nfr9Ad+uD2wOrdLn5BOwVNnpCatydz1J9/4wTJEGtBtChxJUPV7XihriNhwpL087tXXFjngnSvKZwzIFioX9Xf2HvgyCI2K791RI8Abq24IAjbut1X23PT+n9cTDNR5XS6hwr7jMEbBSm7BfU1VdV7jej36YaYmPpa4nugp5gXABR+DNRN9O5Pb+O/7bfTB0bKPKGc7a0QOqgAltvoQaOxNd9tv61e2IZETiLClG9oRryFxYP5nX0p0X9Xq61XX3PTvgeKJ7nVQXpJA0LY/w4ZJzlWpaT8UNIsajUgLAfvW5++Ec8cjM/z8UmcTmnF8vqsuZWQl2jRfQAoU6tq6EGrJ63u16j0OHPiHU5o4S1zQAHeqRniYwWRlABYHqB23+3T7fxhNJG67TJhFBATzH3O/X+b/AL4GdwCrQv0y9Ce+/wB8Te0aQfVcBUdsBFTXNYlQ7Ly5AxYB6Li4OKr7LqkSgALXWrb/ACH8dcTvZcT65D8HYYcqMzm9Xn5ptOXg1aAIzpAd6GrzJCToSyNFEglvTn5c57sgwR8NFuP7D/K2OJ0qNuMMjI5dsxv7n39E+Pho4ccjlJ3zegRDM5iKGNidaUi0QoHrAkd/SWADDqQdsr1g/iMpjIb1aQT6FPMBkkMD2PIDQ7a+3t9UnviN8RmMH4awAzh2AYEkB2KIStqdIotpJGoVqxoem4QY8zHmkg6vmuczwe3Oyz7xLmaacIsj6xGAFtV1AAAABgLqgO/bGkHosnyqhhjpC4pHDowSNRoDf744FFxobIj5WzxWQyLGJFT06WJo6hXXY7AE9/scUztDhoulNoI3Ts8M41YZt1Qqv4KdWT01qkQEA2RYJv111AHXGfymvbpB/wDoboxjgbSv8TZSseWF1WogDqNlF/2w3xGi3OHt+6oeUK5bnSZUaPX6HGltt6PXfBnhtLg4jcL3jP06b2VCcSVK/A46F5dpJLJPub/nHb3teXGvHeeF5TeDzurqYyQ4uiOvQ3/S8TbsvLiECxXuNz+21dKv96xIkVS4jDNcM1KTuDpPSyL+hs/x1/rikGyrKVvwziKuFKERhFApR8rj6H3G9k9aP0xQ9hb2tMoHgjZDvOnHZAQgal0g2uxe+5PXt9LGOxgeioyXm9I4Qjd/vgq6QKZfI/ha7l3njdYoYxMQy6gymTy9LhWVltqWiUbVV6QbFMuSAdLOSrWRE7nhTuduSgzMsMKIsBcKwkYJNHSsSrTt6pULgaV06hvXTDDFkLmDWb7V33/ZVSsDXbBLWXhZBYaSCD0Oxr7YIbCHF1KnXVWokcf8+2IMib35/wAqRcveA0Rf16fb/XBMQDNIUDuF1hlx6B7eKXXNV9wlGC2WFOWFft/mRWHGMS1tlL56LqpE/AcuNJJP5hZao1alWuweosYYscwDdBSA3twvPN5EkFnolT0Psb7jaiL+3ucVSSNq1MN32RHyDIx1OFFAEEJsbI2F2SSQtfUV74ogkq3/ACXJWg+Vb8+HXl54clEsjUzFZST6mXUyhQKs0ALvffa7BAzs8vjZYP8ACmsLNGOQeVhviPPAbNSiI6VZrZr/AMRPyAiwAvvZ2JFXWH0bGtmcEueCYglPzpl7kc76bNE9d99zZ3u+hIr74XTs1PvsjYnU2u6peYOGKjegsUO6l1CuR7soZgP2Y/fC6eLTu3hFMcTyq1hgdwLhqVgXk2BSpL8McFry9Ixi8Ct1wlcyQkdR+2K6rcrwV1yRy7+Jngi7SuobtSDdzfalBN4pmeWRl/oEVjReLK2P1P8A39lvzmH4f3z65OVs1HlMrk3V70HVJo0FGiU15hI21sQoG4Z7ofMo+sNxPEjDC+R3pxv6r6lnQjI8IRuAa2vsk78S/i7ly3lwJ+RlyfKUmvNlNl5XI+bf5jsLNCqWnfRMCQM8SZ1uP0A7ALPdWz2nyjt9ysq8c4y8zs8jamavsABQAHYAbAY2TWBooLEPeXnU7lR8k1EfQ4speYacv2ejomuh3H2O/wDTpji44UV0jH9O+JWVFX/D+NIAii1AkUsTW4G5xAsBNhdukQZTncBgRM0YYSK+kE2tuVUgdQ3o7ECwd6OPGBjhpfwo6iNwgvi/FGlYszEk3V30u69hV1tQ/fHQ0N2bsu2TyoRXHV5dMQXl+x5eX7HQvLusn064sD/ZeU/h3EQt9RfcdV2IsHY9yPt74mHjhQINq/k5XOYXzMupdk2mQXa/4H36hwCD/wAwPXFTpA3kohsZcLaLrlWXBeKgqodRaUpVqAvfrdG9twTeIytINhea4cEKu4dmfIlthcMhNhTqGkna69h2xc52se65G7QfZdOY4VlorIvoU9+oFV9sRDCrJCHbhRfD3kmbO5nL5aAfm5mRUQ9Avcue9IoLmt6XbA80ggjMjhsN1XGwvcGjute+NHMkGWE2UikkOTyAHnyszPPn84xJWMOxcqrvbFix8tFYiybwk6ZG+Rwmf+d9lo9B/vi00y5A0eG38refcrKXH+d5ZWUu50oKWMM3lRAbaEVyxG3Ukkn39t7HDFDQaPiT+n+Ehc577JKs48u7QtI6AxGQKH1euNiCEIHXTdixYvZuoxSPLIWt/Vcry2hvN5SiQy9FA1f4rGx37G7v++CQ8SGj2/7VZBaqk7nYdcVusuaGjlWjjdeuVybHcD6f7+nb71jrGvvUBtXC4XBOnwd+HPiPF2iTK5RxGQA2akVo8sqljqbzCKag3yx62JFVinL6pBjRlz3Cx2B3+gUIsWSQ+UFbM5q+Crh/Dct/4uezMYslnEUYPcoqg9LumLEjuOmMnjdeyMqUMsBtp0OnRtYTy5Yw4nxNIg6vlwg8wgBj2HeiAa61tv8AXG/jjc9oNrOyMa0lMvwLkyLSBcwZBCXpvK07PdFyXsaADYpSTsPTvjk0MrGHwqJ9/ghGNa5418LduS5i4a8sMOQcsGZXtZElsa9BP6tEm3qFLpJU0ehzfT8ebeWT3TXJmjI0NXyZyPE2klOo0SyoxFA16q3r6i6v98aRjvElcUE8BjAAo3McTCQqF+RmOktRB92NAX0IsAbj94y3dBdiIqyhjjrys1uDdVuQdh9RhZIH1SMaQqnVgMk1SvpdVjvFFEldUiCHp0wWxlVarJVg+UAujfsLqien1JHSqwX4d70qdRPKk8F4B5pcagHUWFO+qgbA+3+xgWSmmq7ohgLuFMXkyQuRGwAjhM0kpJVIo9wWZgCaawihQS7MEAOqsCySNAHvsPcq9sTiTXYWT7LS83jYM7Hl4zn6EUUSShYZwGKqFYx0l+r2sV3PTGPHSxjyPkbHZJJG47+3K2seW2eNjNdUBq2O/wANqQdzv4jZDK5icxZZs3IpQJKQsUcdD5ArpMRZtiylZG9I10KDKDHnkjaXnT6jk/sqMnKxcaV2hus9j2HyIPzQjyp4KxZ4ecM/HlY0jaTNHMhYykzMxEWWiDmSdSKAc6AN7PQG3IzXY5DdBcXHy139yeyRQ4f4g6tQaOTf7eqWHEuC6GcBgVQkB+zAdCPvhqHAgXsfS7QL4tBO/CqNWPIdfnf9seJXl+BxIUvKQmTYgkKSB1IH0J/sCceJUg0ndeaRdPbEqK60Wd1OmjB2AoLdG+u3f63+1e+PKwtvjhVZxUqF+rHl5fqx215fqx615c1jy8mT4G81NBNIoKhcxEytq6AqNSn9qIH3xTkRh7arcJlgTeG8jsQQueZ+RJnjknjjPkIS7St6Q7EkegH5q3o/f64sM7C4R35vTv8ANRkxXlplA8vr2PwQArv0BYj2FnBHmtLrX4ROOzD/ANJ/0xYLq1zZOH4UuJLl84J3Wzl4pnS9hrEUhvtvtQ379+mFXUAXw6ebr9UbikCQOPZeHOXOTTZQREANPxOTMMzf/h1iQE70qkyMfbUThqA2KcPr8rNI/VDEuc0g9zacXivy1kOX4Mu3DpYM1m54gJc29TBgwJcRI2pItxSlRqobsTeMvjTTZzy2WwwGwOPbf1/RMHRNhZqBsrNXB8m+ac/nKuoO7E6mrT3EcYL+piBSqSPnohWI17MgRigNuEpLbNlPLwC+D3OZ45ebMBYspKvm7trnMCWLWIA6PMPyM5AoFtLbAo8zrkMGpjB/csAenz/m6OhxHSEOJ8qd3LXgxyw3nPLFNFDlCY9bSFWnkuumlWQ30rStEb9sJDmdTaBuNR7DdFCHHJIrYJSeI3PfCQzLw7JJFFD3IMjkigGJdmB7EjcfbGjwm5IZeQ6yeQhZWQ/8AgvNfE/nnMH/AHmRkyro6JrdB+XTBAIytJsbAAsbe+GbOlQSNdYFnb15+KGOXIwjSdk8sr8W8ucIaRHQHeVdBeIi9lDX+r5QT0sGx+oDG6LDDbAd1GXqMhNgLOviXxyKfMSNAuiOR69RPVT6r7AHpVY12JGW01K3uvzEbq48PoWAKsVCzFUZqoqA3UHf/wA1adyNr3AYv1RRuc3coUBrpACtf+BHh7BFPl2jnkJjlQkCiG1aa6AHfYDtZ6YyeLmyy3qR+VAxg1BfPLO8IcPcb2zU502PWWagCdnFj5ltRYBIOGxiPi+TnkqOtpb5hsrzK5Z3WTzSovaRl06r22JG+kgKe/tQrHnh53PKHc5oI0BA8sJsgBqo9R9Ou11/7YBexx2CPaRVlQsrl7ZQR8zAV9CcLXt0gIoG07+M8lwxRM6aE8tAWLgsjWAIxQq3ZtXT2vewcLGTvc4tPchGSwNaLCTX4pTZcVq3oD+3t7b4eeIAAHBLdJ7L2/FxCiuvUgBBIoEg9CL+vX6fXaIeObK6WkqG3GX1ag2lvdduv+uB3v1K1g0cJ98h5FZeHhIsu+YzOamd5FQGSST8OQuVgI6iMMfObsQpFEtYzuQ7TkB73BrANr7ep/ZazFax2EQG28mzXt+UfXdB/NnJfFI2jTNvLF5rIoErNGilttwvppdga/jDGKeCS3R716JbNDkghshIv12r6Kki5jjg86BTMIjIrFn2dmjBB1RC1F2SNyVGxY2cXGK6d3AQviiPVGLq+/O3su3EOdlA/JypIVdPmPZH19Kiq+79+mKvCJO7vovGeh5WoN4rxppPmoDsFFKP8z+5OLQwN4Qj3l/KrzjqrXGPLy/Y8vKxynMMqClcgdxtv2399tt8cIUw8gUFB8w4s1FQXUtiK9a4xxeXZpPoNsdteXpBMB1W/wByP7Ylq9l5HfA+T4pkDKpH+Lrd77X/AKYpll07LrWkov4B4QxMb0Ej01Z9/f8A0+owA/L0iwrWx33TU8P+TIMpOjNACihtQCq9h1ZflPU72N8Lsid80enVR+NJpgFkM4dI2x3+aqPEWSfNwwZTLwSRRg1I0sfloqRlgpAv1FhoYBdg2vpq9JGO1kMjp3myR80fn5rZIhjxChf2XtwPwuSBNGhSR3Jomups1uf6Y4cpzjdpD4YXtHyfGR/w7JvuAKrf/wAxGPHJeOCohgtCPivwr8KkTohXUzRk1/jTbpX1G99cEYkhkeQ7ddcA1LvlPmKNVkEyqUAZFurDSEgP03r1Wey+/TDicOeQQvQPay9SAZc2dgWLBdhZJAF9gegPWhjgoHZDWUUcv8ThGWzStHc8jRCNrOyknUK6H3H1rFRaXPaew5C9YqltH4avECbJ8HzWYndmd3aCEvISSq2hUEk0iUVQAbFa2GM1m4onzWsA2G5TKKXw4ST8lnHnzn+aTKeX+IavxJcpqG5OmiSNyvYAkgH276+PHDZNVdtkr1kikr+JZsKPy2I1inF/qFXX0Pau22GZjGnVe6rvel4RZIlgAPa/pYr+/wDpg8sLSK+f0VGry7pmwcazAiSMsVjJRgoFMCGO1j3Kg3vS12xCKNus33Qb3E7DsjvxF5Zy00eWzWWcqmaB89OrZfMxHRKpH+GRgJVN9HxfhkiR0L9t9j6r0p8gLfohfgPBmVgXYgAFgoJ306dLWARVswAP7XtjQRwW0tfwbS+aaiC3lfRf4cpo5jl3YpZkQM1n5lC7Vf8AiIPt7YwUuO2KV1djSduk1sAK+W+YzTnyTZXSNLab2Go3S3QHcgKPUSe+NMQ408fzlBCqIVW/E3ZnCoPVdgglaFbAFztairJ+w2AoDnkkK4NaACVWMTWksR7gGlo7nbbcED36V9hy0/lPCtvfUFU+XRsHobH+WFxiAPtSJDtldcX5xmkXQ0hKFixXYAttRNDsAABekAUAMVGFjdwN/VT8Rx2J2Q+73iiiTVrw2XloxzQVK1J4dwtpGVEUs7sqqqgklmNAADuSaH1xU/TGC5xodypNBcabyvorkeWoeXuHQwuqrm5FWXMlfU7TvR8vUP0xCkUDbYnuSflxlPVMxz2n+2NmjsQO/wA19FwtOBi+b8zlmzxL5z/E6g76wDtvek32JPXetu47VjaYkQiADRSz2XKZfzG0t+XeHSZzNUkTzTSGvLhTU7EaRYUAgDYamNAHckXhtLMyGLUSAPdLGjxpbHJ9FvfkjlfI8IyIbPZZGzWktIs6pJJZF6EVtSoqj07bsfUbvHy7Lnn6jlBmO46R3aar4+q28UMWPDqfXve6wl4uzx5qVpocrFlkklKBIgEUgn0kqPSG9yoF3v0x9Gw2OhjEb3FxA5KxmdokfrY0AeyD8hxYwLRhhk1k/wDFj1ldJq1Nig39awW9uoVZ+WyVkUo8vMxN/kZcX7RL/S7OOBldyoqrzGY1dgP/ACgAYsteXlji8vwx5eV/y3wOOY0ZCjfUAg7dsQkLm7tFqTQDyiZvDBO0jGvsP7jFAmPopaB6qwyvhtAFti7H70P9f4xB0zuy9QpXHDORcv1EOo3W5J/ue/vWB3TPPJ2UgBSIuGcMKEDRSg9K/cdP4OIlweN10O0lROOeJUGWkKMHY0pOijoNnY2RuQbq79+uLmQFzb4+IVRdZXtkfiOyyf8AhZhtqBqMUR0I9Z/jFEmC5/BH3V7Ji0Up8XxLZWq8qYNVatK3t031/wC7xSemkcO/VXjKFUWqozXxCQsw0xyAA/qC7/X5j9b2JrYe2CY+nHYFypdPfZTOH/EnBHf5MrGyAdKVV7UC1jv1/pjzunO/+gqxKR2Vf4l+P2Vz2XkiMEqyEo0T6UoMjA01PdFdSkgHrfbFuNiOglDw4Hsuvk1tojdJXNZjVW+w6/1/3eHzj2Q6rtOBKBNLqLeXORvMhzEzZiKFMsNhIw1zSlSyQxxqTIWcD5yojABttsdLtJDWtJv7e/xXOU9puckl4VwvLxtoUZiaKVTQKs0xILmvUGWQMa6ihuelcMQhmlld3r9FY92uNrB6pPeIfBzl5GiJFxubqiGo2pse/fDaCZsgDv5yqHNLSQhdMizBjX7V779Prt098EukFEqobUEdct8vaQWIFoNXYgAHa7sde3XFkrweEJdndWknMuWZQG84sNiyhQo2IUgX7mz9FojEjE4Nu+FHVvuNlWcp8zCAkMGkVj601UHG4ut1JGqxt36i9iidTa7qsgk2jDmjMo0iyRTkppVtBHQMQflNCx1O+1dT3OxZJHGn9hVoR4AGw3taI+Djx8aWXL5XyYrXMRoZSzKzBjp16F2v0n1X7fsofiNlMkgdt6ImSUxhoI5WSs3mg7FgqKDQYIuhFAIGsL+k0pvpe9jDcOFbKvTQpUaZutbV0J3Av69xV/W8CCcMNogxk0FEmYMPVQLWV7bdT0O9/wC76YrfK2RWNBaqHPRVXso2+oP+/wDe+AJgAL9EXGbUF5MAPkBCupeeBTq7lTR74cclxTk+bIEVEZiaLWRuqAD9TdL2A6m+hoyJXRtGkWUXiwCZxBNAfylpv4dfC2GLMDNsFEGVQyozfqmQEKoUm9aswY/+UnpWMZ1jIkmhOO29TtvktHg4jWSB7vyhe/iLzaufMks7kQw2w0rbySM3ygk7Ae/ZbO+wxHA6e7DY1jRuefb+FHzytntzvyj7pNZzhyT+po0SNSoVI7Ub9LJZmP1N97+mNLESw13Wfkp+54TY5J+JzKcNiEeT4csExTTNLGgMsrd2MhOojoQLoV0xn8zpORmPJlktvp2+iZQZ8MLfIzdKTxR8TZc05fMuUU9EvVI23cWduxvb9sPcPCZjN0xt+36JZk5ZlPmO3YJS8Q5iDFdKkIjagpqye2GbGVu5KZJNXCpMxOWO/wC30HsPoMTKpXkqX0GOUvK1ynKc7/LC5voaof1rHl5XGU8Mp2BJXTRqj1/p/OIOexvJXQLVvw/wiJ+eTt+kf6/t2wN+IF0ApllI45c8M4oyCBqPud//AG/jAsmQ7ilIBtK54lkVF7gCq3qtvritrnLhpQKiWvMlWJT7tV1f+66Xjh11sLVlN7qpl8TMpDp0u8hUk0qg3ua3JC13+Y/viTcWR35tlxzh2QlzF4yzSWIh5SnuDbmv/pHfoCfrg+LHbGqXOtL6WUkkkkkmyTuST3J7k++CiVFdQcdC8ucd27Ly/AY9S8uSMeXl+XbHqpeRRwrl3z1Uo4MtkFSNKqoCaXLt6SSzMpQbqFB3DCpGXTu4KTWauFN5h5QbLRp5kI/72nmxyWCAqkrpUg7OHVwwPUUfqYwzRyvIHbspPjLBuqLKTCrYMw/pfXv7fzhqwACyEGbJ2TY8B/B/NcRjzfkxO0eXAkMjFVgiZVJNs5FuRXpWyBWpTYqmZzWV79lKiUvOIZ+5SZG1Mr6TXQ70a+3v3GCKawGvoo6i5ccV46UJ8s0dRBPpK0N1ruDWx/jHDbGbhcDQ7lQOKcYdqtibCk9vUQCe526V0+wOL/EJrYcBcbGAvLJzsR6b2IG1d9gB9zixsjn3Si5rQd0xMtwoRojSKSTWwI2Fjc9KokWb6++GEf8AbZrcl7najQU/hkepSNIoigGrYdNjexv1D6+3TFEmQDelR0EUSnv8FnhUF4lkpDLqTz9bLew8oK+l3qr3ur6b+wMIn1HMHemyjKdbmbd0ieNxwQiq9bg3r1bhiTfTagK0iwbvUPlLV7Gx+XVyFGJzpPNWyF+OcUUL1sBGoFBudQ9LMNzYBANGmChqBLKsmDYm+yOiDnndDWQ40o1Wtlux6AfSh1/jAsU8fruiXxnsofFOJhui0a3+hs9PYdOuBsjJa4aWhTjj08lVZwrPCIX4tjxdsvKy4PzG8TBlO6kGj07f6YrO+xU2PLDYTN4b4riRW8whG67n0ttW24FgfTvgUxUQQmrMvUDqNFBPF/ErMyAp5rLFr1iJdlDAEA9N2o9T9dh0xfobzW6Wumcb32VJn+YJZBTyMwHboP4FDHQAOFAvc7kqFEw73X064kFBezyDtqv610/1xcJKGy5S8GbFRda6puRaKjrEhNrWkqBp313YJs7aa6b32xxeR9wjxLysQITIH5AN5RZbUp66DQoH9LE3R7nA7o3O5cfopWPRTc147/KEy1KvZnBv99G2K/w4/wDor1j0UPiPjo7Xpy0ar2GpiencjTe+/Qf54n4DCN7XtRHCqJPFqbskY2r9f/8ArHRAwLhJK8pPFfMnoyCgQBoBG4q/VqsgdLv7HE/Bb6LippOccwSSZ3s9d6/tiQYPRdVTJKT1JJ9zucTXF1K47RC8uMeXlyMdXlYcJ4C8ppB06k7KPuf8hZxU94byugWi3LeFbm/VZFdKqt7PW+tVQPfp3p/EtHZWeGUQ8P8ABSwdTuGLLoKhCtWQ5a6P+HTX1utsUHPYNlLwTauYvh7Nf/MHv1Cjr16gjfbobxQeptHb7qwY5UiT4ayb/PY6ABQVQa62Ntx1q96/pR/5locAQaVn4R1Hde8vw1S6NceYcMCNKyAAW4oG602QwA779sWf+YjfJpAKn+DOnVa9OIfDpxdkC5jMZSKHLBiBNmkUIsii3CKryG1AGoKxoenvfI+q4gk8ocSfQGzXv2UX40pFOI+qEXynDMqCZZH4jMCKSOT8NlrDH5rT8Q6kAdPJ6nYbHDj8RNKfKNLfU8oEBg53Ki5vx3zjKI1Z4cop9OWgqOJVN+n0qC2xO7EltibO+DIXhm5FlVPGrYbJdT8Q3sbH671/1+4x107rsLwbQpcPPYFnqelfTrf+zi8THQNR7rmkXsuqzfx1/wAv7YtbMTfoV7TwUQ8mcwRxMNcYIJIJsg0w0kEhlOkA2RYsWCRdi1rwW0CQfZVPabsIk4nzmqsWAUIwIVI22QbgWNb7aSQy62sk7kVRYfoABJrug/CLjxurPlXnaV2UKkFXXpgQsB10jVY2/cXv3JxbFBE+3F2yhNbRxutcfCGkjyZdpct5cbZxdXmDy0mkAaQsnlGMBfLSAsjFlemUghxUHxMcHtYbpvHvf+ENq0Ftjus2eKmYJnjJYkhBRs2PVJ0PbDTJ/wDYFTi7MKUvGE67f+H/AP1GAcz8p+BTWLt8QhQHGUjO5+BTJdWbECV5cY6F5esIxfCOVwryOBl1frx5eXd8ScvLpiK8uVxJq8vRe2Jd15dJMQK8ut44vL9jy8v2JFeX7EV5SMyvT7Yvk5C8pjRCl2HRe2CmgWFUSomdX1H74Hm2kU28L9lV3/37jFkQGpRcuJug/fHpBuutUc4DU1+GPLyfHhlAPKj2G+526nbCDKJ1oxnCJ8nENS7D/int9RgV5KubwmTwbLLob0jqew/5cKnk2iowNBVwcuuhPSO3Ye+F7TYRVIj4anq6f7rAlq1yCPHSQjJzUa2j6fSZa/jt7Y0OAB+IYgsk/wBpySXxK5ptHC21HXLl52drOp2/Eybu3Vj9SScarp4p0gHr+yVZG+m/RUPh1kU8nVoXVXzaRq/mrxdlbBvyS1xNpX8QmJcgkkaul/Wv7YOj7fJEdlHzo3xKX864F4qcVN5UlbZWEWdh/GDeCVApucn8BhOq4Yz6e6Kf0n6Yje5QxKfHhtyjljC5OVgJEa0TEli2N0dO2ERlf41aj9UW0bJ1+HfL0Ku9QRCtPSNR/YYZOcdPKoPJTP5xQBY6FBM0gUDbSAUAAroACRQ7bYY9GNzH4H9Cl/Uvyt+K/9k=) 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Les Saturnales by Antoine-François Callet (1783): nothing to do with Christmas |
- The 25 December date for Christmas wasn’t based on Saturnalia (that’s 17 December), it wasn’t reported by Hippolytus of Rome in the early 200s CE (that’s a mediaeval interpolation), and it wasn’t determined by the Council of Nicaea in 325 (that’s Easter). It’s possible that it was discussed in a letter supposedly written from Cyril of Jerusalem to Pope Julius I around 349-354 CE, but the only evidence is a very suspicious-looking quotation in a 9th century letter attributed to John of Nicaea: no one really believes that the quotation is authentic (link 1 [see under ‘Z.’]; link 2). The earliest unequivocal evidence for the 25 December date is a catalogue of Christian martyrs’ feast days dating to 354 CE.
- That doesn’t mean the date was first decided in 354. We know that Christian thinkers had been linking the date of Jesus’ death (Easter) to his conception, nine months before his birth, all the way back in the late 100s CE; and we know that earlier still, in the mid-100s, there was a dispute over the best way to relate Passover (in the Hebrew lunar calendar) to Easter (in the Roman solar calendar). The ‘classical’ canonical date for Easter and the Creation was 25 March. We can’t be absolutely certain that Jesus’ birth was already being observed on 25 December at that time, but we can be confident in tracing the origins of the observance, at least, to the time of the Quartodeciman controversy in the 2nd century.
- Christmas and the solstice are linked -- indirectly. 25 December isn’t the date of the solstice nowadays, but it was as far as 1st century CE Roman writers were concerned (Columella De re rustica 9.14.12; Pliny Natural history 18.221). Even at that time they were wrong, because the Julian calendar gradually drifts out of synch with the seasons, slowly but constantly. Nonetheless, 25 December was the traditional date, probably because of astronomical records going back to the 4th-3rd centuries BCE: it’s likely that the Julian calendar was designed based on older records from that period. Be that as it may, the solstice isn’t the reason for the date of Christmas: the date of Easter is. (See above.)
- Note that even though Easter was originally linked to the equinox, and Christmas to the solstice, that doesn’t mean that either of them is based on a pagan solstice/equinox festival. There weren’t any Roman solstice festivals, that we know of -- not until Christmas came along. Contrary to popular belief, ancient religions only occasionally took any interest in solstices. Then as now, it was mainly astronomers that found solstices interesting. (There was another solstice festival, Brumalia, but it’s late. It may well have arisen as a pagan counterpart to Christmas, rather than the other way round: it’s first attested in Tertullian, and it was never very important.)
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