The bitcoin-averse group is now theleadbtc well below the majority level (38%) among investors aged 18 to 49. But, at 70%, it continues to be the dominant position of older investors. The gender gap is less pronounced on this metric than in terms of bitcoin ownership, with 55% of male investors and 61% of female investors reporting no plans to ever buy bitcoin. LGT Bank joined forces with SEBA Bank to offer direct investments in bitcoin and ether for its clients.
Buying Bitcoin directly from an app like Coinbase allows investors to take “physical” ownership of the asset. That’s an important distinction to make, as Coinbase allows investors to actually buy Bitcoin and store it in their own encrypted wallets. In doing so, investors will simultaneously gain access to the asset’s price performance and use it as a currency https://cointelegraph.com/tags/bitcoin to make subsequent transactions. Owning standalone Bitcoin isn’t all that different from owning any other currency, less the incredibly volatile swings in value. You could always make a profit by selling your coins before the price collapses, but it’s impossible to predict when the buying surge is going to stop—prices could fall 50% in only a matter of hours.
I've been using it since 2018 and have never had any problems. The Bitpanda Visa card works flawlessly and represents the future of banking for me. If you're going to be purchasing coins through a stockbroker, you may not need to supply your personal information or financial information because your stockbroker will likely have all that on record. Designed like a thumb drive, Ledger Nano has cold wallets ranging from about $60 to $120. The latest real estate investing content delivered straight to your inbox.
Grayscale Bitcoin Trust Btc Gbtc
As the earliest virtual currency to meet widespread popularity and success, Bitcoin has inspired a host of other cryptocurrencies in its wake. Unlike fiat currency, Bitcoin is created, distributed, traded, and stored using a decentralized ledger system known as a blockchain. An indirect method of purchasing bitcoin using a credit card is to get a Bitcoin rewards credit card.
- Prices are not usually quoted in units of bitcoin and many trades involve one, or sometimes two, conversions into conventional currencies.
- In an interview in February, he said he moved there, in part, for the easier taxes.
- Study price action and price history of the past six months to one year and mark average entry points.
- Owning bitcoin on this brokerage is as simple as creating an account, verifying your identity and buying your cryptos.
- Crypto exchanges are another popular option for those looking to buy Bitcoin.
These blocks are added to the blockchain record, and miners are paid in bitcoin. The blockchain is a string of information blocks arranged chronologically. Bitcoin is used today as both a store of value and a payment system. However, depending on your financial situation and appetite for investment risks, crypto might not be appropriate for you right now - or ever.
The bitcoin source code stipulates that it must have a limited and finite supply of 21 million bitcoin. At present, only 18.5 million bitcoins have been mined, but due to complicated mining procedures, it will likely take decades to mine the remaining 2.5 million coins. Once the supply threshold is reached, no more bitcoins will be produced. Given the rules of supply and demand, if the public values bitcoin and the supply is fixed, the price will continue to rise. Each bitcoin is a packet of code mined by computers that solve complicated algorithms.
Leadership Identify and enable future-ready leaders who can inspire exceptional performance. “At least, you’re in the good company of Warren Buffett,” Mr Muller says. “Ultimately, the enabler to mass adoption will be crypto’s integration into existing payment theleadbtc.org infrastructures,” he says. He expects to see price resistance towards the $60,000 level and potentially a pull-back. “More than 2.37 million Bitcoin migrated from shorter term to longer term holders in the past seven months, according to Glassnode.
Koxlioi: The Traditional Escargot Dish Of Crete
Cryptocurrency exchanges facilitate cryptocurrency trading for several kinds of assets, including fiat currencies and digital currencies. The information in this report was prepared by Global Manager Research (“GMR”). GMR does not undertake to advise you of any change in its opinions or the information contained in this report. Wells Fargo & Company affiliates may issue reports or have opinions that are inconsistent with, and reach different conclusions from, this report. GMR may provide research analysis for Wells Fargo affiliated mutual funds, private funds and other products, which may also be advised by WFII or a Wells Fargo affiliate (“Wells Fargo”). GMR collects research fees from a Wells Fargo advisory affiliate for due diligence conducted on nonaffiliated products.
<img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAUDBBAPDhAPDRANDw0ODw4NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDRANDQ0ODQ0NDRUNDhERExMTDQ0WGBYSGBASExIBBQUFCAcIDwkIDxINDw0SEhISEhISEhISEhISEhISEhUSEhISEhISFRISEhISFRUSEhUSEhUSFRUVEhUVFRUVFf/AABEIAWgB4AMBIgACEQEDEQH/xAAdAAABBQEBAQEAAAAAAAAAAAAGAAMEBQcCAQgJ/8QATxAAAQIDBAMLBgwFAwMFAQEAAQACAwQRBRIhMQZBUQcTIjJhcYGRobHRFSNScrLBCBQkM0JTYnOCktLwFjSiwuFjk/FDs9MXJYOj4sNE/8QAGgEAAgMBAQAAAAAAAAAAAAAAAAECAwQFBv/EACoRAAICAQMDAwQDAQEAAAAAAAABAhEDEiExBBNRIjJBBRRhkTNxgVIj/9oADAMBAAIRAxEAPwD4ySU0WW+tLprsqOfamxJOzodmrPrStARklNgWXEdk09Y95TbJFxbeobozOHiiwIySeiyxFKilcRliE5K2e93FFabCPFOwIqSvJTRKYeKthkg4jhMFR0vClwNAZtwqIJI234Wrneo64+US0vwDCSJn6BzY/wCifzw/1qrtCxIsN117C1xrhVpyzycQjUvKDS/BWpK3lNG47+KwmuXCYO9ymHQeaz3o09eH+tGpeQ0vwDiSvzodM/VH8zP1Jw6DzVAd6NHVLeHDxpSv0+UI1x8r9hol4BxJFEtoBNuFWwSRiOPC1GhzftTg3OJ36g/7kL/yJPJFfK/Y+3LwwTSVtO6ORmOuPYQ7EUq05cocQnG6LRz/ANM4io4TMvzJ6l5Fol4ZSpK1iaPRgASw0OWLcf6uQrkWDG9A9bfFO0GiXgrElajR6N6B62/qXrdHIxwDDWleMzL8yLQaX4KlJXH8Mx/qz+Zn6l4dG42HAzy4TNX4kakGl+CoSVuNG43oH8zP1JyFopMHKH/XDHe9GpBol4KRJEH8GTP1eeXnIX6043QaaP8A0v8A7IX60tcfKDRLwwbSRJ/As19UcMTw4X603C0LmS28IRu0vVvQ8qgVxftIRrj5X7DRLwwfSRM7QKbBpvJqDdPDhZnVx03/AAVNfVHE3Rw4fGJpTj7Ua4+V+w0S8MHUkQu0LmQ5zDCN5tLwvQ8L1KY36Y12qVPbnU6yHvr4DhDJAvX4RxOQoHk9iNcfK/YaH4BRJXTNFpg5Q3dbf1J4aGTP1TvzM/UjUvIaX4B9JEJ0JmvqXfmZ+pcnQ2Z+qd+Zn6kal5FpfgoElfHQ+Z+qP5mfqXP8IzP1Tutv6ka4+UGl+CjSV6NEZn6p3W39SedoPNDOEcq8eH+tGuPlfseh+AcSRONAJv6k/nhfrXUPc9nDgIJ/PC/8iXcj5X7DRLwwWSRA7Q2ZvFu9G8DQi/Dz/OpLtz2cGcE/nhf+RHcj5X7DRLwCySJnaBzf1J/PC/WortE5ioG9mpNALzMT+dHcj5X7DRLwUaSJn6BTYNDBdWlePDy28ddf+n859S788L9aO5Hyv2GiXhgukiuDudzjuLAJ/HC/8ir4uicyCRvMSowNADiMxUEg9CeuPlBol4KRJX0DQ6ZdlBf03W5+s4f4XY0KmvqX/wBPijXHyv2Gl+AeSV9N6HzLOPCIrlVzP1KP/Dkb0D+Zv6lbDHKauKtfgi9uSpSVt/Dkb0D+Zv6kv4cjegfzN/UpdjJ/y/0BUpK2/hyN6B62/qS/hyN6B62/qR2Mn/L/AEATvh8IuFan/hcw5NuRrtCFjaL/AEiuTOv9I9ay9plupBlKStK01117VwLOaBTUdVUIfGnbT1leGZdtPWfFHaYa4hoLJhmlW1plUn3FW1j2VDaeC0CudST78Fmhju9J3WfFeCO70ndDj4pPG/I1OJu1mQg2gAoAHUH77kQWEfNjnd7RQboNUwYRzqw1JOPbijOw/mx+LvK5efZnQxPYiWk7hDnHvWX7obvlA5ne9alaTMeke9Zbp7/MD1Xd6n027I5uC40LpVteXuRqW8EnVWiC9DRwm9KM4xo07aoy+6h4lsQnNwKnu4kHmd7lDvqS/iQeZ/uVNFhM0edSHzOie2Vcwcxz+4nvVTo6Bc/G/wBoq6lxiOf3FZ8r9RdHgz61IbTHiXqYHCtOWtEw+4Mi3rCFN2cef6+8IFbE/fiurhw6oJmDJm0ujXgGay3sXQbD2t/fSsjbHT0OJVW/bvyRWdGplkPa399KdlZVhNQW1yz/AMrNpazXOxa0kbQEbbn1kVJq2jtVc+ZLstfIPMi++IjXdXrZZm1vZTtVtGscnMKpnbDpzqLxPyCynUOWZ9kjo8VKhwGbG9iHpiQu/vBMGzgovC/I+8GDJZmoN7E5Row4I5DTxQzKi5kuI8MvKj9u/I++Fgityq2nO3uqvRGhjCrOtvis5tOWpgRj+9aHJ1orkOpH2z8j75tRnoed9mOJN5ufWuPjsL04e3jNz61hjykk+k/I++bkbQhZ75Cqc6ubU8+K7bbMLLfYdM6XxSu2lc+VYQSkHJx6P8i75u5t2B9ZCH4mps6RS/1sL8wWGVSvqf2f5F3jbY2kcv8AWw/zKLE0ml/rWdvgsbJTb3Jro15F32bDE0vlx9NvUT7lydMJb6wdDXeCxsuXl9L7VL5Yd9mvx9LIBNGvJrgAGnWr5/FZ6hPvCyXQyUq68dWQPetbPEh+o7vCy5oaOC/HLUTpA4dCsLMhVd0eCgyQwHMrayeN0H3LJNl0QGtd1Jp4/wBQU60UTDcEJaVYTj/WHuROxpUp+1EIcs4isqELzUOkRh/1BXpDgjBsOqFrXbR4+8b3lOLsbCK0G0cPVHepSYtDjj1T7RUh377FBskSbDbhzE96AbQ0tgwIsSG8uq17gaNqMyc64rRbEbwXese2i+dN1ltJ6N6yv6WCnJplWeWiNmkt3QZb0n/kPivf4/lvSf8AkKw9sVONctj6KJm+6ka3bNvQ49N6JN2tbwIIrSncq4Ic0K+n0e9EZcvY/SY6OmS55MOWWqVnqS5vLwuXT1EDpe1XFUryi5AZaClVFkOz2VHB1kZp6Vs+H9JgpUg0/epeM7iLKA5eqdaUvRzqZAkdSh0VikmFHK6DV01qda1DA2XQJnyeF6pRfYLfNjnd7RQvoIPk8P1Ci6wG+bHO72iuH1HLOnh4Ido5j97VlOnv8wPVd7S1u1mYhZJp3/MD1Xe0p9LyRy8F7oa2rm9PcjKNCqEGaCHhM6UdAIze4njexWxINFJd83A5oneF7HXF7zcHmif2+KgyZcaMy/mydj4ntFWcNuI5/cVA0UPAOy/Er+Yq1hDi8/uKx5fcXrgwjdmheePOfcs8ctN3ZGedPKfBZrFZiu70n8aOTn942ArbRuTESI1pwBIVfDYSjzcyscOiVdqOS0tlKRq+jFiQwwNaBq1BSLUlGwiCBQ66BWtnBrGl1cAKIE0mtJzicaLPOVkqDKzZhsQYFQbdlR+ws6lbSiQ3VB6K5q2Ok5eKEkHZqUaHRZMlg8Z0PKqqalS07Qmo0wRjWqqp+1HjIoGEkGzSW3sKfsLyXh0qDq1qism3Hngk83Knpq0NqGMlx5cPOOW0Ict3Rzh1biCNfgFeSU2CF1PRxSqVgA0hZJdEDTgCaF2zP3hWp0ZbjwsRTVgcPFXuj0nfitGHCcADyk0r2q5hWPFpEcW5XKA04ri4Vpzt1aknOhARP6GRGwmRQQ5sTigA1zLe9pVZDsKKTQMP76FqNlTRDJZpuksjkUxIwjPoCFYzk0bkXBtHTTCaA5AQnEN1gKCzNMDKpXRWIWuLuDcxcDnT96l07RgVHDzyNOSu1HtqTRL5smgq5rrl2g4r8ccqbEzCsOJvjW0aaDCpFCTC3wf0g9IorVlvkAHfotg43xweTPCuBquImhzqVvClwRPwnLXmjsWJEuO4ArepSoqL0MOFaZa+5Mxnm7mPmIWrWBWvQk8oAVF0LIrVwwFTgNYrtzpqXUXQu7Xh1ugE4bdXPRGVqxTSIKjAA5YcU8PnOxe2nE+cx+izVz486reV2FlNLWfvYcR9Btdm3DnwyRxDPm4XqnuCGJ51N+xNbjaYYGt7E8v+USMPm4PK09wWbO7NXTyLSz24DmVtZI4fQVBstuA5grWzG8PoXPnLc2RRnemI+Vv529wRjAaChTTtnyt/Oz2QiiXr2K+fsX9FePlncWGhG2xwx94zvRZEchTSLMeuz2goQ5LGgktQcJvK13epDG+5M2qOFD5Gu/fapkEcEHkCgwJdiDjet7gsU3RrPa6dfeaCCTU9dFt9gjF/PXsCyDdJZSePX1iq09E//X/DL1nsA82SwBxuCoIpicBj/hT7FkWNfCcGtzaSSK66UINQRivGH5zo7nL2BFo2EeVvtLry4OXqCDSGFSM6mGJ71AU/Sn55/Oq6q9J9M/gX+ikdVXlV4kuhYj2q8qkvClYFZKtOHO46k/JwjQcXNxz2YpiShA0rX6ZHuCkS8q2grXik4bdmeXKvE/BooEZyMLzuc7dql2VIQnjhRC07LtcFVxoRqcDmdRRTuX2C2YmBDiFzWHNwIBzpm4UVkpVEKbKa05BrOK+/y0IUJgrkjfdg0SbKzIhwDEeze2OJdRxvGtRVoA/5QfL2a+uLXflKIZFKNg47my6FmkCEPsORdYA823p7ygvRV1IUOvoHnrzI20ZbWE3lr7RXLz8s34uDi1mVcFjmnbflAH2Xd6220IfCb09xWJ6f/wAwOZ3tFWdPyRzF/oG3hN5ijxyBNz8Vc3p7keFuBTzL1E4cFdNNzSh/NwOZ/wDau47c17A+agf/ACe5VEi10Vd5s/eP9pXLBiKekMOgqi0UPBd94/2lfSwxHrDuIWXKvUXx4MW3Ymefd+/otWemWxWmbq0sXzDroJphgCdTdiC/JcT0H/lPgux08koI5uWNyIUnKCuK1HcysbG/jdBGBy1oOsuyXlw4Ls8iKLZLCl7kJrSKYVcFa5lLVFtaEPg6qIHtGVvO1c6LojgWkVPWvNGtGXRn4jgg57FAcN2BzbELuLU9C5GgkZ5wZhtwX0FYujbIQoGiu1W8GSA/4CqlmSNEcNnz7Z25nH15bMFzPbl8TOnaF9E7wmY0BVvqES+3PmF2g0WGa0VTbVmPbqX1BPSYOYQ7bFhQ31q0dSPuEReBnzVvtF7EtAU5Vp2le58HVMPA7Pfmsl0msSLBPCaQNRGI66K+Eoy4K5QaLGwLSDXdINT7kYQJu8Sb+LmgVJIFBe4OexZHAnKFXlnWltUZ4ys0iSgNEtBdQXhGeb3IJhw7lLth7A2Y4dSI7LtBS8CIIJpqu489FDsB9+Wa1oqWxHOp9kxL6vbXkATG3tvHexzMRhS7WvJQLK5U6LdDa2Bq03NMSbAN4VYQaUrRjzU4V4JJ51bGTdegGvHGArxfNuxoDhWutRrQsx5iTBaw3YlCzhNzaHbTtOSel5Nwew3Dda0A5Z72WmmOHC2Kd2iGiXgmQJF3ylt/iGrjXjebaaDbsFEMRW8D/wCCEctgz5griFJxGh4LcXEHNuVwA66nFRm2c8tpcNd6YzNtLzRQUwyB68UtSQaJeCvtlvzmApdDuw8LVhyLm2P+pjXgMNcq8bhd+CsbQs97g4XQbwGsZ4jZl9lN2hIRHF9ADfa0DEcZtanLLkR3I+ROEvBAmxjH5YbT0ecx5CroCsOD6v8Aa1Q32XEJiYDhtDTiMxex7cuRTgyjIQPKDz0FVXlaaNHTxa5L2yOIOYK5s1ovdCp7K4o5grmRhY9C58uToIzndDPyt/4fZCKIRwHMEL7pDflT+ZnsBE0rkPVC0S9iKI+5iiIW0hFR+NlfzhFUyMENW23gHnB/qChF0ywKp5nzf4u4JSh93cvZx3zf4u1q4ktXMFGQ4ot7BHCfzDur7llW6oz/ANwZyhnaCtcsQcJ3NXsQTpno+Is3vhdQsEPC7W9RtTXEKzo8ijktlXVQcoUjMIUP+Y5Aw9d5RomECGeU9jytDg6FCsQ7786ADwOLdJNRwsc6alHjbn4MMQ99wBca3D9I1yv6l1Pu8fk5n20/BV6YNpHd+9ZVUiXdElQIjXgmj64HUW0x6aoXJXp/peS8Ca/JVki06Z0kSuKrwroWVnYK9qm0qo1ARPKbB9JvYkbWh+k1AQXq8msJo1h2LZh+kOoLpluQ/SA6P8ICDkkdmx9w0F2kMPW/vUqV0mhDN/YVmoSCXYSDu2zcLLjBwaW5ODiDyYI+0Ub5lnT7RWb6Iw/MwfUPetM0WHmGfi9orm54myD2PbXNHN5z7JWG6eH5R0O71uVqNxbzn2HLDtOm/Kfzd6l0y3Fl3CLc74zfxdyO3imtAOgXGb09yPaKeVblkXsMRU0DSHA/+T+1dTBwTbh5qB60QdyqoaZa6LcQ/eP76ogl8x6w96pNF6XD95E9pXMPMesFkmvUXrgzHTC2ocGYfvhpepTP0Qqhum8D0uoEqBu1Qr0yByj2Wqqh6JM3pry55c4vwBaALtKaqrqYcacVZgyZKkaJojbMONEDWYnA1oR3o9tOBdHggbc3sZkKYcG3uDVoLgNRpXAZa1r0KWLqVFck2qexTJ2CthWS+I+gyNMVstiWI2EwNbnr2npXOiFjhoqBiUXQ5HBVZpvhF+KKRRGVovN6VrGhqHEasqNSIl1MRwpcQJh7UqJ0Vc2FWzMNW08qibekwoqZpqoLestkVpa4VB7Crudeq2M5Qtp7EZRTPm3TzRZ0vEOHmzShqduSHoJPQvorTCyBFhkHUMKrH4kiGOoRXFdTBl1LcwZYOLJ2hek+88cOI2NAPeQiZ+6bC1w4vUz9YQtDhsOBGKorWkXNOWeIoa/vpUZdPCbtk4ZnFUaG7dOg/VxugQ/1pf8AqfB+qjdO9juesv8Aizth6lzvDth6imujxk/uJGnP3Tof1UTrZ+pNndLZ9TE62/qWb/FnbD1JGEdh6kvs8Y+/I0J+6Q36p/W1eDdGH1R/MPBZ8IZ2FeGETqKi+lxh3pGg/wDqLXAQjUn0hmehFcLhQ4JIoXOOGyqzPR+z6cIjFahLfNQNl5ZM0Iw9pbjk3yW1ijgjm8VfyYxHMVRaPnAc3vRHJtxHT3LBkfqNS4Mv3UBSaf6rPYaiORGDfVCHt1cfKneqz2Gols0cEcw7lok/QimC9TOpkYIct75t/wC9YRNGahrSpvm38jVXF7lrQQT2UP1vcupQ8FvMF7aLeDDO1/uK5g5N5gifAR5LywDwnc3uKy7dq0piysyBDuUfDYTebexFRhiKZBado9xjze4rF/hOQ6TMI7YQ7HPVnRwUslMh1MnGNopG7qExshfk/wD0u2bpkwdUH8jvc5Z2HKdZEs6I4NYCTnhjhtOwc668umgvhHOh1E/IcO0kiTHzgaLmV0U42dcTsXhUWRst8Kpe0i9QgnWBrGGKkr0P01KOBV+TLkk3JtiqklVJbyAkqpVXiAB2cshrSKYgitc60XsayWXYZ9JwDuSvfr2KxtN1CzXwTliOiqUzD4ELEYlpOwV2ryykbNCIwsKGYl01Aukg517qL02LDuPP0mmgHJTOtdSs2Q/PYkCjDQmtCQcKYa027CHEO1xF3Xz5UolrY9CKq1bNhsaxwFbxaDXDMYjm5VXaQSgYRdFAae9XOljKQm4g4txHq5Y6woU+7fIDXa2593apJkJRRpWiHzEH1PetH0ewgs/F7RWf6GsrAgj/AEytAsI+ZZ+L2isGf5NEeB2cdi3p9lyw3T4/KOvvW3T30ec+y5Yhp8z5R1+9PAKYU7mMm57mhoqce5abFsJ4BwG3PFDu4fZp3rfaC6SWA1xDm0cQRq4JWiTEE48yhmnUi2EbRncZufImXnzUD14qf3R/MhsQm6IlW1pWr25inMQelV0ONWBLn7UUpxaaE3TCLRcebd95E9pXDDiPWaVR6MO4B+8id4V1BGI52+5ZJr1l17GM7rf80PWb7DVL30fFm4CofE5/oFQ91tvykc7T/Q1dV+TsP+pEHZD8QupiXpOdk9xpWh7miLErSocRqzritR0YF4jnA51gdgTQ+NvGNL8Q58pX0luX2beo7CgxopyRGO5oVjWfQYqwmmrp0SgUR02NZCxzVs1x2IMyxVcwruO4HI1VROQiqGqLkV7oiQSMNdUSLSsngqOeCI5iHmqiegJgDM4VXRirW0GYqqmFXLkCHPN4J5ljWmcO68nnWxzTsCst3QmZ9PuV/TPczZ4gOJ0g1V/YkVr7xNLwYSK44h3gShQtxoMyr+x5QtrXWx1OghdBmKWwSTko0CIQRwTDu1wqHA1wVK1ilWk43YhG2F2Byo4cyVBosxSLiFL4Lx0oOVKVmwQK4UVzIsBZy1wVMm0aYpMoHSK7h2aOVXhlkxEhqnuNk9COJWBTsRs1vmYPreKEpXNFwd5mF6/is+XcsiqLDRnIc3iiaV4w6e4oa0e4o6e8olkcxz/2uWHJ7i5cGY7qY+Un1Wn+lqPdC7J3xuJo0AVPRUALN92ufMOMXAA8Fox9Qe+i3PQiE3eWhuVGuB1m8xrsxsqtM9saZQpU2V50ch5B7r2NKtFOtZVpVNCkVp4wa4Ecy+gHQKVw1HuXzlpTwpiYAyDIh6S28e9RxJMlb+Q1nvmoR/1G+9Q5Y4BSLRNIMM7Ijfeosrl0nvKGWpBDo1xjze+nvQDuyy16YguNODDBIIFD5x+1HuifHPq+8IE3fGEPgU9A15QHvUum95T1PsKwWdSMCA3hOIoGjAGtNVCibczpDixr4HDlora3cnNiQiMhyHFDbaiZhHUXs7aD3q53M4bjNRWg0Jl5jF2VAYdacuC35G6ZzErIG6fHDpaQIrUQ4oNcMorsulAJKN90SXLZWSqa/wAyLuFG3Yx15oFXpfpLvp1/bKJ+5nSRK4SXRshR1VK8uUqo1BRBtYcJg1hpr2dCcjMIbBGGJBGIyp2U5UzaDwXNLcrpG2ice+ohYcQ8LHt5OZeXNxYQ2ExqDUypxFKA8+PMExG+aiO1Xi3McmqteldwIo3y8QS0toMcjq1YpuMBvb2/SLjjtGaRKyHpk2kJgNPouFKHAjCtNardHYlWvYdYJCtdJoW+Ma1goRSorXICpx7lVWPZ0Rr6luGs4ZdasjwVye5qWiZ8zCH+me9aBYTvMt6faKAtHcGQ/VPRijuwvmWdPtFc/K9y6D2HJsVI5/7T4LF9P4fygHkPeVtUcYt9b+1yx/dGaN/ZTW11etPE6kEjXNwWTJlXOBB86wXdYJaRe6a06FrB0ZiXbwbgss+DfFpCiE5Aw3EcxJC+qrP0olzCBJaMOKaVy2LD1jvI03p2NWPK4RVKz46+ENCwl2VPALnXdRMVwFTXWBD7VXSsP5PL88VEXwhJlkSZeWjgs3trRykVy2cMqrfDpLSw1gxaq7pZPtKyOWNz2J+jfFdyRH94VzAOLfWaqnR5uD/vX+5WrM2+s3vooS9w69JjO6y/5T0t9hq6/wD87fvIo/ph/wCFN3RLKdFmnXacENdiaVF1ow5eRcmzjvIZXhB73bQatYBr+yetdTFKomKcW2TbLqJt9aYGJkvrncuFIDTtx7F8nS0vWZc9tbrzEpyB3Fr1r623N2fJ2DkHcnkexGKplpas244NQ3a8vGOvXkjSDDa2pdTn2Kjt62IY+kKdA7yFkbNMUD8jHiNOOSI2xKt5UITFtNJwPX/yrXR61bzrpzVci9IsJoUB/etVkGcwKttI4Ia08yyi0tId7cRjsUaJINJ61ABgKlDFozMV2QNCiPRyUYWCJEc2pxAzOOOAUy0Y7GjAEDlAHMcTVNBZl886Iw8IGii/Hwcs0S6TTIIwIO0BAMzHx2KMo2FlvHcgbdGkKsJGpFsvEqFFtiCHMdXYUQ9LK8itGESg4Q9YDtRuLrIpwrWFFadfDOsU1YDBCseXpFoM72HPVarG0Za91+9QkGtG14wxzIW95EluYpY2+AWmY4LHtpS8YDQRqo1wJxxzKc/hxutx6gr6Joi30zm08UfR/EnI1ijaer/KqlnXwy3DgdepA42wRqJptFFMl2hopnTWrN9n0BAcaGmAGxR3WYPSPUqZZLNKhXBG3wKBMxVbmyh6XcmIljg6z1Ku0FMgyUVF0QeYhnY8f3Ieh2aBrPUr9x+TN5Ig73qGQlEsrEfQdLvaKJbJiY8tR2hyE7KOfrO9oomsbjdvVXxWHIvUXx4M73ZwGx2vcLzQGPc30mtoXN6QKL6L0VsoPcGQhRoYy6BkGgEN/pAXz5u4xqPZhW428RTjUxLeWoqF9EaM2wYbmxWAXXNoQOTEHZQgjrVnUfxoognqdc/Bb6UaOvgsLiQW0OXMvlebFXzLtVHgflK+l90nTQvl34XQGnCtamm1fNsJvm4hObg89jksFJvTwWaZaVr5Ce0W/JoZ/wBRn9yjwG5j7TuxxClzRrJQz9uH71Hg8dw2Od7Tk/gsTLrRUcM+r/c1A/wgWmsE7WvHRePijnREee5Lp9pqhbpMmx8SEIgq27EIxIobw2FGCVTsqzQ1KjOZ+MRFgHVfgupSgxcw55a0T7m0S7PvBxG9TDRqpwAc/wAKlxpaG67eAN27dBJIF2l2mP0aCiksawP3wVETHhhxB4QocjkRgQtM+oTTVGJdLLyCO6W75LJgfRfNt5/ONPvWfFHG6ddAgsYeCDEcBWtC67U66E07EDkr1f0qV9Ov9MGaOmbQkl5VIldIrEUkkkhA2bUZ9rq/yuxbDftdSoyEmtXAUC/uMv2W43Y/s8V6beZsd2eKo2yxOo1TnxJ/olGhD1tF03SFnov6h4p6HpKz0X9Q8UPiz3nJpwzTkvZzzk0o0IWtmvaNzAc2G4VoWEivOtE0ed5lnM72ist0YfSHC5GGvSVpWjz/ADLOY+0VzcvJrhwSZ59C31v7HLFtPYnnwNl7vWwWo/Fmy9j+VyxvTv8AmB+JTw+4cuDV/g5T5ETeq4RmOZTDjDFp6KHrWkxJgirccCRzkE/4WGbl03cfCcM2uJHRitutWNejNc2tyJvbsOUtvcvJ0LJ12FSnbLsHUPH/AKZfpzG3yec3Y+p/C0Ado7E9Nx6woXJEi9qhxgHTMxEz4ZaDnXWe+i9j/MwvvIiujHTBIjrcnYQ6ODB/3r/crJ2f4m+2FX6OmjX/AHr/AHKe59ac7faCon7id7GW7oduiBMOJaXXmgYEDJra/sIXGnw1Qz+YeCm7tLfPno7gs4urp4oXEx5ZNGpaLabB8VrRDIN4DEg5mmpfbGhMW7AbzDuX556D4R2E5VHeCv0L0LbegM2XR04JZlpjsTwvUP24XPAazA115UprQxbOjjrmDWOcWuBc4l2DsLwGQIzCMpugwGaq5+M4jPoWKzVpMylLDMJoBJJFMTjkAEVaNS5vB37POn3WUXmpOGxENjWZTPihC3LOFRA0tmajoWIaZNLjhnVa/pjFz5lkVsYuNU+C3TsXG57MxiQ0kXB9IEXqcgorfdFsJ0Us3oXQwkl4e684HIOrsQZZLXscCwmmxHEC04jhQ3SrFJGaUHYGT8m+GKdZvIciOvErRLQsZ7zVxACr4thNBx61XOVklGikkWmmK5tDilW0zDoMMEPWrGwPJVVrcUkZNbJuxS4Zh1ekKaN0CYp/0vyf5SZK34hJNG1NevUpj7DZeo0VGrKv75FtqDXqKFqXBD/9QJjbC/2//wBJmLp9Mf6X+3/+kRz+hdwNLg3hBjm54h9KEYUIx1LuZ0OuxN7oA+t2hB41CdiVYvBP1sE36fTG2H/tt8VGi6cTG1n+23xRbD0TvEhgFWtvnAmjagdGJ1qitaxwyJvZu1uF2AwzASUcfghNziVv8bTHpN/22rw6bzPpN/22eCdnZW4QKYnkUZ8PkT7cPBBZJP5JslpHMPpwxz3GfpWlSZPxNpcakPBJyzLtQwWdWHCOwLSGfyn4h3rL1EUuDTibrctJEYuH2ne0UR2RmOb3IZs+Jwidrnd6K7Hbwm8q5uXaRqXACbsTPPsrkYY9oj3LY9DZkPkJc/Sa1rHc7QWnsDT0rHt2p3noX3YH9TkX6HztZMMc4tqQW0FanCoJG2letW5FeNGV2na+Cx3UrTAgFrSC5xpga4Zd/cs9ezgO9Rw/pKs9I3hxgsANGQg53KSXOB/qUA4h3qnuxThDTsXKWpWXUT+QYdhh9zfFRCfOO9d3eVIhOrZwOwQ+5iYnB5x/rn3KPwycUEGirvO9B9yBvhRx3NhQXMJbw3CrTQ6tY50YaNRqRRyg9yHPhGWfvsKAytKxXCvLdYVLpNsqshnutj5zFtxfrIn53eKdhW1FOUSJ+d3itT0T3NJWJBiPe6IIkMNNL4DTWocRQVNSKDHCim2ZoLK72+JcN6HEDMYrzVpbeGFc12ZZMZghDJL5M7syM813wuOVLxJ71MqiLSuVaIUJzRQl8RtK1FGBlM9eKHF2/p7TwqvyY86qbTPapVXNUqrcVUdVSquarwlAUBBUyxzwwmBB5lJs1tHhcJsujHct4HzldgUmG7NRoR4fQpDW4mmaobL6R4zLsXcJ9Gmh1LiC4U69qavcA60iIW6OHgQ/VPetF0eieab+L2is50ZPAh+oj/R53mWfi9orLlL4ky1ncT1v7HLIdPP5gHkd2krWLWOMP1j7JWUaeRfPga8e8qWDkJcF/oFmznKOrRtqOwNbCYx4FTedELSytKXRSh29HKgXQY8TnPvRfGepZY29wS2K2zpXe2BuZGJO0nMk6yU/FPmoX3kRcxXL0nzUL7yIq5jiEWj5wf8Aev8AcrGLq52+0FB0cyibN9f7lNfqPK32gsk/cXfBkO6iysyAcsMPwhQdH7PhlwvQ2mr3A8EHANNO3HoVjunH5S3nHsqLo04320NOG7H8BrnyVXUwv0opaROsSzoVIbgxoeYxrQDLgUHNicl9pbnopLM5h3L4xsHKF96e5i+zNz8/JofMO4KOf2koJIsJ2AqmadREk0cMUJ2o8VzWGjXE7k4uKunTXBujPkQa6M4mjVfstSHDIhhwMUtvY69eHKrIDkmDGlpIBrmsmtKLwitO0+tCoc4UrrWPytqNe8i8L1eLUVwRJFqexd2bGRdYkZZ/KuIfyFGFg1VTIOIRTkQqjtCYAzV3MuwQfbEXEpEWiFNzSHbZdwXcxVnGdkqy0BVrhtBCcURKqx7HBZeFCTj+wpcuC0RcALjWYltcTeFRz0zU3RqDRl09fUqG1pkOfMFuXAoNdATq7VpgrKpbF3a00TDgElzjvUDMk0F1uWwDYpdrRqzN6+69fdwjW9WhyOarZttZeBdNfMwKgZghoBHQrO0WfKW8IUDzV2zgHPmKg0WR4K2xiQ6JRzx5uhpUVG+NwI1iu1BdvkunABUkw6VPrDPYjqzAb0Ulw+bbTLE3xUbMsULPkyZh7jqa2mOYcT4IjsynPVAjpHFiCIHRMshTIUUM2zTMI70is2/DIpiBUUzFAstjjHFXx3MSlQU2BalVosOJWTcftDvCyDRh+J5wtcs7GTePtA/1NWXqUbMLtF9ZLeE713duKKLBPDbX91NELWVm71v7QiqxeM3nb7QXLzcm6PAE7uPzkE/YPY56stFGXpYNqRUEVBoRyg7VXburafFzyO9p6naBRawGjYrZ/wASZVD3tHEtZYhA0LnE5ueS5xpkKk4AbFzJWc9964KgA1OwUzVjN5FVsnOOa4hpIvYGmsKEJ2TlGlsWgs4wpB7HEOI3sXhlTzVDjtBUSaPDdzg9bQUtG5p0Sz4jnkucbtSeQw9mCcm2cI8zP+20qbXI4EvR8+db0+yVD3aoRLIFBU7/AEAG0sb4J6yHHfBzO9kp3dpddhwHHAMnIdTlhUV7Kp9O6mQy8A7oLDN2YbQVu1pUZNeCeu8VI0fd5uYBAwfBcdmN9veKJ2SguhzsWGRVrmRWCgzABc3UM8MU1YIxmG0OMJrqUP0IjRkMRxitc3bIYzP9K4vm2jZGinrZD8EN1V/pgKGm1zndYAp2dqHqr0/03bAv9OP1P8jPUl5VKq3WUI9SXKSTY6BW7yKRIM4Y1VT7bPOztCelrNcHA7Ka1wG0bKdkuYjF0QFzqkMADgAKBpwGGdCSpctMm+XhxvVNXYYkih1a14ZZxiB/AGAF0ZYU1cufSpEtLlpJ4ONcKYCo2cirskQ5OIW1uupUOByyIodRzTYjXWEjCodXlGxWEGSIBFWmo1jbXJRokg7eyyox1n3J2RLnRg+ah/dnsWg2C7zTenvKAbChXWBpza0go1sSJ5tvT3rPkLY8FhbUehh857isi02dWYGzhd5WpW0a3OQnuKyrTH54fi708HISYVaDmlznKKo0VCuhH0OdFMRic+RxGHtTsD5qFyRInv8ABcRRRcMd5uF68T3qD4JBNo1E4MQHLfX+5T3j+32wqrRx3Bf96/3KzhnvaP6wsc/cWrgyjdL/AJlvOB/TRN6IMq9o/wBR3sFW2mNkmNMm6QLgDsRWupcWTYroZBvA0cXcU4m6W7VvxzSiiqhrR9lRB+/P/wDNfYmgBpLsB2L5PsCyy0wxUG7EvVpStboyrqpmvrLQ/wCYYOQdwTyTuJOJbWhFwQraoRTEgVxVbFkauqehZKL4OkRpOTFz7W1Vs1Y7bwe4VcMjXLUiF8OigzINFOJYpgdpLZYcSGnNtTX3LLIWjDWRS+7wsRXnWwR38OvJTrQtb8tQkptkmgdk5CmdCjWxoIoEKsiAK/sKbVUhp0WdonBZ9bMfEo2tiOKHuWbWq8lxUYohJjRiLuFDBwOCaYFLkIdXYqz4IEG150Qw0DW5res57UK43pj1W+0Qj61rMZEADgCAQ4ajUcxTb7Mh1ebjaxGhrq7AaimO1Sh1EYqiqcG2VVpOHxaWowCkvBrRxN4gGrjs6Fc21EaZxjt6AYHGsMONMYdBV2eOfSoUzK1a1tOCxrWAA0F1uQ5qJyccXPEQ4OBqKZZUy14Kt5UyxIZsaKGmP5tpBhNDauPA4Y4QAzOrH3oSlKiLEdTAubToxPeiqHCu1p9IAHHUDUKPClgK0HGNTjXV2Jd1EMkLRKl7tTXItNe9YXpHAuxHjY4jqK2oWfz/AJiM1XzOicBxq6GSTmS55r2qeLPGPJm+3kY/oy7hHoPRVbFYr/kkTo72KND0UgNNWwqHbef4q6bKBsCIAKYA0qT9JorU45AIzZYz4LccHHkn2LkfWHsMRTZfGb6zfaCErDdUHnaf6GIqkziOjvC5eX3G2PAGbuvFgfj73J3c7PmOYlc7uLeDA9Z46ye5d7m48wOdwV+T+Aqxv1lxGaaFUbGUeCiYZEIemBwxz+9UYi6bHdBm/wDt0Xkp/YpU3ia/Zhf9piiaBP8AkEYch7D++pSjkPu4R/8AqYrJLYIcj1kfODmPcU38I7+TcRm2Owj+rwTlk/ON56davd0t7WwA55AAiwyS6gAqyJnXDPBGJ1JMjNAtb038plIzHEGI1hDgcr7bp5qE61zYjnCZeQTV0GKCeUOYe1VkPSGDh56DhlWKzA8mOCmS9uwNUaBX7xn6qq+eT8EI0vkzzT0UeBznuQ3VGu6nFBMItIPHxFPs7EEr1H0uV4FZxup/kZ7VKq8Xi32UHVUqrkleVSsCkbbf2e3/AAnG2/sb2/4VMF6AuPoRdrZewdJCPoDpcaLp2kp9AfmNO5D9F6Al20PuMIP4md6A/MUjpG70W/mKo2BOsCl20JTZoFjx7zQ7IlpwRhYh4DelBGj54DfVKMbHdwG/vWViy8myPBZTx4vT3FZbpiPPj8S1CddWn71FZbpifPjpRgVMU1sFOhTuL09yKGxUL6EnBvOid4xTnyKJ5MnBQy/zcP1onepsRuChxPm4frRe8qBOwl0YPAf96/3KyvZU9JvthVGjB4D65GI7rqFZE97faCyzXqLU9jNd0PSB0COXMDTe4JvA4axkhV26JG9CH/UrLdgFYp5/FZ45dDDCLjbRkySknsHtm7oEYuFWw6YbfH91X21uaTu+SsF21jSeemK/O+WdQ1Gor7Q+DVpDvsoGEi9DN2mugGFUs0Fp2J4p7m9wWCipbTi0VlJzFQhnSYkm6OtYkzTEjW5pGyCyp4TtQrrQjI6QRpmJdY5kNtQDfIHUKVPQir+HWFoddBdrLsVT2jYjc6UI1hWwao0wqtuRu0rCmRg10Jx9IGg9lB9rxnsJZFLa7RkiCNLgZEjpKG7dh3QSRU44nFOiUdXyUM5H/fgp+j8yTXPDPBBsxIl7yQ542XTQDWj3Qtt4XX5jAYZ/5UJIjIkXr1UNWpDo5HNoSrYTDtNSgK0JipKpXJBsiuNFU29aTmCrMDt2KZFmFT2qLyuSK3IoYltzRyjP/p/SvDaszrjROpv6FYwZdPMlE3p8CtlO60pn65/Z+lNfHo/10TrHgiISQXhs8A4UKjrj4JblBEmo31sTrUd8zG+tifmKKnyo2KK+UGxRuPgW4OiYi/WxPzFe/GIv1kT8x8VdCUTkORBzRa8CdlI2NEP04nS93ijXR2pl4tSTgczX0Tr5lSQpMBEtjt8zG9UnqAKjOqBWTbEbn+A9cNiKJaJiOivWEL2E7uZj+BoRJC1dfYufl2kaY8Axu3HzcL13+7xXm5u6sD8Tqdi93dR5mH964dbR71B3L5kbwRsc7toVpmrwf6Ux94TGPQdap5yMLwUidiYKonHYtVGKNFsmWO56Pkscag2J/f4Kc13F+6g/9sKHubfMRxyRR/3PcpFeLyw4fYCPcrcnA8ZKkfnG+sF1u9i9Z0WnpQT2u8VxIHzjPWb3hSN2gf8At0Xmgnqd/lRxe9EM72PlT4lEOTXdAUqz7LjkgMZEJyFAf3rRxe3uEYhBIABwXGjmnkOHFa90OI4A4irakZrtOTfCOS3ueaQWBMwGQ/jMGLBvVumKOMQAXXak4DDZmqZahu57o0O0Gy+9Q4kPed8vb4Wmt+4BS6Ts7ll5cup0TrGkUTdsSS8vJVWuyB0EqrmqVUrAEGrpWEOzK0xPGunYExNyV1xGdFytRZZGSqnWy6T4GCkJscbCF2oOJ+jTLlrr6lD30qbLcVVwUois0bR4+bb6pRdY/Eb+9aC9Hj5tvqozsfiN/esrDlW5ui9kT5l+XT3FZlpefPjmK0adfxeUlZvpd8838SWL3DlwFOiLsG8/uKIjEQzopxRzogcE8i3CJOvcFQJg+ah+tE7yn2vwUOYPAZ60TvKgASaLu4DvvHntCsb+FeUYdIVVosfNu9d/uVhFOHV3hZp+4uXBme6JDDo4Bxq7xVf5Nh0FWMPAceLiSDhirDTg/KG+t4pQjg31Inet+J1EqashQLMh4kQ2ji/R2rStx3SASsemDWOutcABTHWetAUDinlue5SIkS65xBxD29V5TkrQJJH2tZ0xUAtNQRUUy6046BU1KyjcQ01D/MRDwhUM5RUCnQtgdEGGIxXNyQcXuXJnbG4UVBb8iTkiWCzlUOaASiyakZ1MyxbihrSCE5wIWgWrQoWtuHgptsutgTDlQ3OiILKjb2L3aok1KBwHP1KJaU6GsDajBR3ItnWkltXhnig6ainrUqLEBxqFW2hHAyzU4Qspcxh0XFcTEcDAnHZrTljyxcanqQVuoTBZHq0kVaCecYLRGFuiuc9KthN8bT0rNiqzSVt52slWslpCAcUTwMjDOmzRWPqvSFCsefY+GCHA1z5OTqITz3bFklFrk1RknwPuUOOeZHOi2jTDEa2M6814N26btXUq0HXQivLkrud0LgsvAtqWkki8eJxgByllc9YWaU6ByMiL17BmOQrVW6Kywjt4AMOIzgAucfON4W36TKmmWCuIGjsuIDiIbL7HVcSdTSHEZ4XoZpTahZURZiLI2KILJdWDFp6J7QfBT/hCycOCyDGgBjWuFwhlNQDmkgHWCRXM0VFoHMX5eMdra9F16vpuNkYy3os7Efj+Fh/pRTBNacx7ig2xHY/gZ2Xgi+RfiOn2SsOaO5qjwUG7ufMM++PsjwQfoG/zbvW9yNd3ZtZcHZF/sog7c1hVY8fax6lsj/CZ0/WFZy6Aoc43JWrWdyrp1uSzRLmSNzXiTA2GIP8AuKcMmfdt9qIou580UmeV0Tvf4pQY2DPux/3IgUsm4Y2WMkOE31m94U3dZZWz4/JDhdkRle+irIcajm87e9XO6q35BMDXvLT/AFsUMPvX9izLYyCHJb5IE7YN7qbX3LK5eESekUW6bnUARJAD/TfD6qj3hZXovZxExCD2uu76wHB2V4A6tlSuxinu0ceSHY4wb017EwjrdQ0EiSTID4jmETG+XGtqS0MI41RSpBBQI5dfpZJwVFL5PUlyktJE6XhXiSQFK2Ly/Sr2rybiYnYaKbFhgB2GTm06aJi22APw9FvvXIRNkRrv30rxzsF40r1+SuInUCEbl7Vjjh3ZqvVhBAuVrwvRp71XJrkA9sL5tvqowss8AfvWg+wD5tvqoxsscALJlOhHgcmnYt5/cVnul588OYo8nnUI/epZ7pQ6sYdPeoYuRSYW6NcQK9MVDujT+AFbMiKUluJMsN9TDzwWH7T+9R3RE675tnrROxVsnFhBoy/zZ9d/erCO7gnnHtBVWjPzf4394VlNDgno7ws0/cWrgzjTwefb63io8oDwaei/vKe06d8obz+Kakoo4HNE7yuhi9pSxxvF6Ia6iOpe9Zo61xDfVtNV1nYpsODer9og9SsplbnQ/Yk09kRr2EgteadFezFfT2gelHxmEHOFHsADwMucc6+Z4LBWg5TXYti+DxOfKCw0uvaQRzYgqObDcbEsu5sstaFBRR5mbqpekNhFvCh1ocxRCseYcM1zEjVCR3MOxVHbZw61KmbQ5EMW1aNK5nYArVGzR3EVlpTdxvCyQDbdsFxNEQ264vBvVaNQ1oQm4FNStjBGaU9zlk+aYrqQhF55FxAlL2SKbMkLuCk6QRtjkpAAAWW7skPzrDqoewrXHCgWQ7r0WsVo5D2lPC/WQz7RAVpXQeminGNXRMA5BiuBqCVbyduxWigcSOXbyKqY1ONCrlCL5JLJJcBxZe6JHa0NqCG0pWoIoa4EYqxduhRHVvF3CpUVOI2VJrQZLPpdqsIcNUPp4P4LFnkg6/iouDaudwaXeEatAqKDZgSOZWUrbIcCA7B2JBJNTSmROOG1Z5CTzARkacyh9tH4LI9W1yGWkcDfJd7cSQKt/BxaJbkkWsvEGsNII5A2IhyRtZzcDwhlif3VXO5zNBojNJAvBxArtDshrzVeXDSLVnUnsEljs4XPCZ7UQe5FkieL+9RQlYD8ifq2j+uIfeiuRdi3nXHzqpHQxu4kHdsHyUeu32R4IC3No9A7n9yPN2uJ8jrsiM9hyy7QC0mC8CeXsotWFXiaMrdTNKhzQJKiTiqYE+Ac8E5Gn2mmNcVSoUX3Zfbng/mB9t9B39iiS/Fh09DuivUnc7f52MNd8mnIQ1NS7MIfqO9sn3pv5JRHS7HtHQUWbomMnM/cHsiMQrMDuRLpnEvSscbYD/br7lRjdSX9izcAFuDxb0mRqbEeOvHuKjyhgGfEIx4jGY3XuN67GrQNxGDakipyVFuEaTwIEKMyPFZCO+BzQ80vC7Q06fctb0V0ssvfQXxZCpNbz2wzjtNWnFdDIpRm2k6ZyTOd2O2t8gysMvdEfCdFvFxqACGABpPMTUYLM1uPwp7ek44lRJRJeJcMXfPi9zCoZdvXQNhpVYaV2uhf/kiifJ6vVykVtIHVUlyvKpAQI0fjjmPcm7axcCNbQle5k60nkXINDgVjGchSuch6lbtceTqTjSeTqVmsSxlXCZwKBnC1mpy5lXCCdjuo+CJq8vYnG1/YTU6H2SbYJpDG0NRhZz+AEGy7yBhXqKJLMj0Y0GtaKnJuXx4JdpOFRzIC0glXOi1DSQAcQDmiu1XkkFtddUxJtf8Ab6v8KMNhSK+xxEAAAI5x71eQoTl41z/tdR8F0C77fV/hNvcEKI1+pS79GQwcw55PSKhMAOOV/wDfQkID61IeabVUyUQm0Wd5v8b/AHKwtCJwCdeHeFR2BELWEEUq4uxT1p2oKXf3nVQWJzlsTlkUVuB+mMBz4wLQSAcSNWeKkWfZdA29UYOrzkkqbEmsV2H5rp48TSMU898HEKC1g26lzOzVG11LqOzgmqGbXtLC4Ma4K7SivU2EliHC9tr3rTdwqPSaZzlvYswsg3YYBzojTcdmrsxD1cMduHvUZr0slD3H2hLZdCHbfsNrqmlOhWklEpSuS9n42C401RtiZla9kluWIQraUAjUtTtDFDk7Ig1STonRktsSznakOx7OJyWuz1mqiiWVjkpqY1EB7Ms2iud6uhE8vZAAqqi2IdMlW52yyKooZlyw3dKmKzDtjaALZbYmrrHO2V69Swu3zVznHNxJWvpY72zL1UvgqmNTkBuKfkINW15V5LMxXQMZIMJethqWYWC9lISgyNncGEnmtUmDATLRwqJUKx6CxPsavYTEiEyNjMRqiVplhzKcSo0ViGgTLfRzSMwzw8WkUPItT0ftJkS6WuriO8ZrCXhTLFtN8Fwc0mo92S5/UdGp7m/B1Thszdd0ZjHwBCe4i85jiAKm6GOFeepWf2fo5BZiDEx+y79Kf0ZnvjAJc91/6QwqBtxGIVyJP7Tun/hc6Tli9J0YxU/UiA2Thj6z8p8F5ElWfbHLRWPxI+kexeRJPlPYo9xsnpRHsGeECKXi869xgW02ZdSsZOLVsM/ZeP6mn3qB8S5T2eCelpMN1uPOa0rmhyQLYmzMXGm1pVrpPazWwXMdiXw3MAbnwi7E11f4Q/EI5VAjyoJqbxPrKpbOwkrBWHorL+gekk++ilStgQWmohNPOK+9Xhkhy9a4dKDl7Vq78insxBPTZjRcuQ4bONW426TgM6EgobRNp5Cpcz+lma7EL1Xe6J3iRyuoVTZ1VJc1SqtZQdLyi8qvKpAQGhPMYocOMnmTP7ouYjbZMhjmT8MKG2MNo7V2yZG3sSoCxYpEIqpE4Np6k9DnhtPUgLLuCrCD0ofh2gNp/KpLLR5XdSKskmEMNSoZQ9DtAfb6An4c/wCv0AeKjQy9qkHKn8ocj+kBctnjsiflChTCy+ZEXW+qJJNJ41eY07aJ2Lgr8eDVyUzzJbI7mJgAHUh+JMVXWks3RnKcFXSTuCFrhBR4M0pOXJIe5SpGLiFBJUmzMCScgFYRHNLZ+62msjJB9kNvPGvHFLSW0b7+QeKstDpT6SjZJBIX0NORW2is1diDVQg15ihebj+d1K0ZEu0d2I5Q7pn3FopPiYlmOBqborz86jzkV7TiKjasW3B9Pg07y88B2Da6nalvsSEHjDXiuVnhTN+KSBKdnsdQTMnMVKtdI7KwJpjRA0lEcH3a41Wc1JWFEzAB/wCFVRJXkVxZ7XOVg2za4qDI8ATaMGg2ITtSHeJABKPNJpMnDZsosu3QdLmQAYcIh0WmJzDf8qUMbk9hPIluwG3Spq75sEVGLqHsWT2kyvaru1JwvcS4kk4knb+9SgzrLsOu1dfDi0Kjm5J6nZClG+bPOmpFuKnSUHzXWVHkIWKtZXZby8GoUWG2jlZyZwTFoQaY0UaIsnS8NVbhSKaq7s04BUelYuua4bcUhFlCK9iBcSz6gHaE80oEV8Q4riZyK8nH+conI44J5ipUNFcxy9KZsw1BUiO1JoZ3Y9pmDFD/AKJ4LhtC1qWn2uAIOeKxW1xQBE+gNsgje3uNRxSO49C5vW4NS1I6HSZqelmlCdCbdaA5VUNp6TutcOLfT6yuYo+TpWXXxxvL1HwXESdG2nQVSuigfSd2rh0VutzugJ6UKy0M6OXqK8+PN5eoqme5upzukFeAt9I9qNKCy68oN5fyrg2i37X5VTOc3ae1NXm7SnpFZB3Qo4dvd2uF7PoQkr3Swjg0+1XsVEvQdDtiRx+p97EkvKpVWqyij1JeVSQBRNKcYV6xydYsBpR0yIdgTrHO2BdQ1Ia5KiRy0u2Jxl7Yu2OUiGUDGob4modykQTF5E5DepUN6GFHDHReTsT7HReTrCcZETrXqI+BuEIu0dat7ElolavOA2bVFkQSRsRLDGFNSuxQsozZKVDbwokdTJgYKDFetaVGRAdpfG4QapEu2jRzKntB96OdlRTsV+8JEhpoTNuTt2Hd1u7lMqACTkM0HWxO33YVpqSJIblYN5wRzYktQU2Ic0fldZ1orLaQztSCyjdErGqiPe6hCUg7hlFsDFtNakgbObOjOhPDmnEGoX0Rua7qzXNa2MQHAUqa4r5vZMY0OrJT5Z9NdFHJiU1uWY8jiface3ob24EUKC7VgC/eHLisBs3S2LC4jzzEkhFVn7p4p51uOGLTl0H3LFPpWuDZDObjYc0KDbREEaea1lXEAAYk6lhsnupSrBeLzhqu4rLt1zdoiTAMODWHCOdCQ5+vE7ORVrpm3uOeZB3uzbrDeFCliMSQ+JjUUwN3JfP7pxz3VxNTiTnyk9Kp4cd0Q41rlr7Vfw4AY3l1rfjwxgjFObZzMUFBmSo2kRxazXr6af5T9gsq4xHZDJMQvORy7UOnJTK1sTIsOkOih2Wz3qynRgo0i2iTCyQ00KmTzbzVAtQ0FVYyTqtBTAh2TGpgu9J5W/DO0DuUabbcNVaS0YOHQk0IHtHZqrSD9FXEMoXed6jHYerFEEF2ISoCunT55Sp4+bKgTx8+pFqRKQz1IGRbBFQedOVrE5Am7GN2HU7V7ZBrVx5UmBEt2JwqKHZ00WPDhqXVsRKuJCYhBVSV7E4utzcLFLIkNrgOMK8ldanw5RvojqWf7lts0JguOGbOnjDuWhOjjl6Fweog4To7uHIpRs9Mm30W9SYiS7dgXTotdqr5uIQK40w7TQduCqVktjp7RsC4vN2DqTESqYAeAHEcE5Ghp1qxIVk17G7B1BNRGimQ6lHL3fsJiLMEJ6WRsotNTxNWeQ5kN1VtpFGLiCeWnYqld7olWM5HUe9iSSXhK1lNHqS8qlVAUVMJvKnYY5VCawLtkMbFgo0pFkznCeDuUKDDgDlTjZVvKgZPY4bQn2OHpBVolm7F6JduxILLKI7YU9KPNFUwBQdKny8TBMdk1sc1FcirWHd9LxQ/FcpejMMGIAQDeOZFf+EtNisJZ4XIQe3WaY5q3gzAutNc2gqJugwLsCgGQwp0KqsWYrCaejvWzHGkYsjthDOO4KqIkTg15FOnInm68yp4j/Nu9VWEUgKl33o3SUVlqE7HHnKornY4Yy91DlUSRR6VT1OA3pVJZMoXO5NZTUaIXvJ1n3omseTuim3NIdlpJwAAFPtp1IfOm5ZijaZR6MonQgfso1d1ovs91ChHR8Y1RTBcmgZE0klix19u2p5ta6kLQvjvVo8BzSChiZgOhuw4uxMC+33ao03ECr4Vog8nIm41TkkIh2iScslVRpdXRgHWnpWx7xBOpRoZxYEiGtvHM5DYFHtaYqboOv3KytiYDW9ip7Cg333jiBkgC7jNuQqKPYLKCu3FdW5EwA2qRJw6NA5EgZ5GTMNuKfeFzRArOLbHm09o5GqzmXc82sMjkVVolG4zeUp2ARR5a8MVTyUW46hy2q8a9VekMuOMM/2UhIqtNZbiuHJU9C7sqNUAqRGcIkI7c+kYKksSYoKHMFDJEmed5/qXmkT+AGjMnJR4x8/1L2adeitGxIB20HXYQbrNKJyGLsPo9yjTwvRgBxRiUrdi4UCBlPex56qXcTFnw1Jm4gyCrZI4kZwseHNzBr1ZjqWqyFoPewOBbQ468NvasogwKo30Dm8DDOYNWg7P+Vi6rFqV+DZ0mTegmY95IFW4kDrNFImGFsSIwmoDYR5+G3HrUVg4bfWHtBd21HpHi+owDoe0Ln0dFuj2ZjUBIRTo8wPgAEBwNTQivN1ciB56e1DpKrfjLqUDnAbA4gdhViwNkHNHEWeiDHAA5cHZ0pkTjnGlRTkASiMqKHJRBLkZLRHFsUuTZHtk5dPuUAKXaQOFeX3KIupgVQOfk9x4lRepK4geUSovUkAUQTjCmw5egrEam9ibCKdvqLCeur6TESA9K8mBESMRIRIY/vKfhPwVaIikQoidEicIiI9ziUvRCdTTnynUhExaLU9zyz7kKp4zyXe4KUI2yrLKkP6dsrBPSgTQ+Z4JYdRwWk27DvMI5CsdgRzDjEHKq1pUYkw/bFrBcNY/wqZ8TzTupTg7gu5QqxjqweclMmilsCBWJyZrvSudvG6MgpVnMuMc88rR3qnl5cvf2n986iNkyxLPFA49qvpeGm4LcKagpEAIET5cdiHdLI9T2K/ESjShW0zU9KBkrRyDhVXJKhWWyjVLiFNAx6DExTs60EbVBD042OmIorSkCDUJiWmCDQoipXNUkxK8KoSBllJiqmNZTPJcSDAAq+3bQoEMZR6STVXUCu7AhXWDpJQ7ZULfIlUWBtBRRYiI5lXYqacEzLsUiOkAyHL2iYaVIamhMlQm4HmQtJOuxSMkVyYQtbTaRaoAIzG1qTFIc08yrIbqtXtnxaGh/dUgRVSMe7Ecw8451ST4LXkcoParTSxt14cMMR3KDb5vBrxrwKGSHobqxgeSqUu6ji/VimLPdUl2xl33Jx8KlG9fSkA/ZrTUvOvLmoqidilzsNuSvLTmA2Hz4DmVDZZ4Q5+9AyaBQBRmGpT9sPxovLJgVPMoMZaScGgTUCc3uM12quONMFOGAQ7ab6uooTVqiUJaZWa5GjcUjLb0iiY0oi+ecR9W0/1IYsG1qw2g5tw6saqTpFOViVrnD965qxNS3Oo8mpWSnFNFVsGbUuFMrYvBCx+iS8ESq6ClQrKu3Rxen3KrVpb44vT7lUrVi2jRiye46XhXiStICSqkvCkBQNXYSY1dhixpGgTCuryQYuwxKgOKpVTwhJxkJOh0MNanmhO3F1RPSM6smzzEiNaNZHVrW4wGBrQ0asOpAO5fZ9XOiH6IoK8qPIzlqxRox55b0MzrhQrHNN4VIhIWqzkbNZ3p5L1xHP2KciqJPseaD4NdYFErMheaA50M6HTVCW7RlVGNiM4Arqce1ImVOkrqMDBnh2pyzJa4yusry12Xo4GoKynyK0GrUkIZgNUpgXMBieAQA1arqQ8EPQ21Ku7efwe1U9ntrimJMtpRPxExBCccUEjhdwwuaLqEgRMgQ6pqYlU9CK5jxhRICsnZoNB2oSn45eedTrbmKmg/5XspZ9KVB2pDonWBJXQDrVq9eSrcFcaM6PRJqMyBBAvxDQVwApmTyAJMRWQGryMFpu6fuQxrOYyI6IyKxxuuLGltx2oGpNQdRWbzYwQBWtCkNCYlhUo13OtDXzsdsFnBBqXvulwa0DHLWchXXzJiYNSjsedUumkvk7YQO9bXux7khs4Niw4m+Qn4G8A17CMhQYEHHEUWVW7AvwyOkIAq7LjVaDyLucyvDUqyxIuY2FWpNajVRIZEt9m+QsNRr1IfgvvQyDmFd2dG4zTy0CHovBc4JMCTo5jUcvcrCIyrq9Co7Ij0eeUU6VdxYtG45pEiu0gi1IaNWa9sKXqa6lGloRe41VuIwYKBICBa54StrKg0HKVWyMqXkud+8VdNSaAanXUaUNxH1Vza0fCionFRYyysWNQ0Kvya5oSlX0NUUyrqtBVUo7mvDLahqLB2YJlky5uankLks2oRaKBOg/5U+BGVNGk9YXMvHc3PEbFJBZZaQOwb0+5VFVKnpoODacvuUMlXwexjn7mdXkry4SUrInd5eErleIsCE2GuxCUlsMJxsMKhGgiNYnGQlI3sJ5rApUMib2umw1KoErqTQ2RrqV1Saci7k4d57RtIHWaJITdI0jQaUuQG7XVcenJTZiMnITSGgbAAqeZj0K1pbHOk7dnM4UPW60EEFXFoxcKqgnotUMcQHYLsTDUcOZaTo/iw89etZ9a8GhBCNNEZsXOiiiTIzz589PYrCEypVZZ770WIRk3Dnqr6ThYJiPGw10GLsheoFYP6TRchtXFmMoAmrS4URWUCFggZ2AvSvQFKs2QdEcGsBc5xAaGipJOVAgCInJZiJ9J9CJiVAMxDcwOxBwNMsDStDzqHoxY7piM2E2tXZkamjM9w6UhWUUzGANK47Nnaq60Zmg5V9UaTWFKQZQsiw4LWBlAS3hE7L1L1eWua+VZxl40GWQ5lFSsdh98HLc4hWjGiGYL97ht4rHFhc4mnHGLQBsOtX+73uewJOJDMqHCG5pBa57ohvA1rV5JxGGaOvgqWSxkJ72k3nOukasAFG+FHZEQXIrnVhuo0NNOCeEajXiNqCGrcwOSZUra/g0aIPjTPxgOuMgUqdbifojVlmVjUkxfUvwRGfJ4x2vHuxQSkw13a9H3TUo+G3B1BEaTS664a3cNexfFdswrtQcCKjqwX25uwaUmUly8NDr3Bx1V1jmXxLpBMlziTmST1mp706IxZW2RLkuA2kAct407yvvPcy0NgyUBrYbAHlo3yISS57qDEkk9QwXwxo9GDYjSdRDuo19y/Qax4ocxjhk5jXDpFdaQps+WfhJ6ZGPEMIi6IRLS08hpXpWNw3EilD04dQX1ruqaSyck+I8QoT473UiNc04nUTgctgXy9prpEZmO6M4AFwAoMgGijQOZWyVolEz+IbkUjUVYwolP3tUTSyFSjxqzTUnMAtB61USQzOvuvDtqhaQQ8Q4KZaraiuwqHHiXoeOpRY6IVjQqvrqGJVjPvL3UGWpQLHfiRtFERQJcBJBYpWCGigUcytc8lJjJqqYD7RTAJRTgm2qFaMxQ0SYEG0Y9TRRCnsyvXMUGSGYZRFYEWopsQ6WqdYs1dPYoNF2N0wrZL8qcMqmIMdPfGFE1WeGXTMeWCcMVcPipgVc7CAIoo6l2kculRFdAxz5EkkkpkRJJJIAjw4qc31KHKfab1O8E62Rr/ANRnU/D+lVI0HDYiebGXrLOGuKwfhf8ApXrrOH1rPyv/AEpahobMddiOu22Z/qs/K/8ASuhZv+o38jvBFgMujq80GgX41TjcFenViqk2d9tv5H+CO9BpDe4ZNalxrWlMNXvU40+CvJKkEMaIqK2YRzVjEicMpqYZULQmYUiggvqCDmqqfZgpk5Vrim5uHUIfBJAnawUvRaaoHDZj1qFamBomLHjUceZRRYFuhzOOftImeygQ1obgDyn3hE0yUyDIxK8inAnYEmJqafgeZAkD8BtXVV5LswXOjViPivDIbXPc40AaCTq2L6C0D+DvEfQzbxDGdxlXP5iSKAoG2YDvJrzr6k+D/uVCC1s5Mi9EDS6HDpQMBGBdX6WwalSSe5JCZaTYIcTBAvuDjjgQA3DacVvmlVsQ5WXc5+DA0ADkyoOhIrlI+bfhHboTY9YDWXbjuES6pqCDTAZYKm+DRBBiRnkCoa1taYip/wABXO6botLTcB83LuuRGhziCatdrNc8cO1Q/g1Q6w4hGbnDDWAAM+tDGE272/5DEDRWl0ig1XxjhlQVK+Z5aXoa619a23Ps+MtlIjSRGhnMa+Fh1bF867otg/FZmJB+iMW+qa0B5lFRGjcvgsw/MvP2j/aijdv0d+OQd7a5rXijoYOT3AGreo5oX+CxHb8WeKi9edUVxAw1e9aBplIl8Nz2Ab5D85DOqo2jYaoaK2/UfIU9ZT4L3Q4rS2I00LXCh6K5jlC3z4I0Ujf2Hi3Q7pvAKt3NZXyhaD48wGVhUIYacbEDg6w3NfQth6PQoNd5Yxl7jBrQKmuZoK5py2ZNszr4TUk98lea0lrHAvpiQMcabBXNfHtosxX3DZenUKPNRpKKGnFzYZoLrwG8JruWtV8ybv2hok5stYDvbxfaPRBJqOgqTTQRMzs5vC61+gGibw2Xh1IwhMqainFGvKi+BYLMddcgAKkk7O5fZGk1o/FLKAfg7eWwwBnUgYDHUklYSMy+FPorEL/jUMF0Igb5dB4Lh9I0+iRrXzo8r6z3FNL2z0B0CPwnNZddepR8MgtxxzaMOpfNu6jYXxWbiwcbrXcHWLpALTXPIqUk48jQKWqy9DI7EMWZGoSDr9yJw9DFqQ7r6jXX3VVbLEWLH1BqqNziKjUVNl5hMWpD17VBsZxYQ4aIb6obEfR3OrsoQmNRKpQ4ZUhhXTymiNnDzQIemIlSrC1I1BT90VZKtSZND7Gp0sXTWp05KFDsrnhesOKUTMrkFRaGi/kZ7BP/ABvk7QqKUUwD90VbZqi7RPfNkau0JmJPnk6worunqCaeefqCLGSTHvaqUSKZlhmnStGPgyye56EkgkpAJJJJAEhnO/8AMPBSGTNNcToeP0oQ8pP9LsHgl5Sf6XYPBRuI9TDVloEZOjfnH6U55VPpRv8AcH6UDeUn+l2N8EvKT9vY3wS9IamG/lHaY3+4P0rh09yxfzjwQX5Sft7G+CXlJ+3sb4I9I9bDH416/wCb/CI5XSxjQBcfkNbfeVlflJ/pdg8EvKT/AEuweCkpJEZbmpv0sZWtx/W3xSOlrPQf/T4rK/KT/S7B4L3yk/0uxvgpdxENCNAnLaaTW6ezxTXlceiexAflF/pdg8EhaT/SPUPBHcQ9IRWm2/yKJLyVDVVPlJ/pdjfBLyk/0uweCXcQ6DawrQEOt4E12UVlE0kafou6x4rNvKT/AEuxvgl5Rf6R6h4J9xC0mim32+i7s8U3Etxp+i6n75c1n/lJ/pHqHgl5Sf6R6h4I7iFoPpzco3Z5Cz2fyc3EjHjRay+WxlYgLQijSf4VEN8JzJeWmocR2F97oGH5YhPYvjryi/0uweCXlJ/pdg8Eu4DgmfSu55u4w5aZdHmIUzGLh9B0Kox133jDmRbpv8JeTm4Zhvk5y4dRdL+6JtXx95Sf6XYPBeeUX+l2DwTeRC7aNUtHTaodDhb62A41DHEV6bpIrqwRbuQbr0GQv77BjxLxBG9GEAKCmN94xXz95Rf6R7PBLyi/0j2eCO4PSfVGl/whYEUtiQJeZhRmVDXv3gt4WBrdeXZdqyHSbTF0w90R94vdjV1OpZr5Rft7B4Lzyg/0uweCXcDQb7uPbrEGQLnRIMeIXAAb2YYA21vvb2I/sb4UENrom+ysw6G6u9hpg1bUU4VXgUrjhVfIflB/pdg8F75Rf6R6h4I7g9CNgg7oxZMOjQhEZeeXABzQRU1ocabVtFgfCuYyX3uNLzUSOARvrTADK0wJBeHYa8F8b+UX+kezwS8ov9LsHgjuCcEbRZm6eYcy2ZDHlzXXyKip1kVrylF27Du0yloQ20lpuHHZk9zoBYQaXgaPJpnTBfNPlB+3sHgl5Rf6XYPBN5b5HoRp+jOlUOFGhxIkN72MeHOa0tvEA1oLxAr0rQ92HdyhT7GMhQJiEGkk74YXCJy4jzkNq+bfKL/SPZ4Lzyg/0j2eCSyUGhGv7mm6F8SmWxix7mA8NjC0FzSDUC8QK5Zqduy7ocGfiNiwYMaE+6GP30wzUNrQi452o0xWJ+UX+kezwXnlB/pHs8EPJfI1FILTM8ir7TZeoVReUH7eweCXlB/pdg8EtYUWQlSno0AkUKp/KD/SPUPBLyg/0j2eCWpBRYy8mWuqCFYX0PeUH+keoeCXx9/pdg8EakFBIIi6MVDXlF/pHqHgl5Rf6R6h4I1IKLOZlS7WnIEtTYVT+UH+l2DwXvlF/pHs8EtSCi7MNdXcFReUH+l2DwS8oP8ASPUPBFoKLMyZ2jqK8+InaFWeUH+l2DwXvlB/pdg8EWhlvAlqa+pPuH7JVD5Rf6R7PBeeUH7T2eCTSGnRelvMuTB5lS+UX+kezwXnlB/pHs8EVEetl9Ah0XZQ98fft7B4JG0H+kezwTUklREIF6h7yg/0j2eC98ov9I9ngnqQBAkh/wAov9I9ngl5Rf6R7PBGpAREkklABJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAEkkkgBJJJIASSSSAP/9k="