How To Buy Bitcoin

Bitcoin is also the software that each node runs in order to participate in the network. The main version of this software is called Bitcoin Core, and it powers almost all of the nodes on the Bitcoin network, allowing them to enforce the same ruleset and achieve consensus. You can check out the Bitcoin Core website at bitcoin.org. While you’ve likely heard of cryptos like Bitcoin, Ethereum and Dogecoin, there are thousands of cryptos in circulation and more popping up all the time. Experts tend to recommend sticking to the well-known digital coins and tokens that have proven themselves over the years, especially if you’re new to the space. If you want to research lesser known cryptos, you can start on sites like CoinMarketCap and CoinDesk, which provide performance details and research on altcoins.

In spite of bitcoin containing the word “coin” and cryptocurrencies the word "currency", they are not money in any conventional sense. Just try to explain bitcoin to a typical person, and it becomes immediately clear that cryptocurrencies are not money in the way most people, as well as professional economists, think about money. The only reason all the bitcoins are worth a trillion dollars is the expectation of success, as they are not very useful today.

Another point often made is that the industry was extremely underdeveloped during the first two halvings. Nowadays, it has a higher profile, offers sophisticated trading tools, and is more accommodating to a broader investor pool. Cryptocurrency wallets that are not exposed to the Internet are known as cold wallets. They’re less prone to attack because there is no online attack vector, but they consequently tend to provide a clunkier user experience.

  • Cryptocurrencies are used primarily outside existing banking and governmental institutions and are exchanged over the Internet.
  • Since then, network capacity has been improved incrementally both through block size increases and improved wallet behavior.
  • Participants need to obtain an invitation or permission to join.
  • They’redecentralized—which means no government or bank controls how they’re made, what their value is, or how they’re exchanged.
  • It’s similar to your password in that it shouldn’t be hacked and shouldn’t be shared with anybody.
  • Inherent in the bitcoin software is a hard limit of 21 million coins.

As the first cryptocurrency, Bitcoin has become the most valuable and commonly held among the thousands of cryptocurrencies that have since been created. Its rise in value and popularity has been steady, if not without its ups and downs. Blockchain announcements continue to occur, although they are less frequent and happen with less fanfare than they did a few years ago. Still, blockchain technology has the potential to result in a radically different competitive future for the financial services industry. According to Consumer Reports, all investments carry risk, but some experts consider cryptocurrency to be one of the riskier investment choices out there.

A Week In Security Dec 20

You may be wondering if cryptocurrency fees are tax deductible. While there’s not a specific deduction, any cryptocurrency transaction fees you pay when you sell can be subtracted from your proceed amount. If you exchange property for cryptocurrency, you’ll have immediate tax consequences in that tax year. You must subtract the fair market value of the property received from you the basis of the crypto you exchanged. But these other virtual currencies do not have as many followers as Bitcoin, so they are not worth as much.

They may or may not know each other, and everyone, including you, is is able to partake in mining. Minimal FeesUsing http://johnathanusdk518.timeforchangecounselling.com/cryptocurrency the Bitcoin network is free, except for a voluntary fee you can use to speed up transaction processing. Mark Smith is a freelance journalist and writer in Liverpool, England.

Bitcoin Diamond is a Bitcoin hard fork that occurred in November 2017. A hard fork involves a split in a blockchain, bitcoinczech.com through which a new protocol is created. The original blockchain remains, but a new blockchain now exists.

Blockchain Companies Paving The Way For The Future

Crypto Center The rapid rise of crypto is changing the global financial landscape forever, creating both risks and opportunities for new and existing players. Global FS crypto services PwC offers a “one stop shop” solution for crypto clients bringing together crypto specialists from across the global PwC network. ●A strategist’s guide to blockchain examines the potential benefits of this important innovation—and also suggests a way forward for financial institutions. Explore how others might try to disrupt your business with blockchain technology, and how your company could use it to leap ahead instead.

Well, like cryptocurrencies, NFTs are stored in digital wallets (though it is worth noting that the wallet does specifically have to be NFT-compatible). You could always put the wallet on a computer in an underground bunker, though. Stablecoins are virtual currencies pegged to an asset such as fiat money or gold. The most popular stablecoins are pegged to the dollar, with the value of one unit being close to $1.

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ftj9RQG1Pqt5U64Jdmbi2XshAxjj5efMcj8qjV3Kggw6WhpbjccSl6S+Gfoho1xMmRZl3yWjkKuTpcQT/wDxjCP1BopQLxYbQwmJaLZEhNIGAiMyhpIH0SBQok6miREqkSZwyBkDf+f9/wDvmq1ceqEZCS2y5k+WPOk7jU5N50adBKQ8gh8c1nEaG0PDdnuo0g5qlh1vAeG8n1rl5/qq40+FrOee26vD1ecElBU8EjPYHtRhIRAnUr94AYThW5RIxzUW9ql+IrK8jnjHY0GIvViI40hZmbiOCDS8vqixIbCWVI7+tUQDACsJ0HYdeORVIcUAUHukqq5p6rQQkAxW+B/VXHA6gS33wG3iEn0OKmEaye2jMtGcetOViBFPpwxuZ8yWxzRn6E/D3qvq/NbkOtu2/TrSsPXBbecgHlLQP4j5E9h+1EH4f/hCm3xyPqjqdFdjwcB1i1ZKXXvQu+aU/wC73PtXbenrDAtkZi126GzGhxmghlltsJQgdgkAccYzT6+pCYXmcOjpi3meR/Tfp/prp9pyNpzS8BESJjcvCQVuKz8y1qHKlHHc+QAHGKIUdqI9JAaVuVj5j5bgO30FMYkNKnEx9oCmz/6vPH7Gpi0wG2w48tCcqynBGO5+b68ZrCbsczoiyiSbAeBCWEpUofIVk8pJJJPt5U/W8WCrYlJRgbsHaTwR+nGaZ+MzFQuQhBO/xNpH5D/WlWZrDwTwFAM8kjPPlx+lGMcweZJQJSZRS2434ZcScEHOwD61KIac8NKkuKKTkAkDcjAGcj15/aoeIEfNIKRuO1CAOMedT8CQ05H8B0qG7OQORjnJP6miGZRxmahOyOtXyhRVu3Y4SPocf38qeWeYmH4jTjGVbkk49Tzzn8vOmrTDbrmzYfx71jIxjyTmnrPhxGysIWSB3B5749PpUGDLNrWlshXBpDLpeJALYJWexVz59u3FeuXMSHm1NnLKWiFHJxuVjH7A1V2b8XXAAdriWflGe5z51jPih1uMCoLIK3HE/KTnj+2f0phfEFaQvcyXuR3RWMbkmRlY47JPI/apCTbYKIjcKTDbcbUdpBGcj3pgpSXn2jjKU7UpAHKUnPceflUhPlOSA0UgDapJIx2NIcKbmPXd5RBN1J+GXROrGX5kCCmLMSNxLQxn9K4U66aIvfTJL6mrs4uK0s/KpXIxX1EduqIlyLEg/wCanbgdiQf+tDnqt0F6fdT1sPXi0IdeSsOYTwFeyh50lgqC4HE6Gm1dVPLUJseJ8urJ1demW4MsIfecA2kISTVa1Lq+/qbcdNpnBJBwfDOK+sFo+GHpjaoqUwtKQmFoTjKWkj/Sq7rPohpOPGVvssdTauD92KJCF823EY+qNbyq2Z8cXrhcb06tCm3AknkEc0tHsDKcAoVuUe23kmu/OqfwgRHXY960bbm0vyHAnwQAAsmmlv0h0/6RSExLVa4GoNZtKCXJbqd8O3ukZCUj+dzg8d+PKsvUeuafpieYXbsPvgTGOnVNSbh7Cc99PvhH6k6ut6L5Mbh6as6hvMy8OljKP6gjG4/nge9Fyw/Dd8PdhjoVf9Z3/VUpIJX/AAqN4UYkdwleDn/1VZlwNY6ohXXWepb5/H7bF2SWpSfD+wNsAZcSEKPCuTyMkAA1Z02TR0Wbar1aJL97kOLAlpiDa2I608gKX3Gf6RXhNd+LdZWJCEKPZ/ZzOrp+lUkHmuT7f6GJWrd03+GxTgt7XSm9uSFq2IRMuAacXxncElYJHuOKh9R9MvhmhxGZN30tqWxIlrKG1tPlzYoHGCMnzouL0npeZeItyZ6fpkQ47K2fAmXR0qBJyClCeB/6vyp6jRmj1Spf8c0NKfgzEISzHbuBfTGUn+ZtKxlCvoTXLHX9WSD4zfP/AOzUenUSDemPlOeLx8Jem7ygOdNOora31oDiIF4a8FxQPbCh/wD5NDC6/D31cstyNtm6Rkb84S6hQU2v3Sod67Hf0XbpcC4R490jW+SyoLjxprCi5sSMpA3KwSfRJH5VVdCa+6gaXm/Zr+iU7HdSHmbVdoxbeWM/N4CifmSOO+SOM967XTvxjrKY/wA9mUfOc/U9C0znyAqfZxOamfhw6vPgFGlXQD6rFSDPwrdZX0jbp1Cf+J3/AKV9INBa301rO3KkWhhtLrPD8daQHGlehFX+DFjSYai0y2FY4+UV73SdS/OoKlFgQZxavTadA2e8+X1n+DLq3cXAmU3DiJPclSln9MCihpn4ApTqUOah1M6O25LSAgfvmum9Za+FjvH8NkAMq5we2a1tuu2peAqSn65pjali20mPXpaBQ+2DzTfwOdJrYErubapyx3DyyoH8u1Eex9EOkmmNrFs0tAbKO5DKR/pUuL0l3aW3gc+hpB6a8oKU3kk++an6snMsUUTgWk9DtmmredkO0xWwOMhAqXZuEJtQS0EIxxgAChq/epzA2Bhah6mmq75LJClAIHru5oWa2Izw7iFvUExMS2KfQ4jcpIKcmhRqbUioKmitf4kk5HrUdr7VNxhWRErxFqabKScHOATQz1Hr5MyIyp4EZbUBnzprDcbeyBTXYLy2y9RPyApQc7DIJVimovLz0xW6cSSRnwxnyqgwdTxZbAWvaSts7QTwCKcN6nREXvL6EYwdqBz25/1pNrR8IiZMfcfGkKcUBuwon+1SMO9x2gfszaiQOQEY4HfvQgna/iIaSPHX+IlJUoD/AL71Bv8AVQRk4TJSgJwPnX2x/f8A61TqDLF7Tppy+F63PxnhkutvNIAwcKUjCv8A+tcw9Q9TQ2rlc3mXNokMNED6oAPb3zT6L1ZjGOFruAW4kZBTxhX/ALjH60ANfa+YVepzaHUuNPg7CPIHnH61pQbkAiL7GJjjUOqGVOOpcn4QDwjPftVKuOtykFmMDxxnzqu3O9RnXlrS3wag37kgrPhjGactMAQH1B7SYl6jlLVvW4oe2aQGpnwOFkmoF97xMEnvSYdSkdxTLCJFVry1sarnJ7uKwfepeBrGSkj75X0zQ/bl+I4GmEKccWcJSgZJP0o5dLPhk15rZDFzvSDZLY5hW55P3q0+yfL86W4VRczRTqsTIyNq6a8pKGnCVHyHepxNw1AUgiNLwRx8iq6v6ddC+nGhGW3GrM3NlJAzIlgOKJ9cHgUV0fwBKEgWyLgAD/KT/wAqz3vwJq8QLzBxbI0dq4Fpp4NpKggHI4B/96sDZS08hafkC3QhIPPA86oMOapDzhdKTlpK2yD5jGRVlts37Q2whx4/KsqSr0OO37Urkzl2MuFkmQPFdW8kObASQpWMkggf3p63lDYYcG4lRCfVOTn/AFqgGSYqmvnIWvlRB471aYV9ZW8lp3blOFfi7H0ohnEo3EsWcqS0klKUoUF7vM5xn+1N4OEPuJzzwnHvWq5yGXHFvAZUQE89vWo9M5KZuWyMhW5Sge4P50RNoS3Mu0OMFtBoncDtUFE+YyM+3en1tZWo7gCQDkpCvX/v96hrRc0OAJbx229zwKl41w+yx95Ru8yRyB+VEPWUQeI6iKUhZVnClYQMn0GfOt3ZRK0JUMKWoEhScdgP+lMVuveHHCfXJA5zkHyrSYVFpDjTvIVgg8YqEgC8YqXMUElH2l0qWsbVAcqwMDnt37+9LMTlCS6tDqdqiE/UDv8Avmq2/PZajKdkKSkIVkqz+I8n+30p/aokpdrTcru+izwlfMl2Rw45nnKUHy9zjPvWGtqVpeZjYTalES1Rrs8HQ4nbgHcceg+napODeWpKN6lgHggE+VC68dXNKac2NWuxuzlPFSEzJu4hW04JS0ATgE4J2frUT/8Abjen/DctbdrDC0OEEtAJSEDIIJWg4OfNI/OuLW6/Rpmy3b79to8aQt2t9/GF3Wc5CJbMltYODgkV5D1KlqOmVvzs7g0LLb1o1VMaV/GLNbJGzb8hiqAwrHclSj59wD2NSrfVHRUhJh6gsT1rLuUGTb1FxKD6qbxuA5HOyk0/xJpKrkE2J9Yz8q6IFZbgekLUPV0aSwEBQ3udgKitZyWv4WtSxnjg1CabsMR1xu4WfUcW5wSrJcaXhaPZSfKoDrdrZjS8N9xB8QWxgPeGnu8+rhpv9Tn9K6ep6kg0jVgbjtE06FMVgE95gl6wdTJtrc/whaH5P8Q8Dx7i9Eb8Zy3QyQlRQgclZ3DJ8hQ0bhaZ0hcow1FDl3Czv+LLsz6Gdq54Ck7mXVA8ISvCgpQBVwR35Xj2K23izzLlN1M6qY+h243qWuOpuTDkJKSlhIVtUUrUNpQvckgZTjiqwzqg6ovzdw1w+pxtEfapqGktNISlOEttj+QHvnyxk4zz811VdtVUaoxJ9fX7/idlBssJIQLpOeQu0sSHU25Dy3Y8AKxHipUrPhpx3Az55PvyKsUdUZi3umRfbfCKAPvZklMdnJOOFHAJ9sk00sUewuxoSo2m7xIbaaWtfhoVh9wn5UnHZKeeR386qnWyNu0NOjfwG9xzHZadclTYqmmFL8VH3bZIGSAT2rm01/M11pkEAmPZvCplhCnfZERrT9quka82uLEhOGS9c/GQuM60UYIC0gqVzVn0/etOajtouOm7zCnsbihTsV3KQod08hPP60GdLJj3f4cI7Sik+HCkNKJPCSCv/pTb4WdSWuFoi7WqXKgplplqMVqTNbjhSikEZKz24NNbSf4nK5Ktb94K1/OoPBF4cLi2l0ESWEPgDG1xPIH5/wDf0qCudxflQWLTcJq3LZHeSrlGX2Ejv4aj5ex8qeOz5jkZLsyCqIpQ4CXkPsq/4XWyU/uD7VGtTAuLOj+MyjLedryOcj0V6/3rk1Gam20zYLMLiUbUOq7x0w19Gn6YlplQX1JeE1pCiktf/su4+Xf+ldkdGuo1g6hWhqVG2tv4CXmirlKvMVybB1A3bRLtMm2NzYVyAStpQACHOyV5Pb3pr03l37oxrZ+bepS0eK8347aF5YcZUfkW2Bxx516joXWToWU8Acj1/wDYnL1ul8cEev0hx+KrQN0jMJ1RawtTbHzLAHlXPVs1m+hpK0vHjvzXfDtzs2vtGuRZHhufaI54POQR3r5s9SLe/oDXNx09IBQw44pyOT6Z7V9VqKlZRWpG4M5vT6zFTQqjKwvWnqW2koQ7JOQMfiq023XjDyNweO7PB3VyM5qkxXT94rcOxzU1aOoqo4AU8cd+9MQECSqi3nXadURV5KlBWQDjPevH7rGUx4jYCvSudrX1SyRtKefWp5HUdtxBBk7cnsVdjUzuvEFABCzq64fbtMvsp5SWM/Qjn/ShBqS62tqzNJdbGEpOFAjJNZcepTDkB2IJCcqQQBu9qAWreoClsrgF3K0LI4NagSSLTPtABvLivVTUVsIRIKSD5VBTteSUcokKzk9+1DGRqZ5z5gfKo2ZfnCkkHkVQojvLasIQZWtHlryuQCP0qFmavWrJ8bOPzqgP3RazlTh496YvT1cnxD+tMFMCINcy6v60eKuXVAg8EGqreb59pleKVcnufWoGXdm0fidGfrUHKvAcUUspUs+iQTTFX0iXqFuZY5FxQCVFyo966tJOSoD86h40bUF1kohwrfIW4vtlBAx6nPlRe0D8Pcq8rbk6gkKUk4PhJ4T/ANaPbtyxgC7HEG8WdMub6YlshPSnlHCUtIKiT+VG/pn8K2vtcqZnX1YtUFwBZT/tCP7CjnoHpno/R0VtcW3sB5ODuKRVum9QU2oBhl1KEJGPlOKyvW7JNlPT3y0kun3RrpV0uisiHZ40i4IA3ynxvcKvqe35UQZOpIqWgmO2hKU9tvaufbp1LiIWsmSVKJz+KmzfVZttGFSE49CqkBGY3Y3mqyqPLOhVanIZ3DGDTL/F5HGRXPknrAAChl0KH1qNPVV4nO8/rTbW4gAXhhtN0R4bTLo3NpJ5/wCIY/0qwWl5WNgzubUCk5oZRLoGGlM7uQoEflVxsV6+7dWFBaigHBOKzDGJjAvxLQ0p+Ure7hW1WBx61L/Yy4lL4QA4o4POOwqu2+4oDqElOOMqBqeiXJJKk7sJB/Ce31og3rDsY+VcXHWQ3IJKm+AQaSjyErT4m0YJCArOCAKjHHWy8pL5KUr53JNPhlq3q2NdslJVxuFQi8K1pcLJKSlSVtPqz/vEjH51YFLeLf3jh2qyOOc/95oe6dnSN4Q+ptKcfyq54q5i470oQhROccqH+tGMCQixlqZU2WELCVZbIz7VX9R6ji2eO8XXgF5GxA7qUewAHcntikLlqAQILzy3inAyok+n1NU7RNzj3dy4dU9RNFVstSyzaGXMFL8nsXB64PA98msOt1S6amajnAj9NSLtiWx2XF0Rb/8AFmq4v2u7vo8SFbBymKDwFuDsVdvoTgc1Umr1fuoN1iSLlcm4zc5JQVvLKUM55TsykbFJ244PzZ7nNQ7bWo+pN7lzRdm2WUtuOyZDiMpZCeAMZBSQQAOe2fOp1F+VfrVa4Nyt7bDcHapqK2dxW6kEeIonvnvgkgE85IyPm2u6q2rfc5xfAnfpaYJxzH9ttGnYE2VaH7OdSxW3EPR5jznhtJdKSF5KR4i/IjaFDOcgYBpaH9oh2RzT4j2ZlK1EBX2TxFgbsj5x4hJH++B9Kjb1JnNxWUxXU7g834iErQAls5J3FRz8wSQMg7j3GezORd47Nzh3CS82y2qGlh5KW2HxLKDtDiU5CMYUMlRQST+j6T7qW638ffzmeolmteWG4Xa7vW2DBmJtEgwFNKQv7G6FOBGOFEhCOcc5OMnse1I3JywXi4x3p1ucsMZbSg87EWuQ2lzOQVNkfh9dm5I754pm1dbZcY32+IVMRyVIG2EhtwKScHcW+EcjycprLlFtpRYdSoISVENnJwfPnBJ/3jz6KPauLq6rK2bH3/3/AFNOnQEekoevtX3LREqdqHT91eZTbFhpVxhDMd/5d2xaB+InIGFDjypC/wB01Hraz6Zj3dmTNlz2lXu5IiIO8IAAQAkKScAqHAOeCRnFCPrNrKdZpsZFkvyQm8Sm4sphP4clYBStB4OAeFY/5VO9UdQ3aBqGDGt1lXPCIDDJWht0qaJB5QW1DB5PByD6Vo0lCoKa/wDduPPpb+8ZkrVVyPSw+czVl307MsdqEB/7ZNZDi35XjuKe+zJylll0HAVhIz8ycgke9QsVKkRwXgAtX3jvmAfT3H/L3p/1BvZvOonj9kkMFlLEVKX45Zd+UJzuBAJ7jk9wBTBt1sHlA2FXHzHgYGP+/aoFIQX+sEWvJZ3Tt11hDt0eB1Ya08tsrjqt7i5hU4orJSpKGUKSchWO+eKEnVLT150bqH/D1z1Q7ekFlD4eBeSk5JGNroCgQQe4oyWKy3ddwg3BmFJdWxKS6GGVhDqgkg7m1H5SUkcoOCUqBGapnxMR3P8AGcO4vNEKfjuApUSSPvFHBJAJI3Vq6dqT+YWgLWz2F/WI1VEeGanfE86P9HLN1DsBmzNV3aI6l5xBjRYiXEJSkA5KlLSMnPbFTetfhqtlnhuu6V1g5LnsNJeVAnxfBU6kjICHElSNxHZJIJqW+FNhc233JpsN7o8pS0eKFFJKm0gJJHbJFX7qvfF2OxON3hVpssUraflMtyFvPyVNHLaWwpKSDkAdsAVnr6/U09Y1JWxfA+xGU9NRegHYdpytpTqLqjQk4qts9/7Pu2SoTiiWnE55BSeAfcV1HpK8v3fT8y/NfLBfYSGHHQkpeCk7th5yFD1xXJNutF31rqZcGyQFvybg+taW0DO0E5JPsM11d05iQ43S3VtqQhal6cDbX3je1W9tHJGee+aPr1Ck6qVA394PTqjrcE+WQk14OOJS2d3iYAyakblJduuj3tR3G9CWmyL+xyWEBICWP6iockimWnoark6HUAnBCmxjO7PoPOi/YOj+nZVmk2m7RYxTefmlNIkKaCyfXbXn6ACuFtkTpMCy3EV6DdUWb5opLkGUp3+FvKiqJ7lA/Cf0oL/GMyxdY7OpoGA/FVlRHfHnRe010/0/06vNws2nI6Y8aSwVLbS8pxJWkcEZ9qCvxMR5LOml3aGS5HcSUvI/p96+pfhfWGrSaiL7VOL82nG1VPw2Dnm05wF0TOiIkoI5HP1pubopr8KqrGmbmHIrrBVnYs4+lLSp4aUcqFexCWNpgaruF5ZE6kfZGQ4R+dYrW8tB/wA8n2zVHlXllKTuWMVFvXxlXyoUSfajCCZnr2hCe1rMUD98f1qpXq7LfkfaSrJPeoZc25SRiLAkO/8AC2aZybdqx9JxaX0gjgEYo1AHEzPULSY/iqPDClKA/OoudqBhHAVk+1bWHQeors8EziqOycHGeaKmmulOnoakrkRw8sYJK+ajELzBG54HWnL7dVhu22x93PGduB+tWvT3RnXmplp8UfZUKODxkiukLDpTTsdKQ2yj5RkhCB/eiBY4kCE4Uq2MDvyfmIx6e1LaqBxGLR9YDdMfCPZwhMi/SnZRxuIK8A/kPpRYtHw+aJtbKURrHGbx/MU5JGf+lXJy8MRvuouHFEZBPYgnH5dqf224SJDgMl5tAGMIRyePm7/nQiqWMaaIAgi1n06seknYt0iRGkoWvwVfL5qT/bio6FrCFbmAhG0KAxxRF61Nrd0m460AosFC1DHZSVABQ+qFD9K5duFycbU4kqKVBR4zRvdjiSnZRcwj3LqXIaUsofyPIZqh3zqBMklRMggfWqdOujgJJWTn3qAmzirO4n9ataYEqpXIwJY5usH1FQDqs+uaZDVMkqwt8n86qTsknJya0Lx27s0dgInxmMvDGpFA5Lx/WnP+KyP9qKHP2tQ43H9a8Mtz+o/rVkSvFadtXePNgpMnYfA37FeqTTqxXxxlYSteQpOO9WuTFjT2pMaQnIfIz9fI1UploXbZTaUYKVeWOQawlQYxG7QlWa5NLbQ88Aon5FZOcDyNS0aSN5CFkoUT3PaqJZXspRjhQ/EDViizFJZCgsbc5wPKgtHCSr1yWmQ3HeGEZwCOxqwMS3UR/DUtCm1HKcng1RlPrkSi4ooOBuSUjg1ZWprAgpbwMlPJPkcUQEsmTNlUzGdLpbJJVkkHOKm3bmtt1rwuE5yM8dqpUS4OMgKZeS3g4VuPBpW5XEtlD7hSRjPB86rNoIOYh1Z1VLejw9M2lxX2y8yERWwCMjccE8VadbPNWaDb9GWtS2YGmoAceWy1vPjY7lPn3PPvQp6bTo+tviEjJdQlcawRHJQB5+8xwf7UUmb6Hrm49NjuvQzcEy5K4xLq0JScje2OQMADPavDfirUkVVoDgC5+M7fTaf+PdGV0NubjWpqxXRcifcY4NwUw8fCeyoFtsjOMp9KlLJZpzKmDPkMR1SHlsqLih93sGVcHvgZA/OqPPmNPXx66WxAhpXKXKbDSdgSd2RwO3r+VPIt/FuiS312NN0k7kvJS48sIAUrCiUp7nds8+Sc4NeFKNVqBF9wnWDBFJMkeo/2N21wjCvKFSJXiYZbWfEylWdyld+Uh0YP9XnxSUJKrnoMlx1SFwXlhQWrLYJBWMHfgKO4fy8578Uwvd91s5ZvGuumhabdMHhNPIghvxSB28UgKVx71DaJYRc7h/Dpl3cgNuoJC22C4pe0jKeMdgSeSBgGvQ0FaioQ5x7vrOdUYVGuJbtEXqDHjTIU5ttoPLQ61MRHS68znG5KASkA5SoklY/zOMkcP72u1mOpcC4KcTn5S82GV7z55ClJyTxneVHtznFOL105ttlYR/DpF0myAXwpSWkYSWgCvcgHCRg5yFq47A9qpqJKAlSElKm3UkA9wtJHIIPkQe1Yq+nV7g/ONpuRmcn9bdQqb1LbYTspOI17ZeDZbxtBcG47vIkjkfnRu1U/MavqruzdokVpmJGfU2txaXpABP3bZHy8lIzu/wBTXNvxHtvxbzMcQtYdblbzlXyL2KylQHfdtKcnPrXQDF3uF60zp272O6fZRdbc3udLjiAQEhZSQhQz8jjhwSR8prq6+iKOn07Dg7gf/wAn+DMdCoXq1B7j+4mmtVXCTqqRKu1vchOrfbcLTjiVkI2oSk5SSOe9Tmh7VHmP+MCHXmXggICsBpZGUkkHKT7EDIOU7tpSYu9pvF2iRL7cG4DiJDWxv7G6XCtTKiCFHsCeTwfMUha7deoF8TqzR0/bdJDbbTqfEIbfbAOcDsQTs79gRjmuOwD0tt7Yt7L+k3C4a4zOldKx27I4mPDj58Zg7y1DWs/KeB8mCQMkDOAB2A7Vzn8WTCF3S2y0IfCiVpV4x+bJSny7gcHg8iidpTq3bro/EtOp47tlvCk4w/EJQ/uTkFCcpIJAztKjgdzVG+KmOpyz2u4Be9G5GxeNowd44GTjy8zWXpu6jraauLZ/iM1dn07FYKekGhH9dTZ0JGt3tPJjoQs+FHdeU8ScY2tkdvU0VJfwlw5Ta35PVG5vSMHC39PSCgn3O8kD8qHHQNs3DVr8LxZCFuNIcQphwoVvQ4kjnzGfLzrp3Vt015b4rj1jvDibk2taBHmQ1oacChyQ6pQHkOADmuh1HXVtNqylNgOOw/eZNJpqdagGYX+c5E11oXW3RbULLjk7wXN26JcIDqglePQ8FJxjKSKI/Tz4gNUaqj3DSOqZD0x+dFKS9GAbelIAwUKI/ErB4P1qC6+Xe/y2VxtXy4q7tOksyfs8fswhDW3JHkVH9qoHSqDJkaxjrYCsx23HFKScFPy4HP1IreyrrdCa1a24cEeyIBOn1Ap0+PSdtaI0FG06xGm6kTKhRWmkllLjeHe384zV/besjios+yPvSUtry5va5H0z3rnvRuq7rZFmNrHVEqVbvD8N6RLcLm0jzyewFFfSes9AMQJM6BflXKHHbDrzjKFKQ2ntnIHavL+EysbC+efv+p2lcWzj2Saurxe1Q3Kabw2ttedyAk/hPpQV6kqYuukrjbHkgpUlwAEfWiu7qrTt0uEhdsUoLixlPK3Aj5Sng+9UezyLfdor0WdB8ZD2Rkp9a+gfg1TtqE+s5PVCDa0+aT1xOn7rNibsBt1QH0zT+1xtQ6sfS1bIbigo43Yox9a/housHVcnUtiil63ur3raSOU1eeiWn4MV5qE/AS0sJzynmvoFRwoE4NOmz3HaD7Rnw1Tb0tt2+Pr2qxlNG/Tnw1aKsyEOSLch3HO5QzR3s+nLSYe1bSd+zKSkedLpYajp+zuBCUpBwpQycUvxLwvDAPEGCOnukrYyBGtrCNo7BsVXtQ6S08+34ghtpUjnhIFF+dbLfPaUWHpC3EdwkcVStW6dUzaZUuO2tKvDJAJ54okcmCyDvObdT2h3TN4lIDZEdCkrTkc7Fc8fvTVF53o3NDcnnGOKt+u3Hr9b0TkMAAx0suk88jPNCq1ImpdcgryVo7fSrqC+ZVP0l1galmJOwOhlHp61ONaobZO/xXZCsA/MdxB/0qgiJ4RP2lTm4DgDgUq9dm2YpYa2tpI+uTS9vYx26EJOsH1YU+/sQMgJB/1/P96lIHUBhhweGsAjAz5k/rQDn6hcHCF8Ux/xNJA4eOfXNX4fpANUQ4dQ+orM+2PRy68d6NpSVe3H5Zx+nvQAuF0L7qnVHlVJ3LULzqFBTxOR5mq5EXcrvLEC2QnZT5PCW0k/r6U5VsJmd7nEcTZvclVQki4BS9qMqJ7Ac0UdP9B9SXcof1A99jZUf8tHKj9T5UT7D0S0nYkBa4iXF4/Evkn86u4EoU2bM5fatt9mndGtb6gfPbgVs9YdUtJyu0ugfSuxY2m9PQe0Zv2AAqz2PS9ivI8By0I+pTTFIJ4lFCovPn+79tjL2SYriD7ivfEd9DXfeqfht05d4a32oaG3VAngUJnPhgAcWAjgKIHFEcdoIF+IaTdYzawsO8qA/WkH7pDdWHFEHC8HJ7Z86qz4ksPmNKSpt1HdJrEDx2CSs5JGOa5sbt7wh2eXBUsBSkY3cE1M3FUSIhLjBR8oydo75oUtTn2HApRUMDBINPXtSyHUpYU4Tnge9SGARLuxcIzfzpVuJOSB2FN5Go/DWGhkJBNVJE6WgDkpCzSyHFrdHzZ+lCxjAt+Zerdc3VBJUAtJ5BPames7wxEtzr6ClC0I7g4/amsW4iK2gbNw9MUPeqmpSm3vIOUkjOB5VaZNoD+WWv4OZKrprrW16dcKnGbevBVz3/8Aaj5DXL0+27NjQFSgu2PJdcirSvwt/ZS8AEDv61y/8Ct0MjU+sIK1fPJtjhHPfBP/ADroCwO6mcF0Ee0hTCoLjW4FLYKBglXIG7A8u9fPPxXSP51m9gnoemuDQWVzxAl1QOO2KfQZsiDLRNgTHYslvKEutKKVBJxnn/0n8qgXJWXjzg8HvUzY4L90mNttJBBcCAVEAE5Hc5GOx7kexzxXkQrb8czo3BGZO3h86i0Yh6VKD01DziHCt8reWnCVpUoHkbPnRyf5x61UYTJt8i3TclKm5SG1KQdpws7Ac+XJTz7UcntFWFjR8n7C59uuC0lT5U40naUZyN6QN2MEDKlZzQpRAilpxmbh1GS2sDsrBwcGu2y7AAzXv8feJiHmyBaEq4zbi7ZxJfRboDKU5Tc2kvIWklASWhkkKWcYIyVEHG0cUKZbJKz4GUspwhAWMKIAwCfc4yferlZNNwdXpbuSLyXyRnw2mH5D6QSR+FQClcjHy7hmltU9ORZbVJu6X5qGYqUrcVJaQElJO3cAlZWQCfm+X5fPFLqJsO8j7+EisCdt5xL8Vem3WL1HfacQth6EreTwpS92SrHmOccE4AGaefDfe5Oo+l8/R21tV1088pyElxJOfxKSCAckKSp1HGOD7US+vegJetNGJetyR9str4fbwMnHZQBHfg/tXNukbxL6LdSoV6nuuohSd0aYlKSQlORyBwcg4UPp+Vd2mv8A1DpR09M3qIdwHtHb4gkTnvfT6vxWFlOD8f6M6Y0FFuWoEJs0rUgWHm03O3M/ZA0t9WwhxtWVFQwpSSCCc8E9+LDZLaph4RgjaFfM3wB7EDyGCQMdh8vcHi1ad6O6n1oDd9GupiW55CZUW4JLLbMNSyFubVq5KFnkAbhhRxjGCRE6U6P2F2PCXdXri4wltCoVmBWylQ4I8dz5cZOMZz9Oa8gxq1xvpiyt7hb9vpfN/ZOupSl5WOR8fv4+yUq46dtcq3IXdrOiWiPGKktS2yVJBGSjIwdpx68jjnFc5aw6m6g1daYum5mibXEt0JY8FmIw8gpSM4SMqOAMk12+xrewwJcCBZel6JCggFh+VdC4SlJ/FlO71BOKfnqzKcZ+0K0Hpwx1DduEx7dtOMHAa3fzAdqboKA0mazKxxbLY59kVqarV8U1IHfjP1nzz0ZO1hozVrStIQRLuUptTMdgxS+paVc4DZGc8ftV21d1R+IaJKjae1FEfs8y4ACO3/C0xnnATtG1RTnvxXVl4t3S++6ki6xvvSe4s3pooULhaLs6HUnBCflf2pIwCM4x5ZzVP6n9FNP9Vr/brho/qILbeLaoBNq1Kw5DecwoK2ocUNqz7pBHPeumxSvWDFEbGT3v25teYwWpIRdlzx2+l5zdO6A6+QtV319dIFhQ59449cpqVOqz5hAJUo1a9N6Ysmm4Ai6YRIkKlY3zX2/DW+B/MlB5SgeWeTXQeorbrPQrn8MuVtQwgtBtLshtDqFjvlCxkL/I1SJ+o1xEJMe3xQptpTaFqQM89yf+Veer9Y1Nc+DUQgj/AF4A945+fynWo6Oig8RDf28wZdRNFXW+aMEuBf40ZtqQGfsawfEkDzUCPKrhoy0TtH6Ph2kvxmGrulJLi3Dw0j8SVpxwD69qXjoi6tmtu35xu22y2xyUpaISoD1Ge5Jpmt26X1xiBAubomSv/DFxAT4bcZJ5JGMpO3v60Yr1atIUG4Bv8/3l+Gquag5OJctGMoWxcbipptCbk/8AZ2Uo/D4aeMj2PNGG16Ht/wDA3HozKUlDeRhPnihpo+MxIuzFtgozDtqA0k+SleZrpHTlvQbE824Bkt19R/CmlbS6YbxlszhdVe5x2nItwujzV6lWudgpSpQKVjuPKqFeZ8Gy62jtxW0tJUxuOOOc0Q+r9sVB1p9qjpCQrIVj+9BDqLLWzq2I+F92cYr0lXzKVmeiBcNOitKarjOMBKn0pATkn3qWfulukLWpCVrUjJ5GRiudrFqxyE2EqOQRg81bYfUVtCkJCgr5QCc9x6UCHGZKiebELsK8tJ8RIQNpB4x2rfw4FzYU24kFKxtwTnj0oaxtTMLUCHjlQwcqAHb25pdGtYttc/8AmQUnBSM9jURypzF1KYIxK09pe2268XzT8tsbGXd7QIz8u4EftQM1Wi32fUYMHaUqaBOD55NErqvrSW9dGL1DcCUODwXgjz9Cf1xQC1FeC9cnnQRg8gZ9ef71q/ViZgLG5i91vCnEHKzjOcCq1MuThyQcUm5NcdUG2kqcWrgJQNxP5VYrD0U6o6wKV2/Tb8RheMPTR4QP0SfmP6VAAILEniUWVOAJUtdK2Cw6n1nNEHS9okzV7gFLQg7Ec91K7CjPYvhQukC6xpWtJyZEXIK2GklKST2ye5HB9K6H0/YbRpu2ohWSDHjNpSEgIQEiqZ9uIK0i2TOedO/Cz4bSZuuL4pSyncYsXhI9is8n8sUUbFpLRekWEtWu2MMIxyoJGT9T3NWu8yUb/AkuJT5ZSaq0iJb0blvXHcP6c+VL3FuZpWkqSZU3bpja1RSkkDKfrTJyyXC5xyGWyk474qAjXyHBlKbig7B6mrdateQzH8FwtoI470xcZMjCwxIK16SmRZZXcVFQB4JojWZdpYQlvxEtqA71QL/1AhtNqQ04DiqTP17NcSXWCrjsRTA1+IsrfmdPwH2nhgzEqR9aefwu2K+Y7eee4rmTT3VeapxEZ1SkEHzNExrXTJaQS+clIzz7Vfi2gmge0V1Dp1GobMxcLelAnR047AFYA7GhcJS4qVR32yhxtfzBQwRRR07e8MBKe+O2fOoDV+nFXptNwgbEyQkhaSMb8H+9ZAQ4zAF1Nu0pTklToKSOys59abuSdryChIVg55pebEkwI26QypC/wnI7+lMmMPAKOAoGhuRHBJPRJ6JDKBtIVkHHtTtt1QdBCSMnIFRFvYWp4JB/D5ipEB1DyCST7EUJ9kIAiTEy4oiMEqA5HFBrqZdkyY7hSrnzopXVlL8c/eLBHeg11BjNJbcKFKPcYKj+tHRGbxNQWEkPgz1c3YetDUKQ4lDdybdiK3KxncnI/cV2PEgyoMtM6LcYRkiS5bvsbjikFSVnG9R5GBkeXYV80NNX2RpPWkK+RF7HI0hDqT7pOa+jDt2uN7h2y+6XEd1vU0ZtZU6shCFgfMeDjPHn6V4z8X6bzpV7EW+X39J2ekVb0tvcSq3pmTbbk9Dl7A60tTa9pykkHyPp/wAqIvRm56emzfGl3hMR6IPDQ0vwtxc8+Fg8jHkM/Xg1UNaWmfJhs3+bLYekOqLb7bDZSGXEcbST3zjOfeqxEbZkr8XJQ6BgqSAOeOSPX5QP2rxSEKd5GROqQb2nVksw21TY78yS6FkPtNB9xe445IQnAJyOyuBx8tAu6Oqtd3nWkLWER17mweMt8geQ/p9APSt7ZctYWx6C3bNUPORH2QFMzXnEJbUcZC8AqCclaso5IAGDkVF6zvVpn3O3TLTc4015MctSlxm1JZc4SAptTgS4sAp43Jz8x5Nb6bisCR989olhssDLP0yu0+JcLrDgvOj7tw+A2tIJQvDiXBuUBuCw4E+fydjmrdKs2odVT3kJ1Lcxb3NxVEebSwVeIVFY2I52Z2kb/mJyAMEUI9H3+42+8IkWhpKJy0CPlxGeCflVgnBI3LHIUMLPFHCBqBrScVMq+3BapiigIDwbjspcWQEhCAEobySBnaB71y+raldMoABLni2fv2esdpkaobjgcy8WrRnS3pnptF21qUzZ0pOxmEU+Itxahw22gcqV5VzU90G6a2DWcjXettNG/XmQ8uVatMKVvYgoUrclcjbwpQGE7eU5PAVjcCZcpd10xKe1nqmbGuWpJgLNqYbUVRrcweNwKgOTnlWBk8Diq9b491iwZmsnXVyEofDcx0uhL0sLxuQhKxjxEc9jjjIKk8109EG2hx5Baxtyfee/HsHIHty1EsSGO4nOeB7h2/eStvn6j1ve49tmBE9iN/8Ao0NLjESPHx8i04wjb2yVnODjg5SlxEj6Rts6VbdQOzZLlqlLTGRbClYkNLKVDMhWAAkpAwkbgQSBzVfvF2jXSWwq2WhFpjRmfs7TLK1blNE5y8v+c55Oe+OM4BpzAc01IDDU1dwh+G0VyVFsOJWvIHhoCc89+VkJUOSMjFKr1gT/AIxf3/ef2hpSNvMZOWO/RIFnXaHNL2yQ8VOlE6Upb62934SEYyhaRj+UdhUpH1Jck6XGmlM6fUjw/DMoQ31SCO+4kDGcDGcDj0qDhWSU62y5bHok1byN5jMYcKUYBBUCkpbznt8h78Co57UbMdTcZdhU4haQFLjup8UKUfl2pUopUfwEYWnuR7VmpPV/jsIVSmhl4u8iPd9PNwUaThxpbbSGjNhSy0642PxZQNwwrzL2B7g4NIyLFY337bZ9OTZE9Ul8oFuvjKWywSDktu48FzPPA3AjJHmQyu99ZEe2252ZDitQnlrbWopb8YqOfkyhBSNpIHzKOdpB4yJRwpdaDbu11tQCwCARgjOcnlQ5HJzuJG7ckbxpN3PmXi2bW+RH8390yi6AWPrG8NOs9FTJmnrohudayoIFnuiFORl5xjw3D94yo/1JBaznGPxVWNTdPbJe7ZcdS6KbmePa0+NO03KRumRiDyE4P3rZ5wsZHuecXS3ToUe4GRfWZN2hlj7MkqcLkmGkn8TKlZUoD+hRIwFAZyAuqzYl9avMHUlqlyrZGVLW5ZLs586SN3ztqSMq2nAy0pQ7LGCeRVWklcWqi47f8l+Pp92HMOnUZDdMH6H4esD99P8AjOTAVcrD4DEVJTBtYUUvJXnkvbTyk8EVKWa0uWlCbDbVGVeJY2vPDnwG/JOfb96K980tM13bZV+0Pa4EDUzMlMfUMBGAGt2QmUyf5mlYyAPU+YNFDpL0QtGlIaZdxAl3B/5n33BkqVXY6F0CpVqCpW/QOB2MKvr6SJuH6u8pOhNFJtbDIcaUleAVL8yfWjBaixEjlp1wdsEHjNXJGmLG42EuRUDHbHBqoawsLEJha7TKO4AktrP+tfRVpNRG608+2pXUnZkTnL4jbNGt77F+jqBZKihwjyz2/euN9c3FE68IfSvJbynv5V1p171GFaUlQLgCgYwc9wRXC8y6oVdHQpfBPGTRKd9yJuRdigGS7l4eaThLpGBTZOppCOA6oY5HPaoS43OO1uPijH1qGRMm3F0s2qC/LcPASy2VH9qYiYzAqVLGEONr2RGzudJ9802l9RVkqKpBUo+p5qBt/SXrDqBIXb9JSGGlf7R8hIFFzph0Dt2k5TN81+83cJycLRH7tIP0/mI96jIqC5iPFZztEg9MdPOpnVNrFst6odvcxumTMobx6pHdX5Cilpf4NdJxHEy9YX2VdX/xKbbPgs/Tj5j+tE+36oabQhmOENNjCUISMcVNNXZko8d18EhIIRn9qT4pIxCNLu0irR0s6a6PXixaZgMlJ4WlkKUf/MeaskcwVFLSWkNqUQlBSBwf+/8AWq5cb538NaUpB4zxn/WoNN9Q2/tVLUVKPCEcEVYJJzIUFsTOpl5YjsTI6QlCiwh5lYGOE54/T+9CF/XEhoALcKUccjuRU/1Z1CwxJYced3sOb07vMbhyk/THHtigHd9W4JZSQdhIz9KcybjIjbRL9qLWLEgEoklAHc55NUK867cQ2W46lKI43E1VrrqBLiSSSSfU1Up93W9kZwntimJTAiatf0lod15PQ4SZJ5PrSbnUWSkYTIIP1ofypQUkhOajVvOY5OKbtvM3imEw6+efG1x8nPvUjb9bIGErcG360GzLWhXc1um5PZwlZFXsIk8Uw7QtTwFyAcgk+Yq1I1QgISBI4AHnXO1quj6VjCyTVjF/eAAyePegZS3En5kJgzr6xyFIdQFLwnirOwlzxUbHPkUSaqFiPiFO7sKt0FILSCVdjgVz2bbNqreWBywWq8WpVvuMdDm5PCtoyD5c0NpHTVhl95EOeWwk5CHOfqKJ0V8IaGFHOKayorcklRCQtXmPX1qlqk4MIJbIgoFtuNpkrS7G3pHAUjsabyJqzJSsx3UjH9J5NXe6OriueG4n5gcKFRq58UNlLiE7iO58hRggyESn3O7LSFJbSoqUORg8UJtbyFubytR5oyXqS24sJbTxg845oTa1bQ4FpXyc8egp1MWMTU4gSuwzIKgeQciutfhI6ip1XpuX0uuc8InQ/wDxdoWtXKVDkoH5+Xoa5UvcVKHlfLjmm+mdSXHR1/iX+0yFMyIjyXUKSexHP6Vn6joU6jp2oNz29hg6TUHTVA3bvPobGkuP3hEXVVykIgvvBmSw0yGUsygMJJOSVjnzHvUfdbem03iQxFeQ+mO5sXsVkE4BH0OCP++DmjNfWzrNpdrVumpCWb/HZDN1hJI3LGMFSffzB/KkdN6r/hOmrvpy9WsvRYQW9CkOOlZZJOPvFkbsD+bjjkYOK+TazTVNPVZGGRYEYHPf75GeRn1KOrKCDg5vLtCkxLhZYUr7YXFxFeGptbYCwnO4JB7KTgcenlnjLSzdM9C2pCkGRfZqYSEBsuKQw2rI4TtQguK9OArFPFxL1YbW1Hj3SPIg3Ih1otOBSS4RvKkEjIVxkqA8t2FHgeW64zkONtKaXIIQSkxj98Gz3wnIIST/ADJUUnuU1OnVfCYlbEH7/kyahA4F+RIKapelNQyJtiU/DbbbakW/epxDvjIw5twolQCh4WRuH41D2q/MREap1S1fbksrsMJpN3UVqVtWsoyjgpSOCFqOM8kcmh1qrUtphsSbgxGgmQ02EojvqUpIUDgBRbKRnGBhWRwOeKtUd55rpjbokYw4b18U2XlJQENoQRuWPlJJGAlPc5z70Gr07K/iMcucezGT8vSFSZQLKOBN4Ws5OpuobTMuQiMJq8KdcdCW48VGSUlKgRkpBxjByojPNPZzrKpBt1vmS3LUw4swGJCgospUcqOQB3Vz7ZCe1IWi5Wx/TEq23JiPcbpNf2NyTGUppuO2UqJYdWMlO/aOCP5jjvWjBJCnANhUdqAf6QOD7ZHP5gUOorkAU1wB2/r77SU0zuPJi/yNpKAc4zlXmo+fP6ft2wANosi4obdTZpTSJKnQksq8Enw0p4AbcylW4qPYZBb4NeMRpLxAbbIAOEqPAG3jk9gAM59MHHANSljtKP8AEMRN7abaabc3+A+0pYeKCoONKCQSFhQQMAHjJ8gC7SBma7KbfKDWIAsDmQs2+XGI4YU+2JhSkoOEJ8WC4Uny3JztTx5JKfatbTOirurEm4uhtCTuyFqWEqSn5fn4OQcEKO3JSMlOeILWdy+06ldShlEduLhhLTf4WsElSUgADAUVdgKtfTXSLOqXFNS20O+OpewKk+EUpbTlSkk5GCSBylWNqqeVFSoALW9uPnYRFyAbzy93CO+8iPbSlQO7JbSkjxFK29053EpS3k5J3Z5Perygx7axEgNz47xVHCwyh0LLYGRgDugggjyI+Y45IVVtVdO/4aAzCliWHYwfMCShIWppSSr5cEhY2gn+VRwflqAt1+cbLYfW9JabwEokOlxxtI8m3F5UnHkkkoHpV+H4NQ+Njdx3HzH9QT/kUBO0JS5SSkOIWeTjKhznGdqh9OR6gJIGM7N4lzkqjIsb1xTGs9zltLkl5kPBlWf85O7jvjd33DJJHO6BE9hxoPsPB5t9I3FpOfESVj5sf1bjkg87wUnJyoPNRz1twYNmkSFyDHbKHmno58Rl1eS60rdysKIKkg9wDuJVg0FT/GcQAm6OLlfpvTHW6bulkuXCxH7NKaQj/wDEoSgFLQBklWUJKwVnIVgc8kdHwtQQ3oke42giTCnMolRHEnhTShkd/rXKMpemmNMwrtEnNRr/AApi4spC5KluONrG5pzcMqwNpTuAwrng4xRM6MakcmaKuOnHkOtS9LSkusoWhSP/AAUjJTgKAO0LS4keyR613/w/q3o1DQ/1OR7Jk1VENZzzwfv75hcn6hvXhKU1bVdshSVZH7UNdT6+fC1xZ7SmVgdyMUQ7FqNTbYbdcThXNNdW2jTmqY5ROjNlfYKAAI/OvYOrVRdW+Ey0ytJrOmPUT54/FX1SiRITsBbw8VZxjPJFcw6M0vrnqddUx9LWl5xJVhUhYIQkfWvpvqT4L+nGqr2vUd5C57wG1CHDlCB9Klrd090hoLFr07bmIsdg+EoIbA5AHP61sT/EgvKqVRVay8Tk/Q3wWMgNTtdXR2UsYUWG8pb+nqa6G0l010TpGMiLaLJDYbTwpXgj9c+dXe4SY7e7gBKgChf7EVDrfYSlToaClj5hnkULVJAlxmSJhWpLC0RWMkJyFITgE+Vcq9R78bXfJMdKyfCkOIT3wBk+VdL/AOJWwksOyWW9w2BJUB+lce9fJLkHWE1G4FtxaX2SFDse/wC+ahPipBpDw6mY7hatcbWlx6SU5wcA/MascbWErwSvf4TfGOeSPc+VBCNeUsvBwZU6exqUTf5DzRC3irHYA4ApISxmtjiE97WcdKlIdeJSeTg/69zTVevYiEfdgAg9zx/1oQXG+KbGQrB8+e5qS0loLqT1FcSdL6flSGSrH2lY2Mj/AM54P5Zp23vFYjjqJq+PcofglYUpKuCR2/OhFcJyVkrBHPNddWL4JJU+OmRrvV5ZUeVRoCM7fberv+lWSN8FXSZaCykXGQ6Bjc5IPP6YpquvEQ4nz9mywSSV/vUQ/IB/m/eu3eoHwPaZjRXJFodksKGcAO5rkfqL0g1FoeW4E75DCSeSOQK0AXmUrfIlNdfxnH1pg8+STya3bRIkKDaW1lR4wBzUpE04o/eTVED+kd/zo1Ey1HCcyDDb0hW1ptSie2BUjFsMkkLkKCB6edWBEdiKnYw2lI/es/EeaZaZWrE8RvGhtR04QM+9ONvtXqRWZ96IC0QSSbmdlx2pUN4tOxXEDPpVqtbrDqEMqd2H3GKXYS3Ke2NoK1Z4z2FW+zaSjXAoVcW0lI5wkYrhkqxvPWKLDMrw8Vs7d4HorOUmnTLP2pISycqz+LyFEy36Q04keCqEhSeCMmvLvo2yvtrTbozrToHBbOE0LKL8wgwOIFdWsKjHxngEuoGE+ix9fWqYpkz3tsdW4n8Rx+Gj2OjarkypV3uTq0KOQ0kdvzpjJ6I2RtfiNOPMtgcJBzn2PtRyrqMQEXpuBDYWhMkJkI4KFD8X596FWo4V0kpcdFufUjk7gg4P51187oGz2bes2doknAeI3j279qqOqtGfx9Kk+GptCRjtyf8AkKcjCJdfScGahZlB5ZUypIz51Vnw7ylKDn3rrnVvRMFtx1DQ5JCQB2xQY1F0wuVscUsxVKbzjcBxT1NuJiKGU3pz1H1Z0x1CzfbHLW0Wz86ATtWnPKVDzBrt3Rmv+n3X+1NLt1ybs2pk7XX4LhHhyVp8lI/nScdx8wrieTpaSlRHgqA+lNGbberTLRNtjz0d5pQUhbZKSCPMEVyuq9IodUG4+Vxww/n1E2aTV1NN5SLr6TuvUtw1j0uS3qaVNkPRrU47IZjyNqmnVrxtQggbSANwz8rnOe2Qbbceo+l/tSpGs7eyw1PgIdQxGdSUqeSNzig2UD5gPNSlcEYGea5U0D8XXUXSjYtesranUVvxsWXDteCfQkghX0UD9avj/wAQ3w86rXFnXS1TLJPipKWl+G4gNAjBACNzZBHHKMV4ev0PW6Q7WpFgL+ZLH3YxbPv5xO0mro1Mq9uMH+5M6n6r6afmv2JFzlomGTiJGZcewpnsjdtXtzkKzjHlxRu1mue3Hs9vtk9uI83EcWFq8T+oAAbCDklvb3/m+tcT6q1H0rma/teo9NX24SpCp8ZWVS2tow4n+UMpOPauwOromOuWluE7HQVW+Q+r7Q2tSFll0qCNyCNud39qx9U0TUGoGxW4b9XriHpq28VL2NiOJd5k6euzWm0TLJKtqYNuStoOABDqlJypaACcDAUCDzmo4XCBb73Cts1jc3LYylwk4bJUkp3f7pwUe3B8sGSflX64wIE6+2yNDCra34CWXi5uT4Sid3AwdysY9MU0u9gj6igNskhDzbKVNKJxhwlOAfyKv3rgrUCVAzf3N5UsthCJCs5GUPoW86VBSihOU8k4cWjBIJ3KOB3K14JBxU9rGXp2Nalm3IgHaj75tKw4h7aMBGBjKuP5skDsKHvTjWDlnvg0Xq51Eeda3FhhxxtxTbu04/EMlPqFcZA5zS/WTWbkSKZ8VaFvPSG2m1eKpxC9vOQSBuACT5n8Q7V2hqmK2Q5OPnMPgi927QIvJkOPSXp6yHSsuLKu61qOcfXPNF/RF2sEewxBa7vb13NsIC4ctwIQ6nJUtGVdzuJ4SFnnuKDhdVqTUkQXOR9wp7xHyjgJaTlbmMdjtCu3tRcf6N2u62iLfLRFuVtanMh5Kmx9tYUnPCgMJdbHb8e760+ioDAnn0+nMWxNsTfV2tWlKXGah2uI44/HlPrTNEqW0WScIbOApCCcYylIGO57UOW5yHX/ABVEAlX4AOxPbFb6t0hqTRjbcmU8xLtslfhomRuUBY/lUMZSrzwQMjkZFNtIRrLMkvNT3imesAQ/GdCYxUfJ3jdg+XIAJ+bjNJr0nq1ArY+/hLRgq3EIOhojEmMidcnFsW2O4pTpSle8pcWUoKMJIzv3HHBKVqI75pW83F+8yFTpUxx113csSCgJPhJKcrwABu2rjnt/V61Kf/eGlOmUGPcSE3HUdyShwbgClKVHCSAojKUoHBSkp5HOKqd5fSuAdgJQpCmTsGVBK22lDA8yQ0ce4A4yKW1PzKkYpupaO4N3ssK23uPe2GkfbrQ4mEpTAc+yyUlK2AM/h/2iSfRsVdeg0xg62/hUdLAbu9rmQvuiQFIQEONKVkn5gVucjjn61WenF1nWS+TtSX1pciF9nJDUVvxHFBSHt21I58PLmUqPBSQMkg1r8Nd+fl9SLBbXm3N0Vp5ILjilEDwldsnCeT5Adh6Cut02gaddL4t9Zj1Lg02t6Q+29adhCyUqBORjGP8AvB/SpDDgaUsblJKh2Hel4GlbsmSpb0GT4ZUVBQIVkH6c1JS9Py1xFuQvEbcA/E4nAB+le5o0zfImCrVTsZEWy/LQ14ilYDRyUqGMpPBoba2ubqdXyWUrOxbjeAkdwpPB/aiFabE+tYccWVlweZATyOQfXnNUXW9qFvvKTISVKEdDe4IJ3FClbT/6a1VDenFUrCriRa4k6U0Chgq2Ekk/NwfL27D9a9j2htT7bUqMXUkj5S5tJGe3Hb0pCTefDQSnxElQCCkjgfv6iq5M1dEjbFKWVKA8zwec81nLKMzSqucS2mz25spcjW6EhSckLCxkcc908d8/lXJfxT2+O9d2XWjlzw1oStCspIyTjI980a7rr4iNvalIQQCNpJ9+wAP96E2uenfUXqYpCtO6ZmvNFzemZIR4DIBPOFLwCPpk02iwtaA1Iq24mc32t4PvFDqslHBGaJWhemOtuoqgzpizLETOxc54FEdHr838x9hk0d+lvwm6V0g6LzrqSi+XEkLTGSCmMyfQju4frge3nRy+1QobLcSK01HYaAShtsBKUAeQA7VGOcQwbixga0N8KmiNMeDcNVqOoLgnClB0bYyFegb/AJvqr9BRe+0sW1hDEJtDDTQCUNtpCUpHoAO1Mbteo7SSGFrUr1zxQ9vWrH2XiZEjagHkZq1XdkyYhQjXAygcqIUffvSkhM+O19qjHlPOcUJIPUmE06EJfTx6mrZG6iRJMbb9qQeO26mCy8xVXd2m94vc11a0vHeCeQRQv17oS36nhurdjNklJzx2NXe7axtJPBQeORVPl6hjSHltsrwhWcgGm7xM5Q8gWnFnUbRQ0Ve1stMpS08SoEDz9Kpy3CTijl8RSo6mopBBcDxx64xQIWoetaaR3LecbVLtqECaqJVXgHNed62AFNmaYcivN3vXi1e9JZHrUkn0YsLMZnYSAVHvV+tIcdSlDCCVds+lUaxQAVpdcVx6VfLdOTF2NMp798V5bdaey90uFvtLbYDj7hUryA8qsECEwpRBRxjzqvWt111IW4fyqyQ3cgK86Yrd4tgZIORYrbR2IGQmqu/BVIK2kpUoqHGKtaIy3k8rCcjJFP4tkjpQlQwMDJNMuWxFghBmDpjSMiYlSHW+QSCDTK46EjhKR8qdwJI80kd6J00tRZB8Egbh+9Rj9mdmvIdXuQhxW1R/1og2yXcvk4EC100Cpze20yHQeUp281Ubn0YN0eJuEDYFg4QlPCvrXXFt0lHaQC00Ff8AEO9KyrPDaU0XY6MpWQcDtkVoDNbMQWW9hOLk/C7Dn7fssdO1fJStOcd+Ae4rG/g4gylhD0YMnzUR8p9s+VdmxokBle9qMg4PPy1MQozjyClqGhKD5qHer3XlFmHE4fm/AhYpEMq8RTL24JKeP1+lBfqH8D8iyodehT0PFJOGwnKsepwOK+pcnSyJIU48V8jsngfpVE1pp8NxnB9kSAMkJSng/WjD2i9xY5M+MGqulVy0XcW3X2ilbLoWg4x2Oc13/dLgm96PsGoW3I5RJYKXVOoKh4b7KVnG0gg/KoZoK/EtYnGLsXnGNvcdsUQPhj1BB170xc0bJeCbhZ3PsreVYJG7ewr6Z3IPtXkfxjQevp0rj/QkH3MLX/adnplqblP+Q/aEHRsu+6n0RGuct+D9jtyjb0sx0rKkpCvkWVK5IICP3PnVw0hFDjjrjiULVGQpZaX/ADhWQcf8JUoD6Ch50ynybpfxo9cOVp61gqUttpSNynG3AkhYOTtJCwcjzGD2oux0m1JlREsMSWw4D4iSCpJScEpI78eXsPM183r0itQ9ge3p7/b8Z3aTXUQe9SL7Z9MfYmrpplF2lvbipTj7rKmkjjcFoUCVFXPOQPm4ofdSeph1xOhyGISojUds/clYUN+AO4A4wkV0bLtRuSUKR9jmwnApTsGXGS+06SMp2FR+TPI4I8ueKCPVnSmgrVYV3m32ibZ7g4oARPEV4SVFZGClwFQ4CiMLI4rqaGpQAVSfN/cy6lalyRxGPReyr1NfpadzLf2dlLe9wjCS6TyRnkAIIPf8XvRomam1FYIn2KzrlOOxXGght6O2+w/HbWCUhxlwbOMkJKQTgDmuedJdNdQX/SStXWu82uMpsuqTGfeWy6pDfdaFkbOcHjcDxURF6i9R5ZdhWq7Xa5IjD5uDI8NPYHcsEpH5it7acVmZlYE/t9ZmFXw1AYf+4XuovWC5am007Dvul27S2mE+7PUkgh6WtWWEJOAd6VBKz5hO4GgVEvitpcDu5RHZQz+VML3edR3mRi8qmvuJOAH1KO32APb8qmNL6Du11fal3KI7DtyDvWpYKFPY/kbB5UT2z2A5JprIunpl67ffxiwTUbbTEN+mtOam1nEt9yj2V5xUWJGdEtvCvDfXHx94nOfmRsc3EY3ZB/FV/s3Se5OxGrgymLIW4ApERtWXGj+LYjxOcDGMqSeEIPdINCOzszLdelahh3N5t5biStTTm1pCU4AaQk/KcJG3JBHHdPauiYl7LjDL7UHCS0ChSXApKzjI5TkDJ8vc8Vgp65BZ0Tdxf7t+81NQY3Ba0j7DYo8u5uwLlbI60R21ZZbk/Ztqwf5Vq5WseeFFPoKX6bWyArqSifHZdxb2ZLwckJR4gQQEjKkgDz7YB77s/LhsmbdoC5TjT7iUvpAkhTKFhwjOAEqSMdzytCe/KjVj6b202qzzb8t1JXdnURYqXFlSS03kqwSSfmJKfokV6nRVH1FYL2xOVWQIl4dolxtxYG8gnbyQOf8ApTGdfrFH3oXNQnI/CeQKDOvdazLBESuJlSj8iGkKJWsnskAZyf8Av1phpzpjrfXDrV81nfX7PDdRkW+MoF/B/rWchJ9gD9a9g2oYnaonPp6Gmq+JVewkxf8ArDpbTV0cgMy23AlO5PbPzKzjH1qnam6kStXqYb0zpyVc5JXtPgx1KH5q7DueSaLlp6PdO9PrEuFpeG/KxgyZIMh48/1OEn9OKTv7jducQxFaQw0QVhDaAkD1pRSoASxxNC1aBI8Nc+pgZHTDqfqBI+3O2y0IXgKS894q/wAw2Cn/AOqntt+GizuOh3U2s5kk5+ZqGlDKSfQk7jj6Yq8yb2CTtePPPemDuqGhu2nPPOKgAEIvUPBt7pva9AdN9KKSq16ejB9B4dfJecz/AMSycflW2sJ6BZ3X2B8zad3sAMdqrkvUw+0k7ypXfjk1HXrUEh23LScJGOxOfbn9aOko3Wi3utmlIma+DUp6K45tIGQfrUDL6htREubiVE+ajQ31vqCTbJjkl1IBaWW+PMZ4od3XWEm5AqKjn+kdqb4VzGBxaFq79TX5SVtxTkDOTnAH50LNX6yujoKWZBUc5ITUALu8WiH5BA/pTUbNuDb6C2hWB5+ppyqBFvUtxGMjWF4beOXlJP1p9beod8Q4Ah9Zx5ZqoXxTSHElD+3vmq+5cZbD+5mTketGaYIvEfmSDDezra4ySFPObfqal0aoQ0z45kAKAz+KgAm+ycfeyzx6KpKfquT4BZZeUSoYzml+Dc2EB9Wqi5j7qbqxepLyUBe5qOSBz3NUonJr1a1KOSck981rW1E2LtE4dSoajFj3norCoCvM4FaKNFAnilCktxrFK715k+lVJPo/bZpSoFJ+WrXa50dKw4s8+9C6Fe2mmwAsE1Ixr44tSSFYFeXcYnr0FxDTB1CyflCgMVPW++la0hoZVQds8p6W6nw1Kx5mr7AlIgNAhXOO9K3HtGFQIRWp6m2i66vBUMYpzEvkl9WxrsPPyocL1EZLiGfEP0BqwxLqGWQPYUxXubQTTxmXeGEPPeK8sKXnzp4qYVvCMsAJ2nn86qtvue7kuYAGacP3bxJDYaOTt71oDgCKKEmX2Fci22kJPcYwPWlHGlSl/Nkg881V7fIcKkqcVkip5qaQQpS+BTA26IantNxHSo6I7/hhIKSN4GOM1NWx1tQCD3quSZgdLC0E5Sop/I06jySy0lSScgkUxSAYDISMyyyJDKAG85IP61F3piLIt7gKBvVyCaRiklRekKyTzW0g/aE7SohvHzH19hTQ8UadjOGfij0I9dw4mDGJWvJ4Hl51y3041dM6N9QWZr6FfYH/APwk9Azw2SPnHuk/MPpX1S1j08iXxsrW0krfBzkfhQPIVwt8S/QaVCkSLvbIe1IBVtSO4zSq1BdVSalUF1YWM3Ua4BFuRCx1SsUS/aRT1X0zJbjSoDKl3FTCSFKStIy6lSedq0gHscKB9asHSjV9uvmhrcmRY5cO4vvYaV4ICpeVYLpAPnkH15PFcv8AwufEY/oS8o6d62kJVBdzGiOS+WlIVwqK7n+Q54J7Guj9c6N1q3dWNc9KrjGf08zGV41ueT99AdwMJ4/l74WPLg96+Y9S6XV0pOnfkXIJ7r7Mc+voZ26GoVjvHB+h9v8AHrCSpl+3POJbjLKc5dj4wpB81I9R5kfpzxQq6waQg6ybixo+rIttdC1eC3NQ8Wn14AA8QA7CMngjzp306+ICw6z1F/h3Wl7REnMMhptSEAIWsdzuPO4YIIyR70QLjp+z36cJqYTdxNtcC0SWkkEkj5Tn+Ye9cXZU0lQOQbjj5fef5mzctdCoMFmo7HdtP9HP8K2KK5MmIhpZeEZClkAnC14AzjlXNVroTbpOjLHOvNwU61KnSHGUoS6ts+GhO0Kykg/iUr9KJuqdL3K8363XxGoJEFFsjFhDDLy21A5J3JX5Z449q0ul0n7T4stbqs8qcdSo/qVZoH1JSgaanLG5P8SxRDVA54AsIzvER7Uy4/8AhfXN8ZUhAVMRK8JKU8d0vLQFHn61XHtK3aG029dhJeTKXsR96t52Rj+pw8keyeP3rLpMlPqKVyUbfRJ3n9AMfvS9ou+roD32+FIk4WERRIkJ3hvccICc52nPGeKwtqKlZrP9/L/7GhFTiVfqbb9ZW6Ha0WSbBcbuDYC48Zf30YE/KlXkkEcnaeOx8qsXTu2RNH6cl3G86suLc2OrwI8SLJUl2VKdT92kNKyFIBwRkEHn3FSl2t0bQdzgXW8qjXqTIcc+2Qg4EiPkbkOOufhSjOcjHnmodN3vetNTLL9rZk6klNpjv21cNKo0eMCQgF0HKA2tIUFDlQI44FdjTVHCLayqM47+/wC7esyVEG43yT9PdLtoDV+uNQXmBpGa1ElvuFQnPttpDTbSf9sjHybDkDYUIOQQeMijbb7jCfbffaW23Z7U0YsfOCVkficBwc5I79+M8ZoN2wtWaQrpzpaaZ2oLmQu/3ZPdtJ4LYV3B5OPQZJ5NWHrK3J0roONpeyzVsu3AiMXE90II+YjHtkDPnXt+hI4U6hx7pyNYAzrRU5MeaXdbvuoHtUyVBxDalN29B7BGcFz6q5x7fWizaLydmFuHGBkelAnSVw+xREMJTsCEpS2PQAdquLOoC23uK0++eQM16Wip5MRXAPlhfTf2morxKk/Ijd+W5Of70Pdc6ojrjB0PAFbSiAPJY/EP3zxUA/rHwk7i6Vp2ltajwnOOf2oXai1M5PYkRZjysN7g0pJ53p7Y9iK2qb8zGtHabz1vXglJy858yfkIQeQRSo1OlxISlf0GcfrQeh3ZkSXjGPhJUsqIzkg55FTLd48NkqCwD/vGkMoWaywl6fvamySXtuR3B8qaO6nbLS0t/ebgQckk0PJ+rmmDtW4F/nVdla8UkqBd2DPkcUCE7rwWa4tIbqnIdburj7j4UzJPKfQj1oW3W6tRgUtqHbmn3U7UqpCQ+iQSnJ3ChFOvy3CQp0/rXQAvmYWq7MSyydTEFSA4aaN6iVuOTn05qkSruok7c5pmm5S1na1uUT6Cjt6TO1Yy23W6+IsqU4kVAyJ7j69rRKyPQU2RGkP/ADSnCAf5QadJQhsbUJAHtTAhPMyPX9J42hafmdXuPp5V6o16o0mo0wADiZmYtkz3PlXoNa+lYTgUUGYpWKSUqvVGkyaGSZ3715k+1eisyPf9Kkk65gz1qwdxPNXSxsrkJSpauM1Q7e6wlKUJIJzzV6sUtpttOSMelecqCetV8QhWV5qGj5e/rUi7c33QSnt61VYl1inAKxgVpctVMR2VNNKBJ4AFJ2xiG5vLdb5SWnUuOLzuq3Q7glxsBPPpQpskqTMQlbisJJFXaHcG4iUJSc+9BbbxGk3hAtCFOLCnHCB6ZqWYfYQ6BwCOKptsvSQtO1yn791aS+Tv4JzxRA2ECxJzL4zcmmkDJ+lO2pxcG7NUKLd2lKG9Xy+WTUsxe2xwldNDRbJ6S2icQEkqxtUDTyPdELcKSrgGqabipbe7uCoVsxcihwlagAaINAKXhDRcytGxtXINPRMbdQlsdxyaozN6Q22lYWMqGKUZ1AS8EoXwe9PDAxfhXl7W+h0NkYwOCapXULR8C/wVCQwlWEkYx3Bp1/GF7gkKyK9eupWktun8XFOWraJNLuJ86fiS+GqVbZLt6scRSwrLi0oHb3FVfoZ8WOsOkFxZsesX5Uu2NDwW5XK3WUf0LSf8xv2PIr6Q3/T9sv8ACejvtoWVIKAFehFccdbfhahXAyJ9jjpae54A4OPWpq9HQ6hT8OqL/uD6gwqWoeifvPvhW01Yfh56vv8A+OtMOWy13OTHdacaaXm3SVODBJA+Zlf9smpW46J6k9PIkb/CzptcSK2EJLLX2iLLUocHek4QkGvnXJ051M6Q3ZVwsE2bbXUnJUyT4a8f1J7H86K/Tv49ep+igmJqOEuU1nCnIbnhkj3bVlJ/avF9T/DeqvvpnePgD8QfKffgzqafXU0wcft8xkfWdV6d6vTNO2x6169tcGRM+ZbkplDxZUonBKVFKux8s8elb6c6gaQ1HFudrZsLk66wCpoveOhDbjik7kBKyAPMdwOaGFn/APiCdK70UI1RZIbboO7dItykLST3O5o4yfpT5r4j/hKkMSylq3xTcnPFkhqXIQVrx3PGRXm63Sq6izUXv/4n1zxcce2dBNWhOHFvePv6Sw6h6hsWXSkq3vdPi3cERG0yJ0l8EMLccCN3yc7k53EDHApKRdtd6ys7Glr5focaE+2tmRBsbClPOhI+6WF/iHzDJ4qrXX4pPhlt8N6HEhM3RL21Sm9j8kqIPAJXwe3nVXuvxvzXYyrZ0x0AIqlfK266hLSB6HYgZP0yKZpeh66sAKNEqbnJFvT/AJcd+x7WlVNZRU+Z7+wZ/aFfT/SCVZi9cNQ3L+C2ZlKXkuz5AelJy2UvA54woqUQpfIBxioKX1ftkmQvp70IhnEhYROvxO5RHbKVY+Y+h7ADjNBy123rH17uaXNdXyUq3NErdjNjwmQM9ggd/LvmumumPTjTWgmEJiw0JdUSVKUewHYZ/SvV6H8KpSIq6xtzeg4+Pr6+l+0wVOo/60hb7+kIfRvQjGh7SJ81f2idIJcdeUre4pZ5JUSckk1AdVtWpuN6ZitFPhxQQ5k53KPP7Crz9vLkNTq5SSwwgrWUrBH/ALVzLr/WbUSVLl5SS+4sjJ/DzXoPDCkIoxMlLLGo3MuUfVbEdwNJcAKfQ4FL/wCMkrC98gbcds55rnQa2dcdWorwFHj5vL3p6zrORI3NtZcAx2OEj6mtGy3EhcQ5nUKppcZaW44nySgjCT6knjFU/WGpW4/ir4Ly2gck+aff6VU2dUMNxtz0tIz/ACbsYP8ArQx6ndQEpSlMeQCsHBwrsKbTBJtEO45MsCtZMMOOuodACju9hTGV1MZZH/zO4+RoFyNWvkrR4x2k5xmop3UDqlEhZGf0phpA8zO2oELt56iOPKUphWT65qqzdcyV5UXc+vND5+9PKBAWT+dNfHlPd17QfWotIX4iG1JEsd71Qua0ULc+oJqrJRMkk+Gk7c/iPanDbTKTuWN59VGnQd8vLyrSEmN65PEatWlGdz7hUfQdqeJbbZGEICR7V74uazcD9KaBbiZ2YtzNTWpNek+laHzq4Mwmtc84IrCa8qpJ6TWiz6msJFaFXlUkmE1qCK8zzXo7VJJhIGMVqV1qtYpHfUkhvh6wUl5JDmAOO9W+2a6IQE+Nj86AMa7nJ+apm33Z1akgOEVymoq071OuO8P8HVkiU74TLp586n2prTKmy+7vUrk5NB6w3tuGkLLgz6mn0vWnivgJc7elZWom+JsWsDD9b9SR2WUobWOfep5q+KUwlYVxmud7Vqs/LlwnnzNWka68KL4fjc0DUiMRquIa2tUtx1JAewfrT5vVaXHysvZyPWufjrfxXE5Xx65qSh6ySkkl396DwyBG7xD4xqbcMh7A+tS1v1OhRCd+fzoBwtapWCC9+9Sdv12wlYHijj3qtpHaWSDOkGr8hEQOFfBI86au6jQtwFLo4PbNCL/HjblvCEvjv614xqxCh873f3qAG8WqgG5hrGokhhA8QZz61s1qAIWVpVz9aDzeqm9gBfOAeOaeDVaBjL/PkAaLvaGAIbrdf/EWFbu/vT6RfGgAtTnb3oM27WC0DZ44wf2p1J1UAySXxu+vlRC94BUXvC3F1MzIG3eBt4796bXJcac0oKGc8mhJF1OkEr8YjHlnvUhH1okrwZWEAeZrSrsmYl6IaJa66fWq+RHW3IqCladpykcVyZ1K6DMxVvzLe3sbQThIH4jXYjmpG5LRPigpPlVD1h9mkRJCkgEJBIHqaeta4zMxokG04Dj9PZcq4yECOr5FHuPIGr3aPh/l3FHjIa+UjPI70V37bBs98bKkoy4lBGRnPrRB0tdrfHSG1BJSDn8qjVdsDwfSCfTHwzsOuoEg8juAntRx0N0K07p9TL5ituKUMblDlJ9a3lattkJ5TzL6UBIzgKxmo+4dXoSB4TbyU/LgYNC1ewwIwUTCDdnLNpNkMQtranm0leMY3J4P5Hg1G2zWCJ8glLyflzn5j/bzoEa86oh15gIlKJ2qyd2QKq1u6pOxwW0vKAVyVDuBQNvccRqBUnVur+o8ez6YkojPBaS2UEdvLzrkPXOujc5zm14eEVbsA/tSfUDq4X7Eq2sOrVv/ABKJ5oKvX9+VlanCNxJ70dGjbzNFVtSE8qy/OasyrYHBgDufKtk60bjpBS8pRHvihou4rA4XTGVdVJHzOhH1NaComI1yYRrl1DlvHahzA8gDVRvN7euGVLcKifeqq5e2x+ErcPsMUyevsn/YtpT7nk0aLY8RT1Sw5ky4+s9zx602XPZQceJuPoKrr0yU6ol15Rz5eX6Vol5Q8+aPbeJLntLIJqVHjApZMnzKqrjcojzpw3L9VVLEQD7ZYkSc9zSyZAPmKr6Jp45pdEwetXciBtk6Hgf5q2DvvUOmXnz8qXRJ96INBtJTxB614VZpimSMd63EgetFuglTHRrUmkkvBXnXu8HzqSrT1RrQ+xr0qzzWtSSZmtVK8qxSvKkFqI+tXLmOL8qT3H1/evFFRrzcfQVV5dp61LSE5CqfQ7wGSCVVTxLWBgHivUynD/NSvAmsOIRE6qO0BLnalI99ccc3lfnVAjyCDyT+tPmrjsxhVLNIjiNFQwpQ9R+GkYcwcVIt6iU6QS7+9CZq8rSrO+nrN/VkfNSzTPcRorkQpG/KSeF5/OsOqnW+A5296G6dQk5BV+9epvG9WSrg1QQcGGNSRClF1qsDG/8AelYmsHd5UHT39aFqLonslVLx7opCs7+Krw1hjVmG+HrlZbDanSR9alY2rln5kvnjyzQOYvZTyFU9Z1Ktsj5sfnQmgO0YNWIc/wDGqktY8X5s+tes64e37lSMAe9BF7Uy1gAO+frXqNULSMeIf1qCgBL/ADQnQ0LXSgncHc58s0qdcuH5lyMj0zXPjerXE/gdI9Rml/8AFbi0YC8fnU8C8IaoQ+udSmmmgkqHHvTZHUZWD86R+dc+StUOpIBcPf1pE6sdyMOcfWrFCT82s6jtHUpbwDS3AB67qcXrXMRUfwUPDlJJJPauXI+sXwoAPEY96Xm66d8Mlb2B2zmh8DMo6lTL5qzXCH9RBSXQoMNhAx602R1FfjIVsewT70GFaickPuyFuHctRIOfKvVXhax8zh/WmCiDyJnOqtxCjcOociQhZU+Tx61XDq+U6vKniM+9Uh+6K2EBfekF3TaAd2OOST2pgpAdottUx4lpvGpHpK22y8SEknOfao5V5db+fxMenNVaXe44UFBZWoeSf+dRki9S3zhGGx7cmiCiJNVjmWO6XZUggvPAI7/MrvUQ7eGUHawFLI/IVCqUtZ3LUVE+ZOa8SeRnFEMQDnmP3rjLe437EnySOaaq3L5WoqPvWA8V7uOKq8E+k1KeBzSasYx70qTnkVormiEGILTzSZGKXWCc9qRIxRiUZryKzxFA969PtWpFSVFUvkedKolY86aEYrUkpq5UlEzOO/al25pI/FUJ4hB71ul8471e2DJ5EwjzpYSj61AIkn+qlhLIwKrbKk+mSO+4UoJI7ZqBTM96UTLOQd1QAyiZO/aDjvWwf881EJlcA586UEvIODUEoyTU6COKTUrJPNMjLBFbIkZq5I4J7c1qSc96T8atS4M9qlpUrwBrYD3rKyjjBNgVAV7vWR3rKyqMK5E3C1DHNbofV5HFZWVCMQgxEWQ8RyVGl25pHnxWVlAUBhhjHCJwHY0oLjg4CqysoNgl3jhq5lPZeK2VdFDnfWVlDtF5YmwuxwPnrZN0UOd/esrKu0k2/iq8/jpVF5IGN2aysq7SRtIvBUsJ3YpI3Lz3msrKsqJJ6m6Ec+IaSm3ByQ34SVZyeaysqAWMqNvHW2kb1Ae5NeKubSR/mFWP6RWVlUJCYg7dHVcNp2+55ps6668cuOE+gzWVlBJNCBXmB51lZVXlzw9sivM+3NZWVYkM3SeODWxOaysqSjPRnHNangYrKyrg2xNCDikVjmsrKISppXhFZWUUk8I961UPKsrKkCaEVqUnyrKyiBknm4juTXodOe9ZWUQ4lGbpeNKpfx5msrKkExRMjgc0oJPvWVlQSrTcSBjk0qmQO+TWVlS0E8zb7T71n2rH837VlZUteUTYz//Z"