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It supports over 50,000 transactions per second , while Bitcoin peaks at around 7 TPS. Bitcoin SV is currently used in a number of applications that include WeatherSV, a blockchain-powered weather data aggregation system, and Twetch, a blockchain-based social network platform. According to Coin Dance, a cryptocurrency data aggregator platform, the ABC faction continues to push ahead of SV based on hashing power – total Proof of Work post-hard fork. Major cryptocurrency exchange platforms like Coinbase, Bittrex, Bitstamp, and Kraken began to assign the BCH ticker to the ABC chain.
What Is Bitcoin SV (BSV)?
Bitcoin SV stands for Bitcoin Satoshi Vision, a type of crypto that claims to be closer to the original vision for Bitcoin, which was founded by a person or group that went by the alias of Satoshi Nakamoto. While BSV and Bitcoin (BTC) have similar names, they are different cryptocurrencies.
Bitcoin Cash blocks are 8MB, rather than Bitcoin’s 1MB, increasing the speed of the verification process. Due to this, Bitcoin Cash can process transactions much faster than Bitcoin and with slightly lower transaction fees. Bitcoin Cash was created in an attempt to make Bitcoin faster and address scalability, but it has failed to reach the same level of adoption and market penetration. It also lacks any unique features like other cryptocurrencies do to help it stand out against Bitcoin, for example, Ethereum’s smart contracts.
Bitcoin Cash Vs Bitcoin: What Are The Key Differences Between The Two Hard Forks?
But with a median transaction fee of $1.03 on Bitcoin, Bitcoin remains far more expensive per transaction than both Bitcoin Cash and Bitcoin SV. In this article, we’ll dig into the state of both cryptocurrencies since the fork. Canonical Transaction Ordering , which would require transactions in each block to be included in a specific order.
- What do you expect will happen next in the Bitcoin Cash hard fork saga?
- Now Bitcoin Cash and Bitcoin SV are battling it out, rather than only Bitcoin Cash versus Bitcoin.
- Supporters of a block size increase were more committed to an on-chain medium of exchange function.
- Discover how Bitcoin SV has delivered Satoshi’s vision of One Global Bitcoin blockchain.
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Cryptogeek rating
BSV’s choice is to maximize the system’s transaction capacity, believing that professionalization of nodes based on optimized incentives is the best way to achieve effective decentralization and network robustness. On the contrary, Bitcoin SV can process 50,000 transactions per second. As a result, it will be able to process around 100,000 transactions per second. So, the users don’t need to wait for hours to complete a transaction. The network rewards a certain amount of Bitcoin SV tokens to the miner who validates the transaction.
The allure of free coins caused widespread Bitcoin FOMO, which ultimately led to the top put in around late 2017 when the crypto bubble popped. Cold storage wallets are encrypted devices that store your Bitcoin SV coins offline, providing a layer of security against the evolving threats emerging from being connected to the internet. Although open to anyone with a CPU, Bitcoin SV mining is now dominated by ASICs usually situated in enterprise scale data centers.
The introduction ofbitcoin sv vs bitcointhat would enableLightning Networksaw another chain emerge namelyBitcoin Cash. At the heart of these forks were debates related to how best to scale Bitcoin. Bitcoin Cash felt increasing block size was the best way to scale Bitcoin and opposed SegWit. Whereas the Bitcoin SV supports advanced applications like smart contracts and NFTs as well. Bitcoin is undoubtedly the largest cryptocurrency in terms of market cap. However, it can’t accommodate the rising demand for the crypto industry.
Max Supply
As of March 2022, the maximum https://www.beaxy.com/ size for BCH was increased fourfold to 32 MB. This fix makes the amount of data that needs to be verified in each block smaller by removing signature data from the block of data that needs to be processed in each transaction and attaching it in an extended block. Signature data has been estimated to account for up to 65% of data processed in each block, so this is not an insignificant technological shift. Though Bitcoin blocks are limited to 1 MB, BCH blocks can be up to 32 MB. The first involves making the amount of data that needs to be verified in each block smaller, thus creating transactions that are faster and cheaper. History appeared to repeat itself in November 2018 when the Bitcoin Cash network itself split in two, leading to the creation of Bitcoin Satoshi Vision, or Bitcoin SV.
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)
If it gets compromised or lost, you won’t be able to access your cryptocurrency wallet to spend, withdraw, or transfer your coins. Despite each camp’s claims that they’re the ones serving Satoshi’s original vision of what Bitcoin should be, the people’s verdict is clear. Bitcoin has remained the king of crypto, with a market cap 60 times larger than both other coins combined. Wright posited that bigger blocks would allow Bitcoin SV to work as a kind of “commodity layer” for businesses, which they could use to store records of invoices, receipts, and more. While this usage hasn’t materialized yet on Bitcoin SV, it’s possible that the chain’s larger blocks could allow for greater business usage than Bitcoin Cash in the future. As shown in the chart above, Bitcoin Cash’s network hash rate was around 4 Exahashes per second in the months prior to the fork.
A key difference of opinion between Bitcoin users was over the running of nodes. Bitcoin supporters wanted to keep blocks small so that nodes could be operated with less resources, while some large block supporters find it acceptable that , nodes might only be run by universities, private companies and nonprofits. Bitcoin SV survived a series of delistings from several notable cryptocurrency exchanges and managed to keep its high position on the market.
They contend that they have “nothing like the power or control Tulip alleges and that duties of the kind Tulip contend for would be highly onerous and unworkable.” The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. Needs to review the security of your connection before proceeding. You are solely responsible for withholding, collecting, reporting, paying, settling and/or remitting any and all taxes to the appropriate tax authorities in such jurisdiction in which You may be liable to pay tax.
This guide comparing the cryptocurrencies will explain how to invest in Bitcoin or Bitcoin Cash, how to buy Bitcoin Cash or Bitcoin, how to trade the cryptocurrencies, and much more. The total supply is 21,000,000.0 and the circulating supply is 19,307,543.0. The material provided on this website is for information purposes only and should not be understood as an investment advice. Any opinion that may be provided on this page does not constitute a recommendation by Capital Com or its agents. We do not make any representations or warranty on the accuracy or completeness of the information that is provided on this page. If you rely on the information on this page then you do so entirely on your own risk.
BTC Ordinals: A mind shift that favors BSV blockchain – CoinGeek
BTC Ordinals: A mind shift that favors BSV blockchain.
Posted: Mon, 13 Feb 2023 08:00:00 GMT [source]
Moreover, they can not constitute a commitment or guarantee on the part of PrimeXBT. The recipient acknowledges and agrees that by their very nature any investment in a financial instrument is of a random nature and therefore any such investment constitutes a risky investment for which the recipient is solely responsible. It is specified that the past performance of a financial product does not prejudge in any way their future performance. The foreign exchange market and derivatives such as CFDs , Non-Deliverable Bitcoin Settled Products and Short-Term Bitcoin Settled Contracts involve a high degree of risk. Bitcoin confirms each block roughly every ten minutes and has a transaction per second capacity of about 5 to 7.
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)
The first group was led by Jihan Wu and bitcoin sv vs bitcoin whereas the second group was led by Calvin Ayre and Craig Wright. Craig shared the opinion that an 8MB block size isn’t enough to accommodate the rising demand for cryptocurrencies. The Court of Appeal of England and Wales has decided that the case of Tulip Trading against the developers of Bitcoin SV should be reopened. Tulip is suing 15 people and one Swiss nonprofit, Bitcoin Association, the developers behind Bitcoin SV, a fork of the Bitcoin cryptocurrency. Bitcoin SV operates on a PoW consensus mechanism and as such, depends on a peer-powered node system that employs computers to secure the network in exchange for BSV rewards. Then Ayre came out on November 23 stating that SV was ready to put an end to the conflict by adding replay protection, which would prevent double-spending on both chains.
Bitcoin Cash’s bigger blocks were intended to help the network scale with fast transaction times and low fees. Following the hard fork with Bitcoin, Bitcoin Cash first increased the block size limit to 8 MB and eventually to 32 MB. A faction within the Bitcoin Cash community, led by Craig Wright and Calvin Ayre, disagreed vociferously with these proposed technical updates. They argued that the proposed upgrades weren’t secure and that they would corrupt the original vision of Bitcoin as digital cash by allowing for noncash transactions. This faction launched a competing version of the protocol with a higher block size limit of 128 MB on November 15, 2018, leading to a contentious hard fork that split the chain into Bitcoin Cash and Bitcoin SV. More importantly for Bitcoin, decentralization has been faked by effectively hiding the fact that the network is controlled by a centralized group of people, Core Developers to be specific.
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)
They found one 128 MB block and another 107 MB block on the forked chain, suggesting that the ETH bigger blocks couldn’t be processed quickly enough by miners before new blocks were found by other miners. The split originated from what was described as a “civil war” in two competing bitcoin cash camps. The first camp, supported by entrepreneur Roger Ver and Jihan Wu of Bitmain, promoted the software entitled Bitcoin ABC , which would maintain the block size at 32MB. The second camp led by Craig Steven Wright and billionaire Calvin Ayre put forth a competing software version Bitcoin SV, short for “Bitcoin Satoshi Vision”, which would increase the block size limit to 128 MB. The main argument against increasing the block size is that it would lead to centralization. With a bigger block size the blockchain would become very large very quickly and then only a few could afford to run a full node.
Is BSV the original Bitcoin?
Bitcoin SV (symbol: BSV) is a cryptocurrency that was created to restore the original Bitcoin protocol as envisioned by Satoshi Nakamoto, its pseudonymous creator. Bitcoin SV aims to fulfill some of the key features mentioned in Nakamoto's original white paper that are nevertheless absent in Bitcoin.
In opposition, Bitcoin SV rejected these proposals and instead planned to increase the block limit to 128MB and restore certain opcodes from the original Bitcoin 0.1.0 protocol implementation. However, throughout the early days, developers in the community like Jeff Garzik, Gavin Andresen, Mike Hearn, and others, couldn’t seem to reach a consensus. Furthermore, even the mining nodes themselves will eventually need big blocks to survive. This becomes very obvious once you understand the basics of the economics of bitcoin mining. In the beginning, nodes make money by receiving subsidy bitcoins allocated to each block. The subsidy mechanism in mining is a bootstrapping strategy that has an inherent time limit.
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UwJ0takoeWnzDaUpKla+egPhve9WnqD6IOV4HjE/LF5dZpkO2sF59JS404e4GkjRBPf4kVtP0ZupOB5F0nR0iul9Flu5bkwAA6GXX0vlXFxlZ7Fz+k0B5gpHY9q1L1/6SdQukcLkvNrjecVvLyWFFyQ4NOja0NutlRB7JKgodtpPYaG3ipnLqTKUrLewbUd8U5uAYRS7PoxGTIVPJQ61pmN0ayNCjgCWPIRomlKVrx5bClKUQQrauFf7sQf3Of8AqKrVVbVwr/deF/3n/qKrx/01/wDIJP8A9yf+yZH0j/Rd/wDV9T/+Zf8A5ZMRPUk/6lCT/wDNUf7KzOn7aUWDmAAVvLKvx8hXj1FjLctTEhIJDL2lfgCPP8/76dOpaXbS9E2Ocd7ZH4KHY/mD+VcHOCp/oyl9D8E3rf5la/5kx63TZaX06TvWLGbT/wAN97IS7fJC/AxbEqUlQUkkEHYI8wa3n6L99d9sXiwvvqWJDCJKAok90K4nX6xWi62B0N9tx+odrn2u2ypLCXCxLU0glDbbiSna1DsAPrd/PjXn2yVWuixqnmJc9YAtwVY+ALx7ztNTJqsJny1MOq4fiLjxIaNjZD0+6T43nEy/5pmTY9almY3a0oPJBWeR58OSikneuyRrts1dsoxzFet+NNPWvInVsMLWY7jB9xL2tf0jagDsb8jo6Pbz3UJ1e6NXXqDklvu1pmw4iEx/Alre5b7K2kpCQeR0o+ZHkO9e1rnYJ0CxqRaJV+E64qUZDrCCPGdcKRxSEDfBOtd1fPfevWpdKKGqq6WsppcuhU5UskgqOouVX1LAANu4R5lMqDV09NUUtQuZWJYBIAISNDoLbrkl9/GOYbnb5NpuMq1zAA/DeWw4AdjklRB1+GxVR6gICrBzPml5Gv7auV6uj17u828SEJQ5NkOSFJT5JKlE6H7t1R+oshLdoZj8hyeeGh8SADs/3fnXmuw8sL2qpE07kdI445Q5+gvHQelicJOweIqqWBMkg8MxYD/qIaPHpsoepTEce/ipO/4VK5t/uxN/7v8A9RNR/ThlaLVIeITxcf0n59kjf99SGbf7sTf+7/8AUTXT47MRM9JKDL06eSPmCgHzjg9k5U2T6EpiZuvqlUfkRNI8iI1XSlK+po+A4UpSiCFKUoghSlKIIUpSiCFKUoghWx+md/bXGVYJC9ONlTjG/wCsk9yn+B7/AMa1xXpHkPxH0SYzqm3W1BSVJOiCK5ra7ZuTtVhUzD5pYm6VdlQ0PdqDyJjt/R5trUbA49KxiSMyQ6Vp7SD7w77Aj/EA9o3/AFtfHOoEbHeljVhsWQON5BLuKSoL5/6q2VjukqHHjpA2Af65rnrGM/gXNCIl1cRFl/V5KOm3D+B+B/A1bQQobBBH4V8jz6bF9iK2ZJqZZQtSVJe7MfiQoEDuN2fQHT9GcJxrAvSHh0usw6cJksEKIDOCPhmJNxzBZ2sSNehupPWu7Yjeo1qx0Wq4N+qIcfddCnP6Qk9gULSPID861Vm3VTK87ZbiXV2OxEbUF+rxUFCFKHkpWyST/HX4VT6/DrrTDann3UNoSNqUtQAA/EmmYttZiuNLXLMxQlrPuA27uJ/WNDDtnMNwiWmYUJK0C6yG+fAfpH7rV3Ue/puFwRaozgUxD2VkHYU4fP8AIdv4mpLLOoTXhrt9gc5KUClcnXYD5I/H8a14SSdk7Jr2P0V+j6poJ4xzFUZFAHo0HUPYqUN1rAG93taPlX0+el+hxakVstgMwTEEgzpiT1SxcISfiuAVEWsAHct8pSle+x8kwpSlEEKUpRBHd+J+k70ws/Sazz7xkLMm+W+1NJctzbag8uShHApTsaGzvvvyO644yrMZnUjO3sozCappNxlIL6kAqEZjYHFA+ISjsPnr8aq9Kp09FLplKUnUx1WObYYhj8mTTVLBEtrB2UQGdV7lu7Ux2Avpt6GORuRL7Dz2NbWuy1RUXZMZLuv22nk+Ij9w41WfSp674dmlgg9OsEkqnxYcpEmTOAUGz4aFIS0gqG1/W2V+XYaJ2a5lpTEUATMC1rKm0eLVZtpMnUc2jpKWXJE1gsoBBUBu1YDXxhSlKvxxcKUpRBCtqYSf/uxDHy8T/wBRVarraeEKScZiAEbBc3+tVeQemsE7PyW/vk/9kyPo/wDovKA2wqAd9Mv/AMsmJO6wEXO3SIDmtPIKQT8D5g/wOjWtcfuTuM3siWhSUbLMhOu4G/PX4edbU/CqvmGKG6p9oQEgSm0+8nyDgH/vXlvo72ioqYT8Bxc/8NU2fclTM/IG19xCTo8e+embYzE69VLtds4HrqIvlAcrQC7Abykv1fiSpQ1YRZm3EOoS60sKQoApUDsEVaMP6iZNgjU1vHJDLCp3DxHFtBahw3rjvt8T5g1ovHstm2FQhSm1PRUqILZ7LbPx1v8AH4Ve7fktkuaQY89oLPbw3DwXv9x8/wCFUcf2KxzY+rM+mClSw+Wah9Da7XSWN93AmNvYv0r7MekCiTIqFplVBYLkzCAcwb3czBYfRr8QI3tJ6wuXPpvGbnZNKTk8K5pkJCErR4rQVv3ikcCnv9Un4eVUvqlmFqzrKVZDarc9DDrDbbqXSCVrTscu3/V4j+FU4uNjuXE/nUbOyex28Hxrg0pQ37jZ5q38tDy/jWQuvxraJAokS1TLIDBJUSUuATrdiXNn3x2M0YDsw9fUz0SUjMXUtKQApnA0cOAwux0iTWtDaFOOKCUpG1EnsBWrchuT+T3tLcJC3EA+DHQAdnv56/E/2V7ZDl0y+n1KI2tqMogBsd1uH4b1/dVkw3FzakG43BtPrbg02g9/CT8T/wBo/wBg/fXp+AYPJ9GdAvHsab1pYIly3uH/AF7RFkps5JaPnTa7aSp9OeLS9ktmMwoJagqfOYgEA2Z9wvkButTFglLxPWi3ItNtj29BB8FGiR/WUe6j+ZNR2bf7sTf+7/8AUTU5sfOoPNv92Jv/AHf/AKia8v2dqptdtPSVM8utc+WoniTMBMe9bZ0EjC9hMQoaVOWXLpJyUjglMlQA8BGq6UpX2vH5cwpSlEEKUpRBClKUQQpSlEEKUpRBCr9b+g3WC621i72/ALo9ElMokMuJQnTja0hSVDZ33BBqq4vZncjyW1WBlK1LuM1mKAj63vrCe34967qu8nELv13sthj9Xbpb7nYY7bKcYiNPtMSVNpLo8Rz/AGStpUNp1spAG+1UKyqVIICBuJ0J07o7PZXZunxtC5lUopAUhCWUlLlTvdepAD5Q5O6ONcA6S5h1EzKRgtpYYh3OG267KTcFqZSwG1BKgoBJVvkpKdBJOz8gSMT2dn+OWpd7bans2lmUYQmIPKKt4FQ4oX3Qv6iu42O1b2YtMPIZvW/qf1Bx6IqdafEt8RlDm0xpASpoEEaCiAGve+Pvdu9ZWcZZjfS7ofgGB3rB4WQu3e2LuYbekqbTFdcHJLvHiSpW3leehtKqq1Kpdb/BnykzEluqQCNHOtjGtR4L7KlLrZFSuQUBahMClJJHSCXLBSkOlyFGxPyaOdV53li0lCrurR+TLYP5hO6ipl0uVw/49PffA+DjhUK6KzG3dKPR6t9ixe+dNY2ZZBcYKLjPmS5Kmmm+ZI4NgA9gUntodtEnZ0M2BinS7ppGwi25V08ZyLIOoElqS8h95SGbaw84kJQ2APe48wO/ckE7A0BWpKDCsPImUVIhBOhShCSeJsB5xLiMnaLFiqlxXFVTMgHSCZMnLCCogJSXBBJJ0S4DFzaOfsDwm9dRcrgYdj5jidcFLDapDhQ2kIQpalKIBOglJPYE9uwNR1/s0vHL7ccenraXJtct6G8plXJBW2soUUntsbB0a6fs3SHA8b609RnZFpak47ilnE9liQVFtl5xtLoHMHY46WB33o/hUVg+N9PsU6V4Xfsj6bQMlvec30wozDz6m1oZU4UJKd73ohPyB5p2a0jXB8yQ4sw5kE8eEZadjZnR9FOUlCwqZmUSogJQpMtsoSTdZLEG/ANHM1K2X6RuJ41hXV2849ijHq0FhMdz1fZKWFuMoWpKSTsj3gfw5a+Fa0q7KmCagLGhvHIYhRLw6rm0cwgqlqKS2jgsWhSlKfFSFKUoghSlKIIUpSiCFKUoghX7aadfdQyy2pxxxQShCRtSlHsAAPM1+K2F0Axj6XdYcXtCkJUymaJb4WklJbYSXVA6+YRxH4qFMmLEtBWdweLVDSLr6qXSo1WoJHeS0RbvSPqgxBNye6f39EdI5FRgObA+ZTrY/KnT/pznvUZc+PhFvcl+zWQ/J1IS0lCVEgd1KAJOjoefY129brhepfVTI8gtPVWHkFstkV3hiNvebU8hxCEoKV8lAJPiJV3JHcgGucsUs9ue6O9TurVwbn2+TLnrhRGos15hsKcUNtuNtqSFgF4DS9jz7edZYqzUIKZiR8O57ncQWj0Sq2RpsMqZa5ExeX+KVXSklMoOVJWnOACdxD8QI0muNkrVtReXI9zRb3HPCRLUhwMqX+yF/VJ7Htv4Vievzvtr/wDMP+NdXdXLh08wnpzhHSTMsSuN4vbVlRKjMMSiz6rKcSUAr4kc9ucwB3+qfnVVyXCeg/Q6Jasc6i4/dcryadFTMmqizFR2oqVdghISob7g+Y2fPtsALLXTqA/ghy7MBcDfFCtwCtppikprQEoSnOVKWMilAdQsDd3YB7AlTaRzopSlqKlqKlE7JJ2TUjjmO3jLb5DxywQ1SrhPdDUdkEDkrW/M9gAASSewArfMLp30Z6dYzj196pWO53a45q948G2xJK2xboaiOPLRClqCVp3vez2HkSZuyej9jVk9JaZjwlzG8dtNsVfUKblLbdYBHFCC8ghaClZKgd7KUDfmanNdLSk5QQwLWsWtaKUnY2tmTZXSKSrMtCVJCjmTnBUCp0sHSCd5G8PaOcMrxa94TkMzF8jiiNcYCkofaDiVhJKQoe8kkHsoHsfjURXROL4p0uc6dZJ1u6l4/dLy1Lv7ka3xW7o6V+EVAAFzkFLUCVAqWo7CR8TVX9JTpriPTzILI7hjMiLBvlsRNMJ90uKjq8vrKJV335EnRB0ddhJKq0rWJRF+O5xrvipiGzM6mpFYjLUno7KCXJWELUQgnqgF23X3sI1LBiTp0xmHbIz8iW8sIZaYQVuLWfIJCe5P7qtd/wCnHVbFbYLxkOL32BB0CX3W18EA9hyI+r3IHfXc1uPpU5C6Nej7cutUOIzIya+SlWy1vOI5CKjmUfLsdodWfgrigfOtd2fN+sXWm8Q+mUzNZkxq/wAlDS25Ck+GkJPMrOgDpISVaHnrVRLUJ6yopSUpLEnlq0W5eGycOppUqZNmesT0hSES2yjNZGYkuSrloDGtvX5321/+Yf8AGvy5LlupKHZTq0nzClkg11tiPSP0cJ2VX3p4uwXi4uYjBW/d8gkTnGWQ8lQC0cUKABG1/DX9Erz1s0/o50k6fX/pldOoU3E7lmM9qe40LJBuHhPQ46e4J0UlxZHft5gjSd7qIT6VLqEtmbcBrp3fNotq2WxiYtMn1lKs4W7LWQOjYLBATdiWZIU99wJjReI4lf8AOcgi4xjEH1u4zOXhNc0oB4pKiSpRAA0D5msW+2eZj15nWG4FoyrfIXGe8JYWjmhRCtKHYjY866S9HdrD2OqGZ9RrHj02yY1iVkW4qNJeU49HcKNrCuRKidNP/u0P3VW+teF9Op/SfH+tmD2mdZ3MhursaRDkyS8Vkl/bm1E6IUwfLsQsdu1Tis/j9GRa3ib3+UU17LD2Qa6XMBmJK1EOWMtCkozJBSH6xLkkW0DvGg6UpV6OOhSlKIIUpSiCFKUoghSlKIIsGA5YcEzG1Zem1R7iq1P+sIjPqKULUAQk7HcFJIUD8wPOtw3X0sGfakrJ8V6SY9aclmJUHbw+v1p8Ep47QeCOJ1r4kEDRBrn6lQzKaVNVmWHPzjZw/aDEcLkGnpJmVJOb3UkhTM4JBILbwRGwVdY7y50yu/Tl6Ay6q+3T2rPuS1kvOr5JVx1rWuSAd/ifnU/l3X635vg8THsh6Z2iTfoVvTbWL6p4822hrRS3x7K7b3zIBJIA3qtP0pPVpTu29/nAnaDEkoVL6V0qSEEEJPVBJAuDcEkg+85N43RkvpFw82xL2XmXTCy3XImbc5bot+W5xWyhSCkL8LgdrSSVD3gAo7AHfeZZPSjfg2Oys3vpzZb3kONser2i9SXDyYToAFTfE8lADzCk/PW9k6LpTfU5DZctu8/nyiyNrMXTN6YTeswBOVF2uCerdQOii6huMbLjddMkaxfNLNIitv3POXkuXC6FwhaWxr+jS3rjopLif3L/AAFZ0r0gJ0q9YDcHMVhKhdPoyWIMJTyiHVhCEhxa9b5Attq7DzT+NampTvVpXZ/Gb6RWG0OJgBPSlg24HRfSDdfr9YvqdXiazTKZmbZZdstuDYbfuspclTYUVBsKPZAJ76SNAfgBULSlTJSEgJGkZU6aufMVNmF1KJJPEm5MKUpSxHClKUQQpSlEEKUpRBClKUQQrano79UsX6R5dNyjJLZcpqnYKokdMINkpKlpKirmpPwSNa/GtV0pk2WmcgoVoYuYdXzsLqkVlO2dBcOHD90dBQeunSTpzHulz6QYLekZHdWlx1T71KC0strIUohKVK5HkAdHXf462DUcg6t2iX0SsHS2z2+ambFuS7pdpb6UJblOFTignSVErH9IkbUB/s0/w1XSoU0ctJe5Lvc8NI1Z21GITUGUClKSkoZKQAAogqYDeopDnVraRvvrH1q6WdTWWsshYxkELNo0eK1FeceQqGwW3g4oEBW1DSnADxGyQSBX3qP1j6MdVbUq/ZNhV9ZzJNqVDadjPo9U9YCFeG4r3gVJCyD3G9du+u+g6U1NFLSAATbS/l3RLP2sr6lU1U1KD0oGYZEsSHZTN71zf7COjYPpBdKb1acUuXUTBbtPybDmEtQ1xXkJjvqRrgpW1AjulJI0dHet+VQ9m9I+OmZ1Gye/WqX9IMwhCFblxQhTMNsNqQlK+RBIG0dwCTo1oqlAoZIfnz5vb5wqtsMUUUKzJdO8JAJOQozKtchJIBOmsbeuvVvE5vTLBOmLFruiYVjuCZ98e02hT/vEqSyAohXZxwAr19VH46hevHVCN1bz93J7dDfi29qKxEiNPhIdShA2rlxJG+al60fLVa7pUiKaWhWca389Yo1WPVtZTmmmEZDkFg1paSlI7gCTzN43T0r634xZcCn9KOqWNyr1jUlzx4xiKCXoyyoKIGyntyHIEHYJUDsHQxz1O6V4XnmJ5X0owq5RmrE6+u4e0pPJyalwBAA0pQSUpK9H5qGx276epTTSS8xVe+oe1+UTDaWuEiVJOUmVlyKKUlaQlWZICiHYHdwtoWjpt/0hui1uazdeMYbkkednMKQibKecbWEvuIWEgN89BO3Vk6P8D8IDpb1Y6GdNTbclhYxmCckiRPBlBmagRZbpQUqKk8+6CTvRT2IB0SK0HSmeoy8pS5vrf5RcO2WIGeioyy8yHy9RPVJVmJHA5rvG509drV/o/wCoNnFmkxshzy7OTnn46UJYZYWsKLXLfNXYuDy/rn51E9V+q1kzTDcJwrHLdOjRMVglh5coISXnilCSoBCiNe6Ts6PvGtXUqRNLLQoKA0L+TfSKE/aOvqZCqeYoZVJCTYaBZX4lRcnfClKVYjDhSlKII1z7evH3g7+dPb14+8HfzrApUDmO19XldkeAjP8Ab14+8Hfzp7evH3g7+dYFKHMHq8rsjwEZ/t68feDv509vXj7wd/OsClDmD1eV2R4CM/29ePvB386e3rx94O/nWBShzB6vK7I8BGf7evH3g7+dPb14+8HfzrApQ5g9XldkeAjP9vXj7wd/Ont68feDv51gUocweryuyPARn+3rx94O/nT29ePvB386wKUOYPV5XZHgIz/bt4+3u/nV2z/pz1W6aO2BjKY7zTuSw0Tbe20rmtYUQPDUnW0uAqTtHmOQr8ej/grfUjrHi2JSY4fiSZ6HpbZAIXHa246kjfkUoIP4Gutck6y9Kc+ZtvUSXeYdzzPG8luVlxi1eK24SuRIQmNMLPZSmm2whaVa1yTrfICqc+pXKmBKQ/H9I6LCtn6SupVzpxCS4CdGLMV95AIYDUxyP1NwfqP0ju8Ow5s+3GnzYTc8MNSEulpCyQErKewVtJ2AT++q3aJl4u13hWpV8RCEyS1HMiSvgyzzUE81q12SN7J+ABruXJoYv/Xjq3l9lx1jI80wKw2uLj9sfShwOyXGyXJSG1fWU1tJAHxVrzIrLvVmyDIOsfQ6zZ5HYEqx2GTkl/kKjNpQh9KElwrKQEhAWlCfkNj51CmvUwChdnN+T6RpzdjqYzVGV7ufKkZXDZ8l1WYuCWbQbnEcT9QrbcMGzC4YrCzOJkDcBSUev29RUw6SkKIST8iSD+INVsX28Hynun+NdyYAMzuuHY51E6M47EeumfZfLl5PcXo7bxhQUyFcWFqX2bbS2NdvMjt3UKhsjyPH+luLdY+svS5u3sLyDK4tksT6Y7S2UhlIVJdYCgpKkrcU92HukJSR2Apya1T5Gc6a73a/CIJ2ylMB6xmCUF1e67JylQyknrWYHRlEBzrHGnt28fb3fzr6q93pJ0qc8Drff5VtLoVdMiyPrm31DnYLMzd+A87fbpBgxkrdUCoJLzbQ0FKS46hQQB5gdtDt1Uzasjc9Jq1ovWQryBNrxG5ZVj9tlwWYsuM9IHgCLIbbACykbA2AoHe+4JMk6rMlWUjc+vlFPDtmZOIyulSWdYSOoND8Wo52D3DFneOAvbt4+3u/nT27ePt7tdnWzpld4eOdBukuT2JUWbkmUz8kvrUlPJSERVJcMdfHfZbbg+sdgkA9+1S3VxvJ8y6fZXjvU6zwrZLyPM41t6fxpkRpqW22ZAR4gCBzCAgnajolJPf3htnr4zAAefNniz/U9IlKWqxABbJvyBeUl7apAsXUWaOG/bt5+3u19F8vJBInvHXn+Ff0E6mOTbFb+qFozjH4dv6VWfHmbTjrEyI025JnJaQG/V1H31kL8l/ApBBBSTX6xaySen9wsOO2eyWdHRaHhy7le71IjsuNXZ51klbi3DslSjx9wb93trWgG+0DldvPk/jyiwdiZQndGVhhY9S4OYpdn9yxOZ9BpH8+Pbt4+3u/nViyHHOouK2CxZPf2XIltyZlx+1OmS0syG0EBSuCVFSdFSfrAedb2yzN7v0F6CYLaenrrNruOcLuV+nOlpDzyYbiuEVKVqB4nwSgnXcKT5+e9n9TrXmMfN+n/Qm72/1fpKpmy2WVcVxEFi5yUHxtIdHvILi2kIIBHcEnse71VigQQLX37hr+3GKsrZelUhaVF1gI0SGCpjFIJfRnzFhlPHSOGfbl5ACjOe0fI189u3nW/X3a7t6xQJN7mWnohMx28yGclzKNGtslePsW6FaLdHUObcXSip/ixsle+JAPZP1aplz6v5dmPpKTLNbMEXlmF4Fdlz2rFaYLTjqERkeqiQ2EgKdIcd5hGz3V5aTsIitUsOE7n1/NYKjZSmpl5Fr+JKf5b3Lkux0SGLh3cWF45GVfL0k6VOeB1vvXz29ePvB386336aispg5vZbLe8rdu8F63G82+PJgNRJcBElZBjvobABUnwgASAQNj5k861akzTNQF8Yw8RwyVQVS6bKDlLXAHkCfrGf7evH3g7+dPb14+8HfzrApUrmKXq8rsjwEZ/t68feDv509vXj7wd/OsClDmD1eV2R4CM/29ePvB386e3rx94O/nWBShzB6vK7I8BGf7evH3g7+dPb14+8HfzrApQ5g9XldkeAjP9vXj7wd/Ont68feDv51gUocweryuyPARn+3rx94O/nT29ePvB386wKUOYPV5XZHgIkE327lQBnu/nSsBH1h++lISYYqRK7I8BFr+gyPvBX8v/On0GR94K/l/51aaVNkEc37Squ15D7RVvoMj7wV/L/zp9BkfeCv5f+dWmtgYDjONZEt20eoOzpRXwcnreUhhsaH+wSgguH/rqJSe2h8TRrq6mw5IVPOunGOm2YwPHtrZ6pGGscocksAODljcta3lGlvoMj7wV/L/AM6fQZH3gr+X/nW/c86LOYhZn7rHMyS2hXJDpUnilPmUrToEHXcKB121obFarp9HVyK5BXJNhaINosLxvZapFJiVlEOGYgjTVuV4q30GR94K/l/50+gyPvBX8v8Azq00q3kEYHtKq7XkPtFW+gyPvBX8v/On0GR94K/l/wCdWmlGQQe0qrteQ+0Vb6DI+8Ffy/8AOn0GR94K/l/51aaUZBB7Squ15D7RVvoMj7wV/L/zp9BkfeCv5f8AnVppRkEHtKq7XkPtFeg4vMtclMy2X6TEkIBCXWCW1gEaOlJIPlXmxhzkV5EiNdnWnWlBaFoTxUlQ8iCDsGrLSjImF9p1emf6RDsWm+xrg5do+WXFuc8NOSUOrDqx8ivls+Q8zWx8a6n37FunV3wq3w4b1zvLD8F/IZXN6cmE8EhcZBUfdQeA7eW9nW6qFKYuRLX7wixIx7EaUlUqaQSCNBv13eesQsKy3q2xHYFuyq4RYz5JdZZdWhCyRo7SFaPYAV4KxeauCi2Lv0pUNtZdRHJJaSvy5BO9A9z31VhpTujTwiD2rWM2c+UQVtx652V9Umz5JNgvKTwU5GWppRTveiUkHWwPyrwnQr1Cuke8DJrgq4PvBr1sOrDw2kj6/Ll5dvPyqyVH3bRcgA7/AONJ8v3GkVLTq0SyMTqysJKy3yi3dLc5ybpllS8uFwevkxMKTFjJnyHFIjrfACnQOXc9v41FYTd71iefWXP7hc5F+lWN/wBYYZnvLWkkA6HIkkDZ32rGpTfV5ZctrD07QYkkISJpZBcWFja+l9BrwjwzZV/zy+3C93zIZjonTXpqYy3VuNMFxZVxQFKOgN6H4CoxdlvTttTZnMquCoCPqxS6osjvvsjlx8/wqapThKQAwEQrxiuWorVMJJ10vFfl4xOnoYbnX+VIRGQGmUukrDSB/VSCfdH4CsiRaL5LisQZeWXF6NGKVMsuPLUhspGklKSrQ0PLXlUxSl6NPCG+1aztnyiMei5RJeYkSM3vDrsUlTC1yXCpokaJSSraSR27fCsaBYrtapTk62ZPOiSXdhx5hxTa17OztQVs9+9TlKOiRo0L7WrSXMwxXZuKy7lJXNuN8kypDmubr5K1q0NDaidntXh9BkfeCv5f+dWmlLkTDDidUS5X5D7RVvoMj7wV/L/zp9BkfeCv5f8AnVppRkEHtKq7XkPtFW+gyPvBX8v/ADp9BkfeCv5f+dWmlGQQe0qrteQ+0Vb6DI+8Ffy/86fQZH3gr+X/AJ1aaUZBB7Squ15D7RVvoMj7wV/L/wA6fQZH3gr+X/nVppRkEHtKq7XkPtFW+gyPvBX8v/On0GR94K/l/wCdWmoSVMzW+iTE6Z4fIyCVHX4TjwBSw25r6vLtzI7bAPb57qnXVtLh0rpqlQSOcbeAYdjm09V6nhaCtepYBgOJOgH4Lxg/QZH3gr+X/nT6DI+8Ffy/86qTWWdY8RvLkPP8HuIYSoeIkQFIW0Pmkp2CPwPn8xWzrdcIl1gs3GA8HWH0BaFa0dH4EHuCPiD3BqHD8TpMTBNOpyN2+NPanZraLY9aRiQ6qtFJukng5AIPIgPueK+MHQCD7QV/L/zpVopWlkEcgcRqT8XkPtClKU6KUecpXGM6rkU+4dEeYOvhWzej3tvHGk3duCh+CgLW+86sHwuKSruCoHv2HYnz7A1rYpQscXG0rSfNKhsH8CKtyModtmOP2aDLjRHr8ExmS/ILQI4nlxUkEhWh27edcZtWheaXMPu3Hzj6O9BFXSiVV0rkTnCuRTp4gv4ht8dOfSa65lbH4kzElJssu2pfakkBYU6tHLgRy2NHWvdPl5iuN3EFtxTZ80qKfyronH+p9xwHp4mLfJcGfMTBQuEn1xxb7pHBCQtKm0cUjeyR56Nc7LWpxanFnalEkn5k1a2XSoy5kw6FvJ/vGX6damnVV0lKgutAWSOAUUt45T+GPzV6wXpmxk1guOZ5LkzOO43bX0xHJqoypLjshSdhptlJBUdEEkkAA/GqLWzsAy7CZmCXDpZ1AkzbZBk3JF2h3WIz45YfDfAocb3spKR2KdkH4d9jo55WE9T92jxrBpdNNqctUzMpgolKSpuqFEEMCd7jvERGQ9K7tCyOHYsPmtZc3c4wmwX7WgrU4yfi413U0oD6wV5fOoj/AEf50bpJsicPvKp8MtCRGTCcLjXiKCWyoAdgpSkhJ8jsa862dac/6PWGZfMQxu33G12W92NFoeyBSFuy1yEqClSFMlz3W1kaKEEHQSdfAe926049Fs98smOXW7l5vFYOOW+5rb8N2WtqWp11xWlEtpKFrSkEk6A8t6Ffpp4sEv3jzP2+cbkzCsHKTNVPCfecJUCAQCcqczKLsGWeqXyuTc6rk9PM6h2iTf5WI3Vq2xHFNPylRV+E2pKuKtq1rQUOJPlvtvdYmPYpk2WyHYmMWGfdHmGy86iIwpwoQPidDsPh+J7edbyHX7GT09jsoEdF7YxsY87FeswfekK8Lwy5614gAaWPeUkp5cifPzqh9Ms0xeBheWYBk9xl2dvIfVnmbrEjF9Ta2F8vDWgKSopV5DR7EnfanJnTilRUm4PP8Lcogn4VhSamTLlVGZKkkm6RcAlKX0TmPV6w6uptEXdukWYRcl+i1js9xvM1u3Q7hIRHhrCo/jsId4LHfiUlfHvrZHlvtUCvC8wbLQcxa7IL842toKhuDnM3r1cbHd3fbh9b8K3rA649P3Lzf4b0h4QbpFs/q9wu9pE5Rchxw2tL7KXASonZCkqIChvyO68rH6RuOJyHLLrkMB+U2uUi9Y9/qqEauDUdTCS4kFXDmPDOwo8eHxJ3UaZ9S10PYfp+fKL0zBcBUoNVZQpShqCEgFTPv0AY6KKgxsY0rH6fZzKtky9RsRu7kG3rW3KfTEWUNKR9cE6/q/1v2fjqpq9dI8kiTsetmPR5V+l36xMX3wokRRMdtxa0cVaJ7DgNrOh7w8q2ti3pE41AwqzGa1Fj37HociKWXLKJSpy3Co80P+IkNBZV/ShSTslRG/Koc9WsGu9oaxGbcbna487DLdYX7qxF8RcSVGlLeIKAoFbSgoJJSdneta70GfUP7un5+9u6ETg+BCUlqh1KSDcgMbFuCXLpOcdVs2hjVcbpr1BmXKXZ4uE3tybAW23LYTBc5xy4CUeINe4FBKiCdAgE+VfIvTrPJt9k4xFw+7uXWEOUmIIi/EZT20pY17oOxonsdjXmK6ChZzhuZ4L1Aipvlxt1qt9mxuxi6qYBlyfBW8gyFtBe1Ak908uXH8e1Y8X0hen7r1yxh5KzAVbbbAjXm6Wv131lUXkVLfYC0q0oqPDSiQQCdb0E9anlwEad/L76axP/AFbwZAlqm1TJXmILpuypiWHD3B1z1S8aDh9O89uAlGFhl7dEF1bEopguajuITyWhw69whPchWtCvzeMBzfH7Wze75id1gQH+IRIkRVoRtX1dkj3eQ7jetjy3W0+oPXW3ZThmRWu2zrhHuV2yZmelTTHqoehoiJZPMIWQFFSASnZ+e6kcp6idMc8sDFlulzmT7pd51ua9eTakQpkVpCgh5UpxLngySEHSPdAGu/zp4nzwxUm2/Xl+fKKS8FwdQmIp6l1gOkkpAJdQAa5ewsH95yQA558qOvOucDl5euN/3GrNlNutdoyW6WuyXL2hb4kx1mLL7f07SVEJX27dwAe1Vm8cecHkCf8AW0aIPkdGrj5kvHLy5ZlTyhWoceDxI0pSnRWi0dP8Gdzyfc4ibsxbmrVbH7rIfebW4A00UhQCUAkn3t/wqSuXSDJU3W0W3F1IyP25BVcIi4ba0HwkuLbWXEuBJb0pBGz28tHvWH046gyunUy9XGAy8ZVzs0m1sPMv+EuM46UFLwIBJKSjyGv3irI51qF3hoi5XbJ9ydk4+qw3GYJ4TIkJEv1hpwLUhWinSUEKCtpHmKqzDPEwlGn5+a/eOjokYNMo0pqVETbknrcQwe4Dh/hLavbKaxbulPUe6zrhbLfhl1dlWpaW5jXgEKaWrXFJ3rZIOwBvY7+XevL/AEa597JuF9+iVy9QtTrjMt/wDxaU2opc/EhBBCiNhPxIrdGJdWMQy+W/Iyx+DZoltvNpukGM9NdbeDcNjwQouIZWH1cfNGkEkjSgBqoa9ekmp2FcbZabW62fGurcKWhEYBbEp5a0lxLjC1ghKyCELTvtvyqITqkqyhHCNJWEbPy5HTTKpTHMzMSWLB0s6bXub/4Y1hcuneU47cbVCzC1yLC3dZAYbfmNkBKdo5ucRtRSkOJPYd+4GyDU7J6I5bHbviAEvS7Re0WBmIy04pybJUFKPh9tBIbQVlR0ONQ3U3OXOouazstMRyGmUGUtx1P+L4QQ0hGgrQ8yknyHnWxJXpKyJV1xu5fRdDXsqJIauQS+lRnyHYiYqn9LQpKVBttAAUlY7aOwTuRaqnKkpF2vyP5aKVLJwIzpyJyzkCgEG5Kkl0lVgGIssAgdkvGunOlvUNqdNtrmI3ESLdxMpPhbDSVJUpKiry4lKFkK3rST3qrVtvIeuK8ptk/HJkSUzDuTdsh+KXmWi1GjOuuLQUx2EJIUp5RGkHWvJXlVTtd6wSx5NfmZGOP3zHZvjxoQceSzLZa8YKZdS4UKCXOKQFe73ClDtunomTWOdN+UU62jwzpEiinHIXcq3XLWAdmAch7nQaRYmOgeQv5KnGW7owXVSYsXxww4Web8EzEjlrz4Djx8ydkdhVcT0k6lKvbeOfQ25JuDkVM0NLb4gMHsHFKJ4pGwU9yPeGvPtV/Y9I5pi/P3lGIrShd5iXJloTu7bUe3LhIbKuHdWlJWVaHcEa79oyz9brdBxe2Y9MxRT71stioDUzxmlqSoyg/zS260tHkCjuCRvkCDUCV1Y1D6cPnvjXmU2zS7JmqDKWbZrpBGVN0m5DkHc3WFw1WidH+qE4yhFwa7rMNbrb49XIKFtgKUnR81aIIA7kHtuvHEenV3zWy3i52R5tyTaHYbXqWj4r/rD3hJKfhoKI3vy2K2Vd/SYbuWTW2/t4k80iBfFXlTHr4PiAxER/D34Y0fdJ5a/ra18apXSjqsrpjm8rLPYjdyjzWHWHoa3OIIUtLiCFaOilxts+XkCO2908LqSgkpY2b9RFZVLgEqrloTOUqWSoKUQbBhlWBlBsSXF3bnGdkXQLK8fuV+tHrcadMs0qFCZaipWpU12S2pxIb7dtNoWo719XXma19Mst2t8GHcp0B5mLcPE9VdWNJd8NXFfH56PY1tSN6RE9EHCYsuwiQ9i01UubIMk87lvklIUePuqCFqHI8u53r4VEXzNMCyjG41ids9xtrWPW+abZynB5yRLffbWOemgOIHPY93sB332JLXUJYTA/5/sfnCYhS4JOCl0E3KWJCVPqSlTOR8KSpLuHKAR70a1pSlXI5aI/InpEewXF6IopfTFd8JQG+K+J4n89VuLp3OuGK9PbHZIDTMENRGw4VpCVKcPdSj8dkkk/vrVhgrubjFvGw3IkstPK0DppTiQv8A/wASR/Gq71d6HZ7dMmRc4F4/oJLi3SXH3UnROwAQ6NAfgnVeRekSfKn1kqjWvKySeVz+0fXf9Hagm0+EVNemW+eYEjiyQNeQJt846ORml0cWEqnRJDyUlXJa0qGv761PlLjD2RyJMeI3HTIabddQ0kJSXipYUoAdu4Sj+P76p3Wno9l8PA8T+jlzmO3BaHEyuMhxAccGikgoPL5jXf517YfZMpsOOR4mWS335SnFrb8d4uLQghPu7IBHffY+XesTYSX0WKyVome9nBHIJJ/QGO19OQTN2Nq88v3eiIPA9IgW+RI7iYmKUpXvEfB8KncUwjKc2m+o41aHZak/7RY0ltsfNS1aSn89n4VEwWEyZseMvlxddQg8fPRIHauzMXtEDD7DDstkR4DDivBSO3IyO+yVfEqUhSe+xsp+A75uJV/qSQEh1HwjvNhtjBtXPWqcvLKls7e8SdANw0Lkv3Hdr3HfRcYtcT2hklzRcpwSVNQo3uscwknSlkbV37eQ/j5VTeqfQFm/yGLsxIfdtyHEOFhtJDzC9Eh1odldwCCnXbQPxNdUW25NT25ASkpchO+G4k9jvglY/NC0K/Devgai8g6bWHJ3WJM56Sy9GdVIhvRnS0WlKBBGh2UDvvvzrkKyZMrjmmKc7uXdH0ps/guH7Mo6KglBIPvbyrvJueW4bhHNV46GvTIy42HOSLhc7WxH9ccnvhL8vxAQ22krOgUJCSE72fF+fatUToM22S3YFxiPRpLCuDrLyChaFfIg9xXZmDdJYVlxtNunXe4ynU3Z+4x5K5bi3Anx3fA5KUSVaZUhJB7dtjXaq5156FSs1e+l+JJQq8pQluXGJCfXEpGkqCj2CwAB37EfEEd9jB64UyRTTSMu4/ePNvSVsQrF1rxrDgozbZkauAGdPMMLb919eT6VkT7dPtUx233SC/DlMni4w+2W3EH5FJ7iseupBe4j55UkoJSoMRCt5H0eLAvdvRmF4buIsKb54j1j42/RYDxbMgOnRAOtlIGxrzIFaNrpGF6RuEQpEC8LkZ7KchWZu3KsLkpkWZ9aYvg7W1yJIJ97et776+FU6szg3Q8/0aOn2alYTNMz2oQLpZyRa+YhiHItx5CNYXPo3fw9jEPGA7eJWQ2Fu+uICEsoiIUtaVBbilcQlPEbWopHeolnpV1BfyR7EkYxJTc47XjutrUhDbbPwdU6pQbDZ7aXy4nfYmr9/pkw662yLjN5t11jW57EI+OzJEVDZeZfakl9LjaSrSm96BSSkkfurMl9b8JuUSbgsi33ljGHsdgWJm4IDZnBcVZWl1bfIIKVFSgUcvIA77kBgm1Itl/PzdFw4bgM1lifldrA72PVuCQ5A65JSHbLaKZC6L5I7YMlmTo8qNecfmW+Gi1BjmuSqUpQSUqCta0kEEAhQOwdVH2/o51Jurk5u34w48bc+Yr5EhkDxwNllBK9OOa/qI5K/CthYl1/x/p6m/x8Vt13lNTXLU3EVdVpkLXGjhSX0uEq9zmlaglKNhIOu2q/eK9XeluOom2hqHfXMfXeTc0Wufbok5l5kpG2gFqBZcB2A4kn3QCRyNIZ1SH6vBrcg/59oejDdn5vRJVPIPWCmUNcy8pcpYulnIAYAMklVqe70Fzz6L4/kcKGiU7kD7sdqClxCXmlJUAnfJXcq2ew7p172qjY3RfqhLlOw2cRkh5lpt1aXHWm9eINoRtSgC4QNhoe/wD9Wr1ivWfArRDxFcyz3liRh9+m3CMxGDa2nI0lwKKSpSgrkkDQ+B+fftg9N+sGP2fFXcdzFqYuQi+G+tTkW+LPccWttCXEkSR7i9tghwEnZO/IUvS1QB6vlzPPhDBQbPTJksGaoBQDsoahCXd02JUVa26vMNTLB0l6jZNGkS7Lisp5uM44yoLWhpa3Ub5ttoWoKcWnXdKASPiK9LV0c6m3u2IvFrxCXIiutOPNKSpAW6ltZQvggq5LUlSSClIJGt61Wz8L68dPbJdmMtuNgmN3gXqfcpq0W2LJemIf34YTIWUFgpBPLw0jmT8N1HWXrvjlsyfEL25bbp4OOxbww+lARyWqW6+tso97XYOp3vXkdboM6pcgI/L8+7xh0vCtngmWZtSb6sRZ1IALZSQwUolJu6bFiCdV5Vg+V4S5EbyezOwfX2fHjLK0LQ6j48VoJSSNjY3sb7gVBVccqzSBf8CwzFWI8lMrG0T0yHHNcHPHeStHDRJ7AaOwKp1XJRUU9fW/1jla+XTy57UpJQyTe5BKQSHAD5SSNBpCo+7glcEa/wDzaN/kakKjbz/tLef/ANWnt8+xpytIhp/5g+f0jaHSqxY/NaybJsitBvDGM2r19u2h5TYkOKebaBWUe9wTzKla+QqfGC41nsaRl0eyzMFtkCzC5SwppySxK0/4SlxeRCtbOtFRAUNbA71rnF8syLC7si+YvdXbfNQhTfiNgKCkKGlJUlQKVA/IgjsD8Klbx1U6gX964v3jJX5KrrERAlBTbYSqOhQUltKQkBA5AH3QNnZPmarLlTSsqSfP9NPnG7R4hh0ukTJqJZUQ7jKnrG5SorcLDWBSGDB3ckG8WboSxMs0XImb0494TttdkxpkBTDbjUt9ttITtwOq14qdq4JSRvis9ifsjoVBduEqG7kqYVwfRd7hEhsQVrjiLDdeQQXFL2lRUyoBPvaGiTsjdLb6u9Q2rem1tZAEMBERslMOOHFpiqSqOFucOaw2UJ48idAa8iRVosnpDX+0YdccdXBekz7gZpVNVOUGuUoK8RamOOir3lEBKko3olBIqJSKoXBf7eEaUiq2amshcpSQE3JBLqB3ZVE3TYOWBuYyOinTvFeoNhmuXVoNv2C8wp1xkFS+9pKXA8jQOgAUhRVrYAPerXfOg+JyW249tcFp+kkuXebPKeUt7wrMzDQ8AUA+ZW4oHe1Dgn+OicfyvIcVNwOP3NyH7VhOW6ZwSk+LHWQVoOwdb4juNH8akUdTM7bVb1JyOQfZVvctUMKQhQZiuAhbYBT8QSNnvrXfsKcuRPMwqQu37feIqHGMGl0SJFVTZljVQAv1u8H3HG45mLxcpHS3HpNogXxF7MayMWJ+7Py2YKlSn2xcFRkEtKd48ySjyUkBI+J853/QdikKBKsF2yFxqevJLTbId0bhqXzTMgKfQ2prmAkc1I2ruRx/HVUfAer18w25Q5Mv1mfEgW922xmGZIirZZccLh4rCFBXvlR99Kx37aIBHnlnWHL8nyCRfES/UUO3GHdW46NOeHJishlhwrWCpSggd99iSTqmmXUlTBVuPztu/aHprsBTTpnGU8wsCllaZCCXzAMVMzdYM5N2Ep1M6f47heD4rIjuvKvsqXdYlxUEnwnVRpPhEp2r3QkjQ0kcgdnRGqiukmFqyfNsbReLLJkWCfeGrdIeCVpaWsjkWuY1pXHvoHeu9fbb1oz6CQh+6NzWUuTXkMyI7ZSl2WlYeWCEhQ2XFK4747+FR2IdT88wKLKhYlkj9vYmLDjraUIcTzAKeSQtJ4K0dck6J7d+wqUIniWUPfi/F+W6KK6rB1V8qqCVCUMroCR8CUjeplZyC+h3lzFxuvRaEz4qRkPqtznRLld7bbxGK2jDiqdJSt4K91ZQyogcSPIEg1P5N0Ix265U9bsQvK4PgXCzwJUVyOpTbCZraQlxDhWS4QvfJJCfPsTWrY3U3O4ePOYtHyOQm2uIdaLZQhTgbdVycQl0pLiUKV3UkKAJJJHc16tdVM/YuD91ayN1MuU/EkuueC1tTkXXgK1x17mh+B+O6YZVS7hX445cP94sJxHAQnIqnLFieIZKnY5+0QdwItlBAf2zfBLZjVjsmQ2bIVXWHeHpsXkuKWFIdjKbSsgFR2g+KkpJ0fmBW9z0L6ayc2x6UxanG8fhQ2Wb+wZC/wCkmOtRVM8Vb2OZmt9tjYbc0Pd78zzchvNxtUGyTZqnYNudffislCQG1vFJdIIGzyKEeZ7a7aqcPVjqGVPqOTv/AOtSIUp4eE3pbsRKEx1Ecde4G0dvI8RvdE2TPWAArj5/YecJh2LYRSTVqnU+ZJ6MgMCxSCVe8SWUtnD3S77hFtyzpFYrO9MmyciVbfadyvDdkhNwXZSfBhPrQUurQStJOgEkJV81EDZFhvHQ6323o5DvE2yXKHeIqIF2uVx8FxSFRJS1pUyhKilBW0gsKUN72sjsATWtGOrvUaNCm29nJ3gxPekvvBTLSlBcg7e4KKSpsLOypKCkHZ7dzWK/1KzmTeLjf38ifXOu8VcKa4UI4vMKbDakFHHiBxAHYAjWx3o6KpLAq0/OHDviT2ngKTMUmnPXTl0HVJF1XUXIUAQAEdUkPx3FkHo84/eMmuDGNXL2RabWuBagpbYWtct6OHlOul18DhpQ2UdxsAIPEqNWn+jtcrVikq93DJYKJseFIuCGUKQWHWmXFoKEuFYWXFcFFIDZSR/WBqpROsPUeDOnXGPkq/HuS2XZJXHZcSpxpHBtYSpBShaUgAKSAe3nWJ/pMzo465iqsifXbXULaUhaEKd8Na+a0eMU+IEKV3KQrR2djuaRMqqSAMw3fvu/OUPqMS2bnlS/VlhRzsxAAJPUsFMwGraHcqIG3S1wprUhB7JUOQ+ad9xUJdczyNV7WtTFxuEbwNMoiKGmFnsFK2Qfmd/D8NVP2a2SrxdI9thNhbzyuydgdh3J7/hVUvtytWGXOTHvnrDDUhJQ24jY+PkfkR/ZXmnpEky1VchYS6spB7gQ31Me+/0daiqlYfWJWSJWdOXg5BzN4JeK2nOeoESa4jIL9fp7BaPqbK2lrLa97CyvRAPw3sDv8avVuvVwvsBmXc3Ct9IU2o61sgkEj8Kodru1jlh+Db7nOmSpp4NtOPFwJBPn8h891foMRqDEaiMDSGkhI/H5n+PnUewdCJ2ILqylujS3zV+wMaX9IPHxIwOThSC5nLfllQHN+LlPnHtSlK9dj49jNsjrTF5gPvrCWm5TS1qV5BIWCSf4V1JcuovT6djV1t7GZ25uYl5ciCtS1dnkqDrSvLuA4BsVxb9Nbf8AZnv7KfTW3/Znv7Kz6yilVrZyQ3CO82W2kxTZRE1FNISrOxOZ9z6MRxjuewdXOl8fxpq8ngsv3F1qRIClK+t4aEfLtpCEgj8DU431p6XpZQn6b27aDrXI+X5V/Pz6a2/7M9/ZT6a2/wCzPf2VS9i0/aPl9o6v+1LHv/ao/wCr/VHfcHrT00biIafzS3BTZW2kBSuyErUEfD9kJr3V1s6YAjjmlv8Aj5LP+Ffz9+mtv+zPf2U+mtv+zPf2UvsWn7R8vtB/ajj3/tUf9X+qN29crji2SZCjK8evbUp+aVNS2E790t+624DrWlIA7fAj8e2s6r301t/2Z7+yn01t/wBme/srWkITIliWC7R5ri6qrFq2ZXKkhBWXITo51NyTc3PMxYaVXvprb/sz39lPprb/ALM9/ZUuYRm+oVPYMWGlV76a2/7M9/ZT6a2/7M9/ZRmEHqFT2DFhpVe+mtv+zPf2U+mtv+zPf2UZhB6hU9gxYaVXvprb/sz39lPprb/sz39lGYQeoVPYMWGlV76a2/7M9/ZX6GXxC0p8QZJbSQlSwn3QT5An59j+VJnEL7PqewYn6VXvprb/ALM9/ZQZrbydCM/v+FGYQnqFT2DFhqOu+g5AP/6tHw38DWC5mMNlxTTsOQhaCUqSoAEEfAisKflcOUqMW2XU+C+l0713A32/tpCoERNJoahKwSgxbKVXvprb/s739lft7L4sdwtPwZLaxolK06I2Njsfwpc4iL2fU9gxPUqvfTW3/Znv7K9HssYjpbW/b5baXk82ytGgtO9bG/MbB7ijOIPZ9T2DE7Sq99Nbf9me/sp9Nbf9me/spcwhPUKnsGLDSq+3mMJ1xLTUOQtayEpSkAlRPkAPiaypt9etri2rjYrlFW0EqWl9goKQr6pIPkD8PnSZ08YcMOqiHCDEtSq99Nbf9me/sp9Nbf8AZnv7KXMIb6hU9gxYaVXvprb/ALM//ZX6GYRFNqeTCkltBCVKCewJ3oE/jo/kaTOIX2fU9gxP0qvfTW3/AGZ7+yn01t/2Z7+ylzCE9QqewYsNKr301t/2Z7+yn01t/wBme/sozCD1Cp7Biw0qvfTW3/Znv7KfTW3/AGZ7+yjMIPUKnsGKA/dusFm6023LY2PTnrRappaQ3HUFIchqPBatctclIJV38jrflV4yK3ZTnN+yWfk70Z1l64vOQCr3T6snihpISlPH6iNnyKlLJJJr3+mtv+zPf2U+mtv+zPf2Vh1OB0tWFCcSc3dbut4R6rhPpKxzBZMqRSUstKZYADZg7cetv38Y8cdxCBYXo7cSEG1zHkMvPfBlskc1nXfsNn9+qgX73n2JZ/kNkGKy79jS7q+/bZkQJBajOq8RLaQogKCAriAda4kb1qrJ9Nbf9me/sp9Nbf8AZnv7KrYXs5T4SSuRNVmOpLeGkO2j9JGK7VSBTYlQylIGg6wY8QczgxPMO+Myh7w1t80hXBY0pO/gR86VAjNbeTr1Z7+yldJmHGPKVUNQ/uGKXSsn2bcfsEn+Ur/Cns24/YJP8pX+FRR1fSI4iMalZPs24/YJP8pX+FPZtx+wSf5Sv8KIOkRxEY1KyfZtx+wSf5Sv8Kezbj9gk/ylf4UQdIjiIxqVk+zbj9gk/wApX+FPZtx+wSf5Sv8ACiDpEcRGNSsn2bcfsEn+Ur/Cns24/YJP8pX+FEHSI4iMatuejDd47PVG1Yu/gGLZOMkmRoCxfoIlJjM89uLaSo8Ur477kHyA8id6s9m3H7BJ/lK/wq8dFs5ndIeoluz9WJu3ddtS94cVfJtJWttSArlxOtciR28wKinJKpagA5aL2G1MqRWSpkxYCQoOdWG+190dD51asF6n5Hn9gOJ4PgnT/pzPQu5ZDZrC0i5PaUptMZCk8Rycc5Dy80p7K8jTFeifj916rYnjmM5nNXiWWY/9JmJ0mKn1tiIEcihSAQCs7To6A97yPHvTul/WN7E4uY2PqD0/dzGy5ytmRdo65DsR1yQ06p1DgdbGx76uRA15DvW2sD682m4fT3qZm2OsR0Qcbh4ljuJxH1xvEt7jhDzbTiR4iChISeadaCjrWu1AonyAQh2+XId7v8o6yVWYRiikrqSnMSSXcEBJUpnHVy5AAAHUVE8o1L1k6PYNjGD471T6W5VcrxjN/lP2/jc2EtSWJLRVv6ugUq4qI7dtDZO6m+lXQLpxeun9kzjqnm92sxy68uWaxR7dES9yWkhHiuk70nxOQ46HZIOzy7VHq31SunUiDYsYsuDt4xi2Mtut2u0xQ44Gy4ra3FuL95a1aGyfM7PmTW67/wBa8F6bYZ0yxux9P4uZ3nF7Izc41wdlPJi264vFRcQuOjSXHUEA7V3BII0e9Sr6cS0pDuSeDt9OEUqZeELq5s9RQJaUp1zZSo5Qoge83vMDydoptt9GDGcVmZ5dOsuazrbjmEXRi0pftcVDj1xdeTzTxCifDIQtlRSUq/2hGxx72Kw9MbzfekOM9OMDyZz2Z1UyqbIhszbc0HEW2EVBT7zo97mC0hYQnsRvRHetXZT1py/LemMrAbnYnzNuuRu5HdboAQqa6sK9xTYSAkJJTrR0AkAACrFbvSUyWy5R04yC04OW2OntpNpbiuLWoS0LbLbiyQkcVFJ89Hv86RUuoUHOvyawt4mHSa/BJS8iOqggAnrZusvrAl9Ey+rzN7x+s39H3p8vA4ebdIc+nX9lrJG8VuC5sRLTbstaUkPMce/he8nt7x0oHfY1c7N6PfTXG+t+MdNsW6gX+Zm9kurUy7vu2xoQozbLJkhxCDvl7waSQVEe+d+VVCb6Q0OHMxa04P0eTj2IYzfE5F7IblOvOTZqRpK3X1pJIHlrR90BPYAagMU64ZHjHU7Muq/0TclXjJ2LiiKVqXxt7spZIWNg8wge6EnXYeYpMlSUkF9C2nnC+u4HKnJUnL7ycxGdgBdRS5e5YAm9iWDxtXJbb0pm9J7/ANROsMxwX3PMln+xrpBt7Tsl6JCUGwlsfUYClt8VKHcgjz2TVYg+ilZ375jj8vKZjGKzcGTl94uhaRuKsJVyYb/qnSvD1yI7cvkKiLX1Gs3UHphjfRLLsBhRrhZvHjWfJ5c6THjW8POc1uutNpIWewGzsfHWyd2Trf1hbs3RvGPR7wq8ovJhQm2L7eYUdaGJASsrRFZUsBS08tKUdAHikfFSQwJnIORLhye4DcR+axOupwupQaqflUlKUsxIUpdipKnIJck9YP1d7xQPRqwLGMw6g3C85c2p7F8MtkrI7k0RsvMRxtLZA8wSRsDzAI+NXa7dOJ3pDzcK6mP5A8iXnN5nwbkwUoTGssKGeQDZGgAmOOXfsTsnzJqqdBcmtmOYn1UxfJHXbcMlxR5qC8plwqcltbLbA0k9l8yD+6sLHOtuW4r0RuvRyz42tpV2nOvu3XSvGRHcS2HGUDXYK8JIJ35E/vE0xE1UwlGoYDua/n9IoUdXhsqkRLqSClQUogG+YKGUW/wggE2GcmLXk3ou2jF4+Uvz8huAMbKI2LYw2WEhdzfWU+K4sa+o2le9p7EpUnYNbK9KvpjhmYwckvuJZDNbunSmJaLHKtJiJTDSy6eLaGFjuVArJPc61rQ861jmvpP5RnXVnF+oV2whbVqxR8TIdkYWpCFSdlZeW5w2VFfAntrSNdiVEwV068ZPccMybGUYo6xMyrLFZVMmpWv3XOYWGUo4/UBA1smoxKqSpK1aju5P5Dzi4rEcDlSp9PJbIp21csFFJHDrKAD/AApuHMX6H6JvTq32/JsbyrqNdvpvjGPKyG5sW+ChcK3p8NK0x1rUf6V0hQIAUjYP4d4/McC6N4j6NeGHJ3pFtzW+wZd7iuxbelxyYdnwWnnFd229LSAR2Oie+q9Mz9KeNlNozBuH0X9m3rPLYxCvlzbuD6y66ylKG1JbUkpQkIGuI0T5kmqZ1H6uWfqTgFhsd16RuNZXYLVEska/onSOKYkc7CRH1wKlAq2Ts+8dfDQhFSogzH15cPo8FTWYJKlzE0hQ+QgOF36zjUe/lAvYOSHYRafQ7hY7jiM66zZa8qLAxG2NRY0tMP1hyNLlrLaHm0H3VqQEnYPwWPhV1uqsw6j9PHJTHUW6XVnqlmcbGYDlxtccSHrcwn3pYSjjxQlSXAUI49z3OySdZXS/2rFfRatvTizyVTr9ll7Xers0wlShCYaSENtrI8lq4oPHv2Ct6NfrGvSFm44/0ybZ6bF2B02jyvBil5Y9blyASuQVcPd988+PcULlLmKM1Iu9u4C2vEwU2J0dJIl0M2YAnKCWJuparvlLdWWeDvblFgY9Gvo7kXViF0ew7qfd37vb1yhfn5cRpDaywkbbhp2OTilbHEqPEBStnjo53Tjo70djdfZNueYyCZjGI2GXer/FyeAI7sZbQP129Dm3pSFjt32PMVqbBM3sNtzC7Zb1N6ZTMtfuj6pqVMXGTbnY0lThWpxC2dHuVHt5eVbCb9Ka4z+pmTZpk/SxNwtGUWA43LtTch1pYh61r1gDnyI2CRo99jRApVy6i6QSQ3LX87tIZS1+CnJOmBCTndmUWSNH3AOA7FRLmwaMjpXBxeR1NyGR0ss2OXnD2Go9wvF+zOyNFmzsBxanQy0TxTyCihKfrK4dtAE1MZNdcDy/ov16ueEWFiBi0O/WOXYGksBptuSt1DL7jSdDhybH1B9VKvIbrTred2W34nm2MWTpV6p9KZrTsGQqQ865bIqFlQYSpQ5OfAcie/fe6svVnJLDYel2O9CunTzl2hxHvbl/uzEdaWp1ycRoJRySFFLaNJ2QN6HbYNBkqKwWL28AxJP0hsrFKdFKtOZDBK3btLzJSlIIdgDnOugcggCNF0rJ9m3H7BJ/lK/wp7NuP2CT/KV/hWjHIdIjiIxqVk+zbj9gk/ylf4U9m3H7BJ/lK/wog6RHERjUrJ9m3H7BJ/lK/wAKezbj9gk/ylf4UQdIjiIxqVk+zbj9gk/ylf4U9m3H7BJ/lK/wog6RHERjUrJ9m3H7BJ/lK/wp7NuP2CT/AClf4UQdIjiIx0fWH76VkpttxCgTAk/ylf4UpCDDFTEcRGy6UrCvU/2bbJEtPhlxKD4Ycc4JKtdtq+CR5k6OkgnR1U6lBAKjHISJK6iamTLDlRAHzjNpUDYYL0KNHtF4kyXpiGErDi5rhW6AAF797uUqOifkUknZNS3qEb5yP/FO/wD9qjQtSg7RbqaOTTTCgzHG4gWI4i/5prGRSoXILSzcLa9Zmn5rK7k2uN4zUt0LZQpJC3EnZAUlJJTsa5ca8MXszWD2mBi7cyXKhMIDEaRKc8RzkSTwWrQ7fBPwHZI/qik6VQUxFuPOHmglKp+llzHWTZOVnSNSC/Gzb2PC9hpSlTRmQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQqOvH+0gdh/xtPw38DUjUdeDpcD/APeIH99IrSJqf+YPn9IkaUpSxDClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpX0AkgAbJ7AV0b0t9F6O5b28p6ryXIMZxIWzbEqKHSCO3inzSfL3B3+ZHlVWrrZFDLM2epgI28B2exDaSp9Vw9GY7zuHefoNTuEc40rvzHbVhmOoSzgvTeMlKB4ZkIjpStQ89KdKVKV5/wBY1+MhTjV4QpnO+lrLkfRQl9yMh4o32Ol8QUH8Undcl/X7CiXBOXtZVZf82XL5x6xL9BWKLlP6wnpOy3/9Zv8Ap+UcDUrprqJ6MVju9rcybpBLUtbe1O2p1wq5D5NqPvJV/wBVW9/Aj480PMux3lx321NuNKKFoUNFKgdEEHyNdZRV9PiEoTqdQIMeV7Q7MYlsvU+rYijKdx3HuP1BYjhH4pSlW4wIVC3Qi4SDFLzAZQ63HLbqCsPKVpTqCPL/AGPJI7+azsdkkykxh2TDfjMSVx3HW1IQ8gAqbURoKG/iPOqbj+PTLNiNrZveRz7q7apTy50h1Xhh4eItLhWCRttBJUCSSUo7djxqtUEnqNbX8+sb+CSpSXqVTGWCEpDEl1Alxu3Zbka7oyeoEbJMmxqVasBuDcO7BaVsT3SUssqSRyAUASVFJUn3UkDZBIqSxf241jFtcyG6svzG4jZmPeDw24Ejnvv2IOwew7g9h5CaUpiK176m2WkaT3ISlPwA+Qqg23P7VeMsu+BQbZcJC7Ov1h4JQhKJKFlJ4pKilIAWs72RsI81bIqOZllTApRubN9IuUInYjRqppEodHKOcqIBITop1G3BgGG87zFjtyrg/dpciU422qQnlACmjtMYaB7cvrFZ5K7A6W2D3TpPy4s3lbb1tN0jSHpQKW0iCNNA9ua9qI0PPuO57CvmTP5I1CRIs8aEiS1NYbaU+ta0FDjiW1KUlIB7BZOt/j38jlxJlvtiHGppMN3RcdckrT/Ta0C5z8lfD5EDXupGhSgC6CT3l4Ra5hCayWlJIsEJCVMUtfQnKzO13fS0Q/S+x3/H8X9RyTLJWQyzKeWJclOlpRy4hGySSAUk7JP1teQFba6T4fCz/qHZMPuMl6PGub6mnHWdc0gIUrtvt/VrWuG3yzX2z+s2W6xJzSHnkqXHeS4AfEUdEg9q2D05zNzp7m1qzNq3pnKtbqnRHU74Yc2hSdctHX1t+RqRAanaXq1opzpqVY30mIpZPSArDN1cwfqgDdwEXu8dJcNvtkvs/pbc79LuON3BiBMt1zjNJU94zpaQplTaiD748la7b/jXZPRHqAzMiQY0CJPdlTnLYfU5rTyWJbaStxp1QOmylIKiT20D37Gpu4deGoTDjPT3BIONLmXRi7XF1cx2a5LdZc8RtBUvjxb57JSPP4EDe5K9ekzdrheLddoNgeaTGmvTJcaZd35bUgOtLaW0hKgAyjg66BxBI5DR7aqBJqk2AtzZ9OXONicnZqf1pkzKoZQcgUEnrFykKS7hLAuAHBIBimK6PZh6w0GVWt+E7Hel+0mrg0qIhplSUOqW5v3eKlpGiNkqToHY3kJ6H54FTFyGrZFhwURXnZ8i4soilqR/sXEuFWlJUQQCN9xrzqVx7rTaMOvQl4hgDdqtztvegS2Wro763IDi0r5+tBIUgpKEcQE6ACgd7r5lXXablFiySwO2FTbN+RAaaceuLkh2O3FWVjktwEuFSiok+6Bvyp2aqJZg379/CK3QbOplFapiisPYZmJCCQxKBYrYXAIe9utHm90MvULG7pKuE2KzfrdfY9l9n+tNEFTiXD3Vv6xKE8R8Ukn4VEzuj+T2u7v2O7XLHoUuKE+sIdvDH9EtTikJbISonmSg+6ASAQTrdWOT17ZuFzyG4XPCWpAvV6iX2OgXBaPU5DCSkdwj+kBCj2IH8axrB1wTZr3l97cxhxTuV3M3HxYdyVFkRgXluqYDyUFRbUVgKA4k8Qdg+TQqrAJI+nLn3xLNlbNrWhKFkC4J62gzMSMuquroWANw+mTZ+h77sCM1dIk5y8i83W1SoMeQygI9Uipd2Fq909yd9+4HbvVTHSrLF4oc1ZNrdtKXWI6nkXJglLzvHi2Ry2FgKBUnzSNk6A3V1a9IyQzenLwjEm9uXe6XbwzNPZU2KGFI3w8k65A/Hy7edY0nrfjUjFscxs9LY3/3a8FyMVXVwx3XkrSp1xxgICVlzSgeROgqhJqgQ4+nPn3Q+bJ2cmoIRNYpBayg5ZASSQg/4idLgCzvGPh/QS9XzI7LButzt4tF0uDlsdnW+a1I8GShtSy12OirSd9tgjyJrEl9Gr0+xb27HDcedlTLmyqY7LZEUsxFDm5ve2wlJ2pSjr5VaJ/pPTJE21TIuKug2zIPbwTMuy5AILa2zHQOCQ2gJWQnQ93Q2Fd9xrXpA+qIiQIOGMt2pty7plQlz1q9ZjXApLjPicQpBSUAhY2dgdvhSBVWS5H058+6JVStl0IMtM0m+rKdiUaOmwDL58M2kV9HQ7P3VuLYiQXYbcAXQT0zmxFXE5cS6lwkAgHzHmPiBVay7ELzhN49i3xLHjKYaktOR30vNPMuJ5IcQtJ0UqB2K2BK6+OfR+fiNpxFmDZHbEuyQo3rqnFxg454jjynCnbilKA7aSAAPxJg77nWPZTj0hF3x8Iu8S1We0Wt5LylcExUKQ64ewHvpCex2Qda33IlQueFdcW/OfjGXW02CKk5aKaekZ3U+WwUSkdUG7AJJYlw4F2oNR14UUrgnWwZSAe34GpGo68a5wd/a0f3GrStI5+n/mD5/SJGp7A8fjZXmlkxqY84yxc5zMVxxvXJKVqAJG+2+9QNZ9gvc7G75b8hthQJdtktymfEBKStCgoBQBGxsd+/lSLBKSE6wtKqUiehU4OgEOOT38ou7PTGHKe6ixYkmS49iMhEeAgcf9YUqemMAv8AgrfbXeo69dJMrsF2j2O4yLK3PekGI4wbqwlUd0I5kO8lDgOI3z+qewBJ7VYck62Wa5QL2xjfTaDZZeTSmJV4km4PSRJ8N8P8EoVoNhTgBOj5dvxqcf8ASbDsqzurwRuWxari7cUt3G5KmLQVtFAbYcWjkyhJPMb5nYT37VSCqoXCfFuA58XjrDI2dmHLMnMzXSFsXWomxS7hBTfkwB1iv450Oudw9pm5T4RaTjkm92uXFmtqjSSzJaZWFLOglIK1g70dp7Vhw+j92iuy2r7GU42hi3TGJkGWy4wY0qWhhLu/NYJKkgJ7hQ94AA1YpXpEx5ziG7nhT1xiGxS7C8ibenHXn2n5Lb5cU7wCuQLehrsNjQAATUZM66eI0/b7diDMO2i22y1wowmqcVHaiTUy9qWU/wBIpawoE6ToKHnrugNWdR9PvD5kvZtCR0cwkgHcq5KTqChmzWBdxbmqJiF0BhXDN2MY9dlxIL18vdrTPefZ/pkwiQkIb+tz7DlvtokjyNUJ3pTmTaG5DUWJIjPWyReESWJrS2TFYUUOL5hWgQvSNefIga2at7XpCyW8itV/OKMq9mX68XssmYdO+v7Cmt8O3AHsrvv5CvS5dUcft/RaRhePvtmdebg8puKG3lLs1uW4lxcXx1geJzW22r3djRUTo6oQapBGYat+t/pCz5Wz1TLUZSmKQpVnBPVl5UsQxdWcW6w1Li4o8Dp7cnOoEDALpNgx5MuSywt5qW080gL0dhxCilR0ewB89Dzqy3fojc5ebXXF8MmQX0wri9a4jcy6R0yZbzW+XFAII3xJ7gAd07JFVl3MLRFz+HmWO4o1aocGVHlNWxEpTiQWuJI8RQ37xST5dt1sTHvSXcx+4yrqzhmpEnIJd9V6vc1MJe8dZV4MgJQS8EbPEkgA6JB7gyTTUBlSw9tLa+MU8PRgS88msXlGeygFE5AGYdUau90g2DjdFHl9Icwttnj3m7+zLaiW0qQwzMntMvOMpXwUtKVHuAojtvlrvrXevLqRgLeDZFFskS6MzkyoUSSlQdQSlTzLayDo6A2s8SfMAGrafSCd+iVzxlGJpHtOJIiLSq4LXDHiulwPerKSR4w2feSpIJJVx3VTzHPoGV3Sx3tOLMxZlsiRI0xSpKnm53q7bbaCUEAIHFsAgb3s0ss1BX1xa/D5b4irpWCIpiKOYVLOQ3zONc4HVAOoOgDCxJ1kIvQrP7kIptDVruXrM32cTDubLyWpPhlwNrUlXEHiN7BI+G99q8V9FM4Ey3Q2kWx/2kZSUvM3BpbTCowCpAdWDpvw0kFW+2j2JrYifSveZkMusYS6W2bsm6oZevCnENENqb8FoeEA20AoaSB20fPfak451ofsCI8ZeOMzIgmXZ+YyuSpHrLE9pttxnaRtGg3sLG+58u1MSqrIcpH4/Pui9Optl0FKZc5anNyxAAzJ3FDl05jybTQHD6hdNo2EYliF8TcUypWQtzXH/CdQ6wA04lKC2pPmClWzvv8Auqg1d8/6i2/MLFjmN2jFW7JAxtEpDCEy1SFOB5aVEqUpIOwU9z8d+Q8qpFWZGfJ/E1v9beUc7i5pDVn1Fujyo0dnCE5tQD7z6gPG8fRdwC2Xq+zs+yMoFrxdIeSlY2lT+irkr8EJBVr5lPyIrpzHVxs+45Q4741sJIht+SVAHRJH7x+f4CtIYKy5YPRPuNxjrSpd3mOKX80pU+lgj8kE/wAa6EwKCzbsJsMSO2EJRbo5IHlyLYKj/EkmuJx+il4pPSagkoQr3fhLaZuLG7aPq9o+jfRy+D0UulkJAMyUJqlfE6yWbllDf7l51CEoSEISEpHYADQFRmUZJj+IWGZkeU3JiBa4LZckPvnSUp8tfiSToAdyTqq51o6sWPon04u/Ua/xnJTFsQjhEZcSl2S4taUJQjkdb2rZ+SQo6OtVpTopcLz6XEuJ1rzWI7bcPtMxSMcxzkotqkNdlTXlEAOrCipKSPdTogDYKiqJYZzpHdrWQWTrF4slyyrczqqm3Gw2Mjk1aXWuDvqoPeRJ5fUWrz8ID3E6KjyJCdXelDhdnmsWvrBiRadt97AbmKaHYukbQ52HmQFJVvuFJHxPbq+42qLcrRJsrraRHlMLjqTrY4qSQe38a5lQlE/0Sr3HlcnfZU4pjlX9TUlGtfwWr8zVLCUDC8VAkWRN+EaAggEjvcE8w8Udt8Ik7QbHVU+ovNp2IJ1bKojwykdxaOZaUpXo8fGcKiJDzcY3WNw8RbgbWhtBVyUXh4aAVa0na0KGx2SBs6qXqnZJYc7m5zY79Yr5Cbslujvpl218FJkPKB4kLCFHX1Bv+rxJAPIioKhwkFIf97RrYMJS56kzlhIYkOWBKWUA+4qbK+53jIxzCI+HW2HbrW4q4NwWi0kz1Fx7iogqCHTvgn48NcToD3e5rzyfI8ZsrsOZk8hNqS+v1QuyP6MJUvZQpLm9bCm/6uynkkninvVhTdWELS3NbciLUdDxgOJPLiNLG07JI0N77ga3sVFZxbLddLTFYucBiUhu629aUvNhYSr1ptOwD8eKlD9xNRLlpTLIlbt35eNGnrp06vQvEsxKyRmSWPWs4N0liX0+ceU7JH4DsQCM9MhuSAn11KQloI4ctqUrQKe+wtO09u5BHf7luLTM3xi4Y5crgi3tXGOWj6snxSgkHuVK1zG+J0EoPYjZ3us66XSWzc4EK32h+ekun1tbTiEiKjieKlciOXcj3R31s68t+PrzFsPixnFNRyUAxZCS0Bs8R4al6AJOtI3o67a2TSMHUmYXGn5x8YmSqY0mbRSwiYOsDZV3s40SSwIJSARow1pfQvpAelMK7tyL2q4SZ8gJWEt+G2hDfLgePI+8oK5bPwIH4nqqwWDE8U6OsdTb1i8bJJ91vSrWxHlyHm48VpCCpSiGlJUpaikgbVoA+Xz0da7hBeu81iK6x/rLbcviXf6ZTgHhubbPvJCUoZG/mr89kYT1TyjBIkm125Nvn2yW4l5233OImTHLyeyXQlX1Vj5gjehvehoRKAkhEnQHjrfjDqnE1TcWmVeLe/MQLlAOVRSGOQsCBdPLXURsO29B4fUC83O9WeFfcQsTZipahTLYuRKS683yPFJWnbHuqUHCreiBo1+GfRrixVW6HkfUJm3z7teJFjiNM21UlpyS2oJQfEDidIXsdyn3djsfhSo3WnOkXK6XG6SIF5F4cbflRrnBakR/FbTxacQ2RpBQnsnjoa0CCBXgOr2b/wD2OVzoylWK6rvMQ+qoTqUtYUokJAHHY+qAAB2ApOjqtAoN+3EjjE3r+zRTmXTqUskubpBdY+FKgB1XYCwNi9jFgi9DHJfTdWeMZIp95LL7qokaAX22i04pJbddQsqaUQnkCpsIAUnahvtKf8HJLs+Rj8HOGX79Z3rei9wfUFJRERKWhPJp3np4oLieQ0jyOjVMhdW8rt+OyMdiM2lv1mM9BXPFua9cEV0kuMeNrfBXJXnsjfYjtUg9166hvR2GvWre2+h2K7JmNQGkSZxjKSpgSHANrCOI0O2wO+6XLVPqNfzd3xFLqNmghPSSlPlD+97zFyOuGJOU3BSEggByIxM26dWjFc5YwS35d7Vlib6lNdTBLKI6y4Ep1tZ8TsdnWtEEbPnV2gejS3cr/kFrgZuubExqR6jOkw7SpxfrRccSltLZcTy0lAK1ctJUriOWuR1Pc8qvF3yp7MpjrZub8sTlrS2Aku8uW+PlrY8qmrX1Xym23i+3Zxu2XBOSylTblDnwkPxXnytS0ueGrsClS1FOvLeu4py0VGUZFXblr4RVpKvAxUrVUyD0ZUcoBVZLFvie5yk6nVuEXm3+jPcH035mblKRNss5yF6vAgmaSkNJcbecShYdQ2sLGiltw9lbHavtn6Fw8vdskdi+Rbat7FI14U1EhqdkyluSXm1abcfAWpIRtSkqSNBICN9zTrB1ozPHH5U2C1ZnJz8l2YzMetTCnob7gAWthQSOGwAOOika7AV+Lb1fyq3uwy9Fs9xYg25q1txp9vbfbLLTq3WyQRvmlbijyBB8t71UZRV9oRel1mzQyvIUxfMCTx6t81mDvlHO7sLfP6M4nb8DeffySYnIkZYiwtqXa30IVyQkhtTR/pEnirxCeBVscAk7CqynvRlc9eszDOXvsRrsqe0XrjZ1xXGVxmC9stFwq4KA1s8VDz4nyNOHXTqMXZsiRc4kl+bdWL2HXoLKlx5rPAIdaPH3dJbQjj3TxGtdzv3kdes5eeacjR7JBQy/JkNtQ7a2ygOSGCy8ogfWKkkklRJ38e2qAirHxcfp3cYeK3ZhbGZILDKLAgsFXJ/iEEqTY8LMXcxMo6AwpjFvyG154iRi0m0S7vJua7Ytt6OiMsIdQI/M81bUnj74338td2JdAI+ZybnNsWZOTMft6Y3GdHtC1SHHHkkhsx1LTxKdHkQsgbGirZ1VLL1ezWwxLTb4MmIqHZ48qG3GeiocafjyVhTzTyVDS0qKR59x8CKym+tuae0ZsyWzZpkOcyxHXa5NtaXBQ2wD4AQzrSfD2eJHfv3JpSiqYsr6ce7VvlEEuq2bKkKXJLWzDra5Nxz2SF7mKm+LdFbzXFJ+DZVcsTuTrTsi2veEXGjtDiSApKx+CklJ15jdVO8a5QTyI/1tHYfHzqbulzmXm4ybrcFoXJluqedKG0tp5E7OkpASkfgAAKg719eB30PW0d/4GrYcIGbWObeUqqUZAIQ5YG5AuwPNokqvmJ9OLNdsWGX5bmacft8m4m1QimAuWp6QEBaipKVJKG0hSdq94+92SaodXDDeqmVYPb3bXavZ8iIqQmay1OhNyRGlpGkyGuY91wDtvuPmDSThMKf4ev53xLha6NE965LoY8Tfc4CkkjuULtutGyT0Ww6+4dhrEC/tW3ILnCvLyVoiPPN3RcRSlglSlJ8FIQ2dHjs8htO6iX/RtvrHT8Ziq8amC0ovaoaohSwIykhehI593Qg8ijh8CASfOpI6xZ0iTZpq7gy6/YkT0RXHGEqUfXAoPlf7RPNXc+RNeUjqrlUrG2cbkItjgYjtw0T1wGlThFQQUMeORy8NOhoeehreu1VRLqkkMqz/AKn9Gjoplfs7OSorpzmygBnSHCEByAojNmC+RDFQJJMbGY9FuRLh2+ZGy6Sht+5RbdKMuyOxuBeHZxlLiwt1IUde8lvfmKpmddKrfjGPvZHYMvTfI1vu7ljuQVBVFVHlJSVDjtavEQoJV73bunyqbsnpJZbHvsedeoFrXBXcI1xuTcGA1HemvNK5eKtwDZWT5ny+QFVnqH1Zvueh23LjQoFpNxfuKY0SK2yXXlk6deKAPEc46Ty/D596JYqs4zm3y+0OxGbsyqiUqjQRMuA+Z3sxDrIA4vmOoDWMX+2dBsNyvHcKNizB+Ddr3ZptylqkQSplRYKuffxBwCVAN9geQ9/Q+rUZhPo+2/qAHVY1m8t9DrzrEKQuwvIjuKQ2k/0rqlhLe1EpAT4itAEpG9VVLJ1nziwWaBZIL0BTNrZlRojrsNCnmmJAIdaC/PiSonR+Oj8BXrinW3N8Otdrtdp9lL9iPOu26RKt7Tz8UOkl1Da1DaUqJJPx79iKQy6oA5Vd2nPl3QS67ZuZMlGfILZRmbMC4SgWZba5y7XOV9SYnI/QmBKx5E9jOAbw7ixytq2m2qCVR0rUhaC94mgfd7Hid99hIGz7ZJ6PS7Ha7LcIeW+0va0mHG8aNbHHof8AT6HJp5lThc4k64lCFK/qhR7VT43VfMYi2lsyo4LOPqxlG2EnUFS1KKf+1tR97zqTa689QIsaKzbXLVb3mJLEt6VDtrLT0xxnfhF8pTpYSCRrQ2Cd7pxRVPZQ8vtEKKnZxUopmSVBTC4zG/Fiu5PyDDjY2C8ejuq3TrIhrKX0QboJ7kh+faVRXYjUNoOuuFnxFKUC2dpBKVE9iBvdfvC+lXSq8O5E491Ek3KHBx2RdIrrVpdZcZU3oLW42peiUEjSEqUFhX1kkaqsS+uGbyLjAuMZNot5tkqTLjswrc00yFSEJQ+laANOJWE+9z2Ts9/LXz/Tbmyb0Lswi0MsJtrtoRbG7c2IKIbh5LaDOtaUoAk75HQG9dqTo6opYq/H7olFZs5Ln55cnqvoQo2ygFv4gsFZjcE6MRcCw3HpBZPVkX+75GxYrFCsNklSJMa2uvuOyJrJUgeEp47V7qitQUlPyQN6HtG9HqCxKej5Hn6ICRfoVjjOR7YqSJCpcYPsOAeIkp2lSdg+Wz37aNTgdZcxhSCp5u1z4q7fDtjsCbBQ9FdZip4xyps/1kd9KGj3PzNeEnq7nU10vzbm3IdN7j5AVrYTv1thBQ1rQACEoPEIGhoAfCgS6rTN+eHfEaq3Z4ssyCS5t1gPi4LFmyszEEKclxFzj+jk+vHrxdnstS5LtEudEciwLeqX4ao5IBf4L8RoL47TptYCSCSAe2ma2FG655zFVPkITZ1TZrkl1M5VsZMmKZG/GDTmtgK5EEHege2q1959zU8gTg/SnujKxibhUxMv2agpIBzO9+BuTzsLeLDpnoQPpx0KyrAow8a4QX1SGGiruQsJW2APxW2v+Jrf3TB65vYFZUXi2SYEuPFTGcYkNFtY8P3ASk9xsJB7/OuGuk3Uid0vzCPkUZC3oqgWJ0dJ/wBswSNgfDkCAofiPkTXfONZNZMvs0e/49PblwpKdocR5g/FKh5pUPiD3Fc/ikhUqYVN1VF/nvj270a4nTYlTISVtOlI6Mp7SQp0qHc5SfPURT+ovQvDOqeWY9k+ZLnTmcdK1N2lb24EhROwp1k9lEED8FABKgR2q/xYsWFHbiQozUdhpPFtppAShCfkAOwFYUyRdmnVojQXXklxooUgtgBGxzHvKB2Ry12+IrzjyL67JSl2A600ZJUpS1NEBngdJ91RO+Wj/wC9ZRUSADHqQSASRvj85jNuFuxS7zbTCflzWYbqo7DCSpxxzieISB3J38huudc5Yl9OvRfi47d0qZumRSkqcjvJ0tHJzxSCPNJCUI3vyJ1XSt5vNrx+2SLzeprUSFFR4jzzqtJSPL8ySAB5kkAVwh1v6qPdVMuVcGEOs2qAFR7eys9+G+7igOwUvQJ89AJGzqrWHUBqKxNQdEj9X8bCOQ9IO18vBdnJ2EpbpKg/NmKS/AAE95I5xrulKV2UfKcKVEfSqy/aVfoNPpVZftKv0GkzCLHqk/sHwMS5AIIIBB7EGtf9UcJy2945Ht/Ti9NWWUxJZdKVKKWihsgpCdAhHEpQQANe6B2q0/Sqy/aVfoNPpVZftKv0Go5qETklKovYdPrsMnpnyEFwXYh0nvGhjLs0ORb7VEiTZCZEpplCZD4Tx8Z0JAWvX4nZ/jWZUR9KrL9pV+g0+lVl+0q/QaeMqRlEVZsmqnTDNWguS+kRLfS3D2c8a6ixoK2Lq0wpgBpfBlRUCCsoA7q0SPPXfZG+9W2oj6VWX7Sr9Bp9KrL9pV+g01CUS3y2eJapWIVpSanMopASHcsBoO68S9KiPpVZftKv0Gn0qsv2lX6DT8wit6pP7B8DEvSoj6VWX7Sr9Bp9KrL9pV+g0ZhB6pP7B8DEvSoj6VWX7Sr9Bp9KrL9pV+g0ZhB6pP7B8DEvSoj6VWX7Sr9Bp9KrL9pV+g0ZhB6pP7B8DEvSoj6VWX7Sr9Bp9KrL9pV+g0ZhB6pP7B8DEvSoj6VWX7Sr9Bp9KrL9pV+g0ZhB6pP7B8DEvUdeNc4IUSAZaPIb79/OvH6VWX7Sr9BrDuWRWmQYvhvFQbkJWr3PIDffv/CkUoNEsilniYCUHw5RY6VEfSqy/aVfoNPpVZftKv0GlzCIvVJ/YPgYl6VEfSqy/aVfoNPpVZftKv0GjMIPVJ/YPgYl6VEfSqy/aVfoNPpVZftKv0GjMIPVJ/YPgYl6VEfSqy/aVfoNPpVZftKv0GjMIPVJ/YPgYl6VEfSqy/aVfoNPpVZftKv0GjMIPVJ/YPgYl6VEfSqy/aVfoNPpVZftKv0GjMIPVJ/YPgYl6VEfSqy/aVfoNPpVZftKv0GjMIPVJ/YPgYl6VEfSqy/aVfoNPpVZftKv0GjMIPVJ/YPgYl6s+D9SMx6dzlTcVvDkUOEF5hQ5sva/bQex8z38x8DVB+lVl+0q/QafSqy/aVfoNNUELGVVxE1Mmuo5on0+ZKxoQ4I+YjrWw+mi6GUt5PhKFvBPvOwJJSlSvwQsEpH/API16Xn00m/BKcewdXjFJAXNle6lXwPFA2ofhsfvrkb6VWX7Sr9Bp9KrL9pV+g1S9m0jvl8zHYjbvasS+j6U9+RL+OX942Nn/VfN+pUgOZPdiuOhfNqGyPDjtH8EfE6OtqJP41UKiPpVZftKv0Gn0qsv2lX6DV1ARLTlRYRyFV6/XTTPqcy1nUlyYl6VEjKrKToSVfoNKdmEVvVZ/YPhFApSlQR2cKUpRBClKUQQpSlEEKUpRBClKUQQr9sIQ482h1fBClAKVr6o33NfipfEX8Xi5LbpOaQJs6yNPpXNjQ3Q0882O/BKj9XZ0CfPW9EHRpCWDw9Cc6gkln3nT5x0x126c9LekmJxBj/RBzIrHc7M2uHnCb3K0qa6ghLikIUWwASCEEBKtitdXL0bDjGIJuuc9R7LY8omwU3C2Yqtpx2dJQsf0aFa14biyCAnSu/mR31P5N1s6RYx0YvnR/pBBzCdHyN9t597JXmFIggKClBhDQA2Skd+x2d7OgK+dV+tfRzqDkFt6xQbDk8TP25FvdmQXHWF2kiOUhRBILhJSgAeQ7Akb3vOl9OkAX1N/BtXaOxrfZc5aluhwlLJFkh3zMpISVlLJIfiXdjH5X6H1yhYzfZd56l4/DyjHbMu/XHHkocecixEt8z4rqNhLmu3EJUN60SDupO99JJ916U9G+k2HWO3ryrNDKyO4Si2EqLR34CnHSOSUIZWrkkb7p2ATreZ1K9I7o/frB1KXhtpy2PkHUuNA9eemqYLEdyOoAsthJ5hso5Akk72OwA1X7h+lbgTfULGssexy9pgow1eI3qOlxAUwglJD0QgjSvd7kkdjoa1SZqlTKI0v5fc+UTdHgklRlIWAFAJJBJsZly5FlZUh2AAzG1op2Zei4nG8Zx3KMf6nWXKI98vjVgULew5pMpRIUWlHfjISQQVAJ+Hbv22D6WnRCyOqvWZ9PL/AI/6ngkeBbbvYYTHhOwQ4SEuEgaWpa1HY8/PudaqIb9ILodYUdL8dxrHctdx/AL5JurhnOMGS+Vc1Nq2jSSfFUlZToDQI38awc66/dJlx79j3T+xZJ6lnuRM3rLrpc1M+tuspkF4x47aPdSlJUsp2e29bO9gBqCtJL27tH3/ACHnDVpwdFNNlpKRmCdCokKCC2V7kZ1MXswJ4RsfFMCtGMZdjDOY4di70Lp709kZVcfVLedz1uJ4tIkLc91TpUFrH4pVrz7UfAelEjMML6Z41kFksa19SMqk3R+Y22WrqYUdCy8Av6obKEqUkJAGyO2+5w7v6UWKZLe+sEi82G7tQuoFsjwLUY7qOcQRmShlKwrYCVK0pXHy2rXnusnGPSnwqwZlgchWN3NWPYrh68fWlsNpksTXv+MS2CSd7CUAAkHRV+4s6OeAS1/2J+p8osetYSqYlJWMjkabitKb206ND8s0VvLOgmH37Mc2/wBFee2WXZccx+bkyGYwedDUeOop9WUtZKi8QEkn6u1du3YUHqR0lndM7FidyvN6iuz8ptwuns1ttQdhsK14fiE/FXftrtxPnW/eiFr6fYTkeSdVI0yVH6T3LHptslIyGfFXcripegtlLDOlHkoaHujY/rGueep/UeV1W6iS8xyDxmYch5DLEVjj/qcFHutstA+6OKP4FRJPmTViQuYpeV3SPxu+MbE6ajk0vTFATNWSwBLAO+YP8JFk7jcjSLnkvo6RMM6bW/Mss6nWa33q8Wtu8WywmM8tyVHXooSl4Dj4hB+rrQJGyB3qZi+h7k71gfQ9mljZzZq1m9pxElSpZhhPL3lj3UuEeSNEbI2od9SuZ+kH0wi9Jmum+CR8xyAomwpsJeWuRnU2b1d1K/DjlpIUUqCS2QT9VR1ryMpmPpRdMFzMi6k4JjeRsdQsss/sZ92c+36la0FAQpyOEe8VlIGuXYEDtrkFMC6oj58BybuHnF002BJUcygwSlwCrgrMQbhSnCWAZN7ixaPZ6Ut3Lo10k6ZW2FCh5P1KvMm9SZz7QLzEVsKbYSSkciyptQc1v6wrX070frpDxm/5QjJYTrNoy0YdEbDKwqfNBTyUk+SEBKidne+JFbItnpS4FAzvpTmjeLXZpOE2Z2zXGGlxtTXBTJbStgeZI5FR5Eb7Dt3NYF/6/dKrXYsExXAbJk0m14flRv0lN5cZU5ckFfMlxSNDnsqA2k6Gu5oSqoSWA1v5n9hDZ8vCJyCozA6QEi5FglABZr3K1HmG3xPZ96OOBWXrXh+EdN8gsc24G4Qotxx+e4887tLZkPPSTsDwyhOuCNbBAHc7qGndBV9Ws3vmaXbJMUwGw3K/LsNlDMVaGbjMbIZCYzPY8VFBKlk/XJ7HvrL/ANP3RGwdcZXWvGrbmc6fcIlwektXNUcpRNeSlLKWePdDaB4g2So64gDsdxuCde+kqcEwu29TseyabfendzmXS1G3vtCPPdfkGQTIKxyTpevq+et77kU0esJAN3Zue9/0iws4RMmrQooCSpRABISwyhLkXFlLLBnIaK3jPow3aZfs0t+cZvZcVtmBPsxbvdHgt9oOvL4M+GkcSUqOu5KdbHbfYUvrH0qu3RvOZWE3e4xZ62mm5LEqNsIeZcG0K0e6TrzHfR+J862PevSMsmTYbc7PeLVMRcsqzZvJL+WkILKoLfEIhp7hTgTwSr3tDluqH186mRurnVG7Ztb48mNb5IZZhMSOPNllttKQk8e3mFH+NWJJnlf8TT/b94xq9GFopGpbrcMXLsSssRpYZBxcmNe0pSrcc9ClKUQQpSlEEKUpRBClKUQQpSlEEfUfWH76UT9YfvpSGGKjafBH7CfypwR+wn8q+0qywjiHMfOCP2E/lTgj9hP5V9qGyvK7ViFqVc7mtSiTwYYbG3JDh+qhA+JJ/KmqUlAKlaRNT086rmpkSElSlFgBqY+ZXlNjw21Ku15XxRvg02hILjy/glA+J/urJsd6s+R2pm82mQ29FeTsKA0Un4pUPgR8QaqeLYpc7tdU5/nyU+0eJ9Qt+wWbc0fI/i4QNk/Dfz8qlldhamwbjknTa6SHrNKkFm+2+ArRd4EeIpnYICteevMH4jtVNU+YgdJltw39/wBxu8o6ymwTDqlQoRNImgjNM1lOfg77dVbspTiwZUbAsXUXEciv0rHrZMSuTG3wUQAh/X1i2f62j/iNjvVp4I/YT+VUT6K4ZnOHW44qtMJuEkKtkqN2ciuD4H4k7+sCdnz8+9ZOG5nNfnLw/MWkRMhip2OP+zmtjydbPx3o7Hw/MB8ucpJAmtfQjTu+3GKOIYXImIXNw4KBlWXLX76QLZ7M4PxBuoeIYxcuCP2E/lTgj9hP5V9pVthHNuY+cEfsJ/KnBH7Cfyr7ShhA5j5wR+wn8qcEfsJ/KvtKGEDmPnBH7CfypwR+wn8q+0oYQOY+cEfsJ/KnBH7Cfyr7ShhA5j5wR+wn8qcEfsJ/KvtKGEDmPnBH7CfyqOu6E84BCUj/AFtG+3w0akqjrwviqCP2paPhv50ihaJqf+YPn9IkOCNa4jX7qcEfsJ/KvtKVhELmPnBH7CfypwR+wn8q+0oYQOY+cEfsJ/KnBH7Cfyr7ShhA5j5wR+wn8qcEfsJ/KvtKGEDmPnBH7CfypwR+wn8q+0oYQOY+cEfsJ/KnBH7Cfyr7ShhA5j5wR+wn8qcEfsJ/KvtKGEDmPnBH7CfypwR+wn8q+0oYQOY+cEfsJ/KnBH7CfyryfltR0Bx1LiWyopDhQQgkeY5Htv8AjSO+qYsJYego3/zsxGz+4I5f26rnsS2qwXCHFXUJSRudz4Jc+UaMnCq6cApMssd5sPNo9eCP2E/lTgj9hP5VKM2RRTt6WFE+XBGh/ea9RZWAO7qyf4VyKvS9sulWULWeeQ/rfyif2HVjh4xDcEfsJ/KnBH7CfyqWdtUVltTr0otoSNqUogAD95r8ot8Jxhbzbj5ASVJUUgA9u3n3q3I9KWzFQpKETi5IA6itT8oYrBqxIzZbd4iL4I/YT+VK+0r0RhGU5hSlesaLJmvoixGHHnnVBKG20lSlE/AAedOSkqOVIcwqUlZCUhyY8qonUHE7pIuluzrH0pl3GyAkQX/ebfb7khAPZLnyI+OvkK6YtXooddLvBROZxRiIHNFLU6ahlzWt7Ke5T+46PzAqp9Q+j3U7pVG9pZviMmLawUJVco60yYjalEABxbZJb7kDksJSSQN7NRTJcuf/AAswJ4BQJccgXeOzoNndo8JIxCXSKKWLgh3SQygUvmYjk41DRqWHc7H1RxGVGjyZDDcttUaU2hfhvxl+RSr5EH59iPPYJFV/Cr7Jw2U30wyNqKxKYbPsmUhPhsTW99gdfVc2e/zO/MkFWflWI3aBdDnGABtF2IAlw1HTM9v5HyAWO2jusOD0oavsCXcc/kKmX25oHJ5pRAgAd0oY/Z4/E/Hv57O6KxOKwyeuN+4j7/TuiaQrCk0kxM2d/wANMIIRrNlzNH3ApSNVGy0sAAv3ZPBMRXhcW6Xm+3COJlydVLmBj+jiMAbPuJPkNeaj3/8AeBDD3V3I4V5YaVDxuxSCuNLCS3JnOg9yhX1kNdh8if3/AFfkfDuoOSvIxfObihWP21QK32CUu3bXdAc7kpA7FQ+JHxPvDZ0aNHhx24kRlDLLKQhttCQlKUgaAAHkKdLldKkIZkDcdSfs/j3RDX4j7OnLqxNTNqpgYKT7iEEMG06xTYD4Br1/d9K9YsdcuSzFaKQt5xLaSpWkgk6Gz8BXlXrFdbYktPvR0vttrSpbSiQHAD3SSO435dqvnS0cYhnGbSNo9QeiMLAoFxRJzJC7xavA8WG/AcYbl+LrtEdJIeKeQ5DQPYnuBVNn9N89ti4Tc7Ero0u4PCPGQY6ipx4jYbAHcLI78T3131W2J3X3D7fjk62YxEyqUJaorkW0XyU3KttsU0425/QKJU7xHhlITsAhRJHwqT/4Q2OzsrtMnH4C4YmZE1d7gLnHiRYzRCVJ14rDZcWraz/TL7hI7g7JGambVJF0v3/t+/fHe1WG7OVE3+FPye6GS5F1KDuokqtl0y6uUi4jWmN9Esuut7VZL/Bl2Jx2PLVDdkRVKbkyI7RdUwlQ7cuCVnzOuOvOpq0+jnfrkxhMl26JYay5mS+8rwCoW9DbXjNlwg9/EbIUPKrZk+Z4b0yt+FxMQuZnKsmTSLwplu7sz3FRlJSlQW4z/Ro56WkNgk8feV3Uaw7x6SVplwM7tttskxmNeWGI2ONLSgC3N+qmK/z4q7ba+rrlo0nS1UzrIFj92/f5RKMN2doSZNYp1pI+Im2VK2cAD4VS9BdYLWcUmH0Wu92tdxvFqkyFRrdY2r1uTBWyX0uLICGwT7w17wX5Hv8AKqhj2H5PlZeGO2WTOEfiHVNp91BV9UFR0ASQdDez8K2bD6y4i5DctN2tV49TkYNFxd1cfwvETJZc580hR0Wz8z3/AAqvdKc5wzDo08ZJZ35Ex2XEkRZLcGPM4NtqUXG+D6glClbTpwAqTo686nSueEKJF7NGNOo8HmVElEuZlQQrOQdCHIZwWewG48RrELA6VdSLoVpgYTeHS268woCKoada/wBo33/rp+KfP8Klum/RTMOoV5t8JMCVbrfPedZ9ouxyW0KbB5dtgkBQ4kjsCQD3q9X70hcduN+sFzgW68NR7XmD+RyEKDaS4w4tB8MAL0VgBY79u/n3NZOOekBgUa94zlN+suQJuWLGbHjswSyI8hh5xakrXyUClYS4QoDYURvffVRqnVRTZN/9+fdF+nwvZ1NSkTKgqSCHcsFB0PcJcMCq2paxEc90pStCOGhUbeeXOAU+fraP/epKo68KUlcEp+1o/uNIrSJqf+YPn9IkaUpSxDEljcBi6ZFa7ZK5eDLmssOcTo8VLAOj8Do1YeoGFx7R1Yu+BY2k+EzdjboYkPJHmsJTzWrQA2e6joDzNVmyXL2PeYF38HxvUpLUjw+XHnwUFa3o63rz0a2neus3T255h9PmOjy0XtVzbuTi5N+U+w4oOBS0lrwEjuAQO/Y6OjrVV5hmpmOgOG5a+MbdBLoJ1GqXUzAhedJchRJQxzAFKVb2sWiPX6PWYLdtItl6x+5MXe7GyNyostxTTcwIUvgoqbBIKUK0pIUO3n5bI9H3K/CckSslxSI0061DW49dAECcve4fIJI8dIAKk70OSe/erO56TyS7aFIxK4votWRpyEevX9UhSiGnmywglkBtv+lBGhocT2O9iO6Y5jjD2KXDHsulWcsi/ovUWPcFvtKadKQlbwdaSrxU8UgFohJOgQe5FVs9WlOZQ+hMdCmj2bnThJkLzEvclSUhkhndL3L6OfkXEaj0cc6Tdbra7hcrBbkWqW1AXLlzVIYekuNJcDTZ4bUQlaSdgAfOoz/Qll0eyXS/3eZZ7VEs8yXb5JmzA2oymEpUWUDXvrWFe4BvfFW9dt7Eyf0mICsnyaNAt12m2KddW58F63Xh20yApEdDKgpSEqKm1cAoIIBHn59hrHLup0nLcbVYJNucbWq+yr2X1zXHyfGbQgNHxNrVxCPrqWSd+VOlKq1kZgwt9IgxCRs1TBYp1lahnYObnMyb5WZrgg3GrFok8H6YW/M+nN1yD2xb7VPg3mNEEq5TQxFSwtlxRB7ElRWEAaG/P4bInn+gU+14RfWrlb3Xcvg5JCs0JDEgFh9D6UlBTsAEK5ggnWt9wCCKqeG9QscseH3DCsowly+wp9xZuPJu6KhrbW02tAAIbV58z3Pw2Nb0Rcrp6UV8uCp0lnG2I8p6+wbxDWJRUiM3FSlKGFJ4AubCfeXtO9nQHbQsVOc5NH+3PveHUStnTSINUWmZGLBRLnO5Iy5XHUykE73ZorF66DZrbWmXbVKs+Q87ki0PJs80PmLLWdIbd2E8dnY5fVBHcjtuTt/QqTbMzx605DfrFc4M6/s2W4N2m4+I/GcUoBSFpKQUnXLuAQCO9e3/AAgk2JpxHTvDUWFU28tXq4mTcFTRIcbVyS2kFCPDbKiSRsny0R8cSV1gxFvK7fl1h6XogzmL+m/TXnbsp92QsL5lltRaAaQSSfJR3r5UE1RDNx4ed/Bob0ezctQWhbkFLg58rPfL1HVZswVl35XjAidC8xuF7s1gact8W438PPxYEl5aZDMVAUfHeSEHghQT7uzyV5hOtmq5muETsIlRI8y62u4JmMl5tyC+pYTpRSUrSpKVoUCPJSR51d3OvKbxLsN7zDFXrxfbG8//APajd3ciPvR3CpSGyppIUlbalbQsHsNjiQag+qnVM9S/Yrfsh+KLNFXHEiXN9clyeS+XJ17gjloaA2N9u5JNPlGozgLFt+nP9opV0rAvVJiqVZ6RxlBzOQyXB6uUEHNoSCwZt9BpSlXI5eOqfRenKa6U3FnloN3yQB+4ssH+8mpDN37fJjum5x2H2UAqUHkBYA+PY1qzCepEfpT0Av2XybeqaiNeuAZDyWEcnUxmkqddV7rTQUoFbiuyEhSjvVVVfXJfUbA7vfEWFEZyyLme048a5IlRn0xUBavV5aE8XW1khHMJ7KSsEe6a+ZNs1VC6meqWlwJikjvzEAflo+gKNc1eC0y0h+ogfMgNGS7jWOz1PXyRjtuZZeJTGZTFQkcR/XOh5mqzLt9rDpTDjFlAP/JuLSPyBrV2V+mJb5fTfH8wg4csSbvKdiPWkT9GIhpQClhzwveSAtn+qP8AaAfjWC16QDqswfxtzFYRYZv6rBzbvba5qlhYSHhELYUW++yQrsArz1XnKtnMaKlTFIIAzC6kj3Cyvi46NrueM+owmvYsiwd7gXBY79x4fKNoxYMY3Z5C0KcSyyy62lxalhCypwFQCidH3R3/AAqTlf8AFnv/AKav7qw4v/4xK/8A2zH/AJ3azJXaM8f/AJav7qpUCicSp3v1kfURzNWTlU/D9IrdKUr7ujzWFdveiF0etVjxZnqNdoaHrtdAr1RTgB9WZBIPH5KUQdnzAGh5nfENf096PT4Ny6YY1Kt2vB9ntIGhrakjio/xIJ/jWXi09cmTlQWzWPdw+ceqeiegp6rFJk+cAVS0ukHiSz/L9YxetXVux9Fen8/N7xHcmutAMW+3MH+muExfZphsee1K8yAdDZ0daqaxW33qVhcGHn7UaVdZsQG7MBIWwHXBt1lIOwptJUUD5gDfnXNfpq9Oeol3hK6jw8zslutmMKYkWqO5DeflplhSChTQCgjxS6Bx2Fb0nt2raHos4b1exjp0i59cM4ud+ym+FEt6NKKeFrb4+7HSEge/3JWfnpIHu7NOdRU0vC5dTLmAzCo5hd33AbmAuS+pA3CPoWTMUvOlQZjbiRuPAb976PHIHpG9JYnRjqguyWSMpnHL/HXdbMjZKWOKwmTGST/VbUtpSR8EvJA+rWta6h/+IC/DfyTpzCbU2qZFj3eQ5pQ5tsr9VSAR5gLUnt8/CPyrl6tynmKnU8uav3lC/wAiQ/zAfvMfMnpLoqei2gmerhs4SogblHXxbMeZhVww7pldswtki+m82ay2tiSmEJt2kqZadkqHIMo4pUoq49/LQHmRVPq74X1KbxmxyMWvmKwMhtDs5F0ZjyXXGlMTEJ4hxK2yCUlOgpJ2CANa77JucJ/h6xyOGJpFVDVpZDHiztZ2BLdweNn9P/Rpsl2sjf00yNmBeZGRGyGKiXxMctFRcb14Sg48pKCpICkp4qCirfu1rDKem14ayi4RcQsNznWRNw9RhTkIW8w4ouBpI8fw0IJ5nj5D3u1TsD0g8oiymJ8q1QZUlrJ15QpaitIW+ppTZb0D2QArt8ewqox+o+ZwZiX4GQ3CPGbne0G4KZThipdD3jD+i3xOl6Pl59/Oq0tFSFFSj9o6DEKnZ+ZTS5NOggg3UB1iGDO9tSp25bmi94x0GbXn1oxfJMqsk1iXKlQZzVnuIMqFIajuOFC0uIBGlI0VJCkdiN+VQEnote4r9o55TjCrfeYj8ti5ieoREhlZQ4gqKApSwsceKEqJPlsbIlB159UySHlFm6e2G3zUTZFznOILi3Jcp5pbazzUSptv+kKg2nty77NeOI9drnitrsVlOPRZUWy2+fbgtMl1h9bcp8PKUh1BCmlhQCQpP9UqHxpP+KBzeVuf7RKf6tqHQkt1icwzGzygAXAJDdITZwdLERnH0fchgRr3DuYhOTYzVpfgy25y0MKamyQyhfhlgrWNkgglsp0TpXka5nPR+/4HaV3qberHco7F1dssoW6St1UWW2CS24FITrYBI1v8dHtVmuHpJ5DcVOrcxy3pL0S1wz/TvLPGDKMhtXJalKUVE8VFRJPnvZqqZN1RuWTWS9WORbIzLd6yV/JnFoUoqbedSUlsb/qjfme9LL9Zfr6f7RBiH9XehKaUqKspbUXzKI3B7ZQ53RkSOi+UQ8Dj9QZtxtEaFMjmVGjuyFpfeb5cfdPDwyr48OfPQPu1nu9CshtakO3S6Wh8w5MNq82+HLK5ttQ+4lCS6ko4g7WB7qlaJG/jX4sfWydYMCmYXAxuGhyZCct7kr1l/wANTLh2paoxV4Re7AB3QOgOxOyci59eLhPYlSGcWtsS8Xh2I7fLk046VXD1dxLiAGyri1yUhJXx+sR8B2oJqnYCz8tP9n5vCJRs8JYUVHNkDjre8yn3XObLayQnMxKmj833oddk5wxjtgnQxEvWSXWxWoynl+Ij1N4IKnilGhsKT3SDvv2FTzHo+Q48TGpLuTW65yrzHua5EFiYtgoXGS+eTaywraUFnivaQeZ4jseYwbX6Rc6DcBeJmE2ifPi3+bf7c8666n1NctfJ9sBKtLB7aJ8tA9yBrBt/Xm4wo1sS5i1uelWhy5iLJ8V1KgxODxdaUnfE6W+VBWgfcA+e2EVZAHDuvr+0XJa9mkTCs3zEHRXVDy3szOWmNqGKQeUb/oUys46q+JuFmVLRbBel2dMom4IgHuHyjjw48SFa58tEHXepO9+jtmllbnBN5x24S7a9DZlQ4k1RfaElSUsuKC0JASVKA7kEfLXevBPW+e3YXIrOL2xq/PWYY87e0rcDqreEhIR4fLh4nFKU+JrfEAa7br8XTrfd7pc8ruj1gtxVljUFmQ0sqW22Iym1J0CfeCvDAIPwJp71T7m/cfo8VCnZxMvVRURzt1V8vezBAOqWNnu0T1F6V3zpm+zGvd0tUl51a21tRHXPEaUnX1kOIQrR32WkFJ0dGtd3gjnB3v8A42jy/ca2p1D6wzc8x+34ymxs2+FCkqmncx6WsvKRxIQt5SlNta8m0nX79DWq7xrlB2Tv1tGh8/Op5ZmGX/E1jJr00Sa8jDy8tra8Li7E33kDuiRpSlTRjwq8Y10fyvLbbYbrZHbe8zf7quztjxlBUV5KeZU8OPuo4BS9p5Hik9t6Bo9bI6Y9a7t0zxzIMfiWtuaLwgqhvLd4m3SvCcb9YbHE7VxWPl9Qd/Oop5mBLytY1MIGHqqcuJEiW2o1BF/NsvJ33R+7j0hU2zjjTd5slu9pQZkuRcJ121FUliQpoqALSVJ3xACE+IpXn27gVnPMCu3T65w7ddZkCYm4wWrlEkwXFLZfjuFQStJWlKh3QoaKQe3yINXLF+uaLDFssKTjbi02ewzLI3KizQ1JbL7/AIvrDKy2oNuJG0eR7KPz1Vc6o9RT1JudpuBtr8MWm0tWpPrE5Ut14IccX4i3FJSSo+J37fD+AglGoExlDq3/AGjUxBOCqo1TKZf8XqMGI+FIUNANXvqTvMXPqp0AGLz75JxO+wJEKyxI0x63yJnK4JZcCAXSlLYRwC16+sCB318agx0GyR+0ru1sybGLn6u9DZmMQZy3nIZkqCWy4oN+GQCoBXBaiPkdGva99cHb1kuVZE5jTbf0nszdnUz60VBgJLR574jlvwvq6H1vPtVnunpPInR7iyxicxAuS7e56u5dyqJC9VWlQRGZ8PTaFce/cnv56AFRJ9bQlIZzZ9OT/rGpMTsvUVE6bmKE9bKAFcV5SLW+BwXYE6aiuXD0dsotV3n2i4ZbiTHshlT9zkqnueDBTySlHikN7CnCoBCQCfmE1idW+mtmwSfiFttdzSo3uwwp8yU6+HI4fdJC1oUlIPhdtjsTr51kjrXEn5NmlxyHERMs2cJR67b25qm1srbWlba0O8e5SpO+6e/9hguqPUWP1FlWVUPHk2aJYrSzZ40dMov/ANC0VcCVKSDvRA/HW/jUkv1grHSafLh94o1qsCTRzTR++T1QcxLBZ0OUAAoY6u5IZgIvmd+j1DgX2PZcPvsH1a32Zm5Xy63CcfVo3iAFKlcWQUJUSeCRzUR3OtGqzH9H/MZM+4RGrrYPV7fbWLx6+ZqhFfhOuFAfbXw+qkhZVyCSAhXYnQMg517TcLxeHLziaJFlyCzw7RcIKJhQ4fVkBLbzbvH3VA7Oikj3tfI1jXbrh65brxYrbirUK1zbBGx6CyJalqisMvF7mpRT/SKUpS9/VHcfLuxHraQE93D57+/k0Wqk7NTpipySwdTJGYaBWUe6wSQElyc2Ylw14zLz0K8LErJkdrvUFuGYk567XiVIX7PK2ZbjLQYKW+avECNpTxKjvehWoSNEjYOviK2vY+vku2YjasCuOOIuOPw7ZMt02C5KKETC88XUvAhJLa21a4kb8vhutUK48jwBCd9gTs6qxT9KMwmcbdzmMPGlYYsSl4dYlIzi9lBKXZ7M731JzE2yx8pSlWIw42TYMQT1F6NXTD1XP1BQvMae06pkPNlxhxl5CXGyQFtqU0ApOxtJI2KrePdO2sY6d5q3Ou8Z6VmkuW4tyJEEeO14jYZ0wzyVwRtJVrkfnup7AMih2XEr0y9PaZkOL2yhSwFk8NbAPno6r5k85n1O3Whh5CxHZSpYQrkArWv7918lbe4hU0uL1NOgsnpFKFt7u7tHsOG4nMThUiXLV7qRw10H0jnGR6MdpeiSo4ySQFyLZAt6CWQpDS2AyHHkpJ7KcEZoHRGgD51KudEFruc553IIwhz8g+kCwi2pEtLnipcDSZBUSlG0DyTvz7962qpWuwrzJrkztHikwdea/eBy0tyETe2a5djMf5Dly5CPOESbvLJ+zMf+Z2s2YQIr2zr3FD+yo+GtLdzmOLUAlMZgkn/tO1jTZy5atDaWx5D5/vrY2M2Yq9pMZlpkBpcsoUtW4AMW7yzAfPQGOYxaqRSSyVakMB8oxaUpX2THn8K6X9Fz0iLfhLH0DzSQWrW44VRJR2Qwo+aVf9WuW/bVp+8Gf1U9tWn7wZ/VVeokS6lGRcbmB4rXbP1ia2kBzCxBBYjeDH9VJtpxzOZllvqrmxcYFrdM2Ky04lbDknWkPK1vkUAq4jyCjvzCdY/UDqrg/TS1LumUXthpWj4MVtQXIfUPghA7n950BsbIr+YkDPZdqSUWzK5MQK7EMS1I3+RrElZNEnPKkTbyH3VnaluOlSifmSaz5WESsw6ZZKRuFvO/0j1Sd6WpvQESKMiYd5LpfizAnxi59VOol26q5zPzS7tJYL4SxEjJUVJjRUE+G2CfM9yVEAbUpR0PKqnWF7atP3gz+qntq0/eDP6q2CpJ0sOHADQR4/iFTWYpUrrKp1LWXJb8sNByjNpWF7atP3gz+qntq0/eDP6qRxFPoZnZPhGbSsL21afvBn9VPbVp+8Gf1UOIOhmdk+EZtKwvbVp+8Gf1U9tWn7wZ/VQ4g6GZ2T4Rm0rC9tWn7wZ/VT21afvBn9VDiDoZnZPhGbSsL21afvBn9VPbVp+8Gf1UOIOhmdk+EZtKwvbVp+8Gf1U9tWn7wZ/VQ4g6GZ2T4Rm0rC9tWn7wZ/VT21afvBn9VDiDoZnZPhGbUbeiAuBvy9bRv8jqvX21afvBn9VYN0ulseXCCZbawmSlRKVD3QAe/wC6kUQ0TU8qYJgOU793KJulYXtq0/eDP6qe2rT94M/qpXEQ9DM7J8IzaVhe2rT94M/qp7atP3gz+qhxB0MzsnwjNpWF7atP3gz+qntq0/eDP6qHEHQzOyfCM2lYXtq0/eDP6qe2rT94M/qocQdDM7J8IzaVhe2rT94M/qp7atP3gz+qhxB0MzsnwjNpWF7atP3gz+qntq0/eDP6qHEHQzOyfCM2lYXtq0/eDP6qe2rT94M/qocQdDM7J8IzaVhe2rT94M/qp7atP3gz+qhxB0MzsnwjNoUgjRAIrC9tWn7wZ/VT21afvBn9VRzZUqenLNAUOBYw5KJyC6QR4xmguIILbzqdeQCzr8vKv36xMA92Urf/AFkpP/tUf7atP3gz+qntq0/eDP6q56q2P2frP51JL+SQD4houy63EJXuqV83P1jKPrLr63pDyCFpQnghBSDxKiCdk7+sa/dYXtq0/eDP6qe2rT94M/qrRwjBsPwKR6th8sIQ7tcueZJJPC50iGqm1VYvPPcnu+0ZtKwvbVp+8Gf1UrUcRW6GZ2T4RrelKVBHbQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQrZXQzo+OrV+uIut7RZccx6Cu53q5KTyLEdHmEJ+Kjo6+A0T8gda1vH0a+p+FYlb836fdQpsi22bObUbeq5x45eVDc0tIUUjuU6cJ7fECop5WJZKNY0sJl082sQmqIyX1LAliwJ3AlgTGfeelHQ/MulOWdQOi12y9uXhC4puES/+AoSY7yilDiC0hPFW0rJGzoII0Ng1CSfRM6vRMFdzp+NaAhi3e13LWLgg3BMLW/HLQ7cQnv9bf4b7VZrrmnRrp104l9GemuUScgdy65RFZLk8i3rjMJiNO8kobZJUvSdk/E919+4AtOUekL05mZH1cya0XNfiXHF4uI4g0qKsH1LwwJAPbSUlYKhy71TC56bIBIfeLtYff5R0K6XCpt6gpSsJYhCgE5mWpxqCwCU2LFRiqHpJjbPS7o9b4+NszMt6hXpx99frCkrdhJd4IbSv6rQKVo5HW99/hXnN9GnKOq2eZZL6bY3Z8Ux+z3hdjQzcbuOHrrQShbLatFS1FeyDrieWgTV5tHW7o/Dznphny8rkhrCsEdtqbSYLgSzdkNFsEkAhQdDy+6R28FJJ76FexHrJ03iY10ixq8X+S03bMrlZblL3gOLWzIbcK4zY7f0iXCfe1simhc8XAL348SfIAD5xMafC1tLmqTl6uhSCWShIJUxIdS1KPJLnSNV4z6PXU/J8svWItWmPb3sbeLF4mXCUhiHCVy0At4nR5H6oTyJHcDWyKz1A6f5L0zy+dhGVRW2rnAUkLSy4HELStIUhSSPMKSoEeR79wD2rqbCPSE6VZLauoFkzG72qyS7/lT99izLzYFXiK9HISlptTAKdqQE7TyOh27dq01i6731z9KC1Kul4dvzt0v7ZXNRHDHiw2FcvEDRJDaQw1vhs6A1s1NLnTcyjMDAD8/WMyrw2gEmUijWVzJi2FwbOQxSLg+6x0LnlH3LfRM6v4Zh8nMrrDtTzVvYRLuEGJcEPTITChsOuNp7cfmUlWhs+QJEer0a+pLHT1jqPcDZoUKbHal2+E9cUGdOacKQ2pllHIqKioaSSFfhW7esXV7pLjt86n3vEsyk5Pk/UCMceUluEtmFaYHENPDkpR8ZZSjYUnQ2QQAN7p2c9dcFf9IvB8rtJfuGHYPFt8BlQZ4l1DaNuOpaUBxIUvWvj4YI8xTJc6oWBbnpyFvGLVZh2D08xSQveEtnBZ1EZiQLskZiBoSATuij5R6L/VrEcSGXXW229SGnmGJsCPOQ7MgLfWEMh9tP1StSkpABJBOiBXln3o3dROm9liXTI5FiMuTIZiKtES5IfuDDzo2hC2U+ZPb6pV5j4d6291m6rYHkt1h2rDuslqtuP5NeUXG9qtWHriyI3hqLjLkp0r5zFpc1odhsA9tVm5x1y6Kxc16cZZMuUbPMkx+7pk3nIodjNtD8MIKUBbalEuOtqKFpP/yyBx3SJn1BYkavuP5x8ofOwrCAZiUzGAygErQQ5NyAlybEHQCygSLRpXM/Rn6p4HhSs5v8O2iLGcbanxGJ7bsu3qcUEth9sH3SokDQJI33A71IZr6JnV/AsPmZje4locataG3LnBiXFD8uAhZ0lbqE9tdx3SpXbv5Akba6i9aunczN8fRZOpNmew+7ZE1esiiWzE1QntMupdaMp5RUqUoqGidDy3+AgMg9IXDn7H1du8Sa/LvWd5JDZiw1NqCfZEZxKitSyNcXUBbZb8wDQmdUlreR4j9/KEn4bg0ozEhZsCB10m4SouGdwTkDWuVcLazf9G3qRb+n7nUS+eyLPEEcS2IFwnoZnyWCQErbYPc8ifdBIUr4A7G/TIPRg6sYxgsrPLvbre2zb0NvT7cic2ufCYcG0OvMj6iTsdt8hvukaOtm9X+oPRTJ+pWMekBZs+lTpcK42h2Ria7OtLrTEZxKnR46l+H5JOk6OyfOv36SnWfEb5jtzHS3qFZ3W8vnIdu9sgYsqDLWwAtY9amqWS8Uq4J4gAHZ8gCC5M6eopDa62NuX7xHOw3CpSJys75B1WWglTgstu9nSLga3aOV6UpV+ORhSlKIIUpSiCFKUoghSlKIIUpSiCFKUogj6j6w/fSiPrD99KQwxUbI9j2n7tjfyxT2Pafu2N/LFZlKssI4zppnaPjGH7HtP3bG/linse0/dsb+WKzKictuyrHjdxubTiUvMsKDOyBt1Xutjv8AErKQPxIpFEJBJiSSZ0+YmUhRdRAFzqbRkItdlcKg3BiKKFFKuKEnR+R+RqFev/T6PePYL0q3JneKhgt+H2S6obS2Va4hZAJCSdn5V+Lf0vweHBgRn8agPyIKED1pbKQ+tYHdS3EgKUVHZPfuSau2I5tkGG+jXe/RigYRZXIN0ur0pjIky1NyG2XpIfLjrRQouSW9BCF8wOKG96496U+bUSwnIgF+cdVg1BgtcqaKytVLyg5XSzndfMp//iwJ3G0RHse0/dsb+WKex7T92xv5YrMpV5hHI9NM7R8Yw/Y9p+7Y38sU9j2n7tjfyxWZShhB00ztHxjD9j2n7tjfyxT2Pafu2N/LFZlKGEHTTO0fGMP2Pafu2N/LFPY9p+7Y38sVmUoYQdNM7R8Yw/Y9p+7Y38sU9j2n7tjfyxWZShhB00ztHxjD9j2n7tjfyxT2Pafu2N/LFZlKGEHTTO0fGMP2Pafu2N/LFPY9p+7Y38sVmUoYQdNM7R8Yw/Y9p+7Y38sV4r5WG4W242M+oS0SQlL8c+E4AUqCgFJ0RsEg/gTUlUdeQSqCAQD62g/lumqAaJ6afME0EKPjHsq0WtSipVvjkk7JLY7189j2n7tjfyxWZSnMIg6aZ2j4xh+x7T92xv5Yp7HtP3bG/lisylDCDppnaPjGH7HtP3bG/linse0/dsb+WKzKUMIOmmdo+MYfse0/dsb+WKex7T92xv5YrMpQwg6aZ2j4xh+x7T92xv5Yp7HtP3bG/lisylDCDppnaPjGH7HtP3bG/linse0/dsb+WKzKUMIOmmdo+MYfse0/dsb+WKex7T92xv5YrMpQwg6aZ2j4xh+x7T92xv5Yp7HtP3bG/lisylDCDppnaPjGH7HtP3bG/linse0/dsb+WKsOLxY8y+xY0ppLjS1EKSfI+6a2R9FMd+6WPyNWJNKZycwIi5TU8+pSVJX5mNLex7T92xv5Yp7HtP3bG/lit0/RTHfulj8jT6KY791MfkaVVKU6kRP6jU9vzMaW9j2n7tjfyxT2Pafu2N/LFbp+imO/dLH5VDZfYLNAsL8mJb2mnUqQAtI7jahUCkZYjmUtRLSVFenMxq/2Pavu6N/LFKzKU1hGf0sztHxhXy747mA6c3bqPb7naILDNxGP49a3YT8+45NelpQW4cZhlSC2Dz1zJWexPAAbP2tjehnjEad6WcOVfbk/IgW/GrpeLHb33+TMe6rchx5DzSD5KVH4A6/ZUR5ms/E5k2VIzyi17x23o8ocOxLGRS4kjOFJVlBdswY3Yj4Qr5xdujfoM9SL9a2sl9ILNWMX8UJcRj+OBtbjKd71JmPBaSojYKWkADseZ8ht8/8Aw9/RWusBEbJMPu2SgKLiXrnkk908j8QlDyUD/wDikCr56SnTPKOqnTwY/iU9pmYxNblqYdcKESkJStJaKvId1BQ322kb15iW6EYLf+nHTK14pk1wblT4xcWvw1lSGQtZUG0kjuEg6/fvXbVcMvFK6fiBpZktXR5XzvZ391vzuj6potj9n8KwhOIUSpaZ+fL0YR1wlnzZtW3cL6u4jSt5/wDh8dGmYzsDp9luUYlIWNxmE3L2hHa0khIDMrmrhs7KUrTvXmPOuVsl6DdeOm3VWxdNepOSYjarFkrj0GxZv7MlPQZ9x0DGhPtJdT6m86OeipSkkpIRz0d9eZr6PHUm/wDpExOpFuv8dmzCXGmesF9QejIaCAplKNd+XFWte77x38jdfTCsGP5F6MHUuFkgQI8bHJs5hwrCFNS2GlOx1oV/VWHkN6I771qn4Zi9fNXNRMQqWEKZJJfMOI4fl9YrbSbB7M5aeoT0c9cxAUtk5ShR1Sog3I5tpozR/PWRCu9nut1xrI48Vi8WG4P2y4Nxn/GaDzStEoWQklKhxUNgHShsA18qKxiPe27S3Nym5yrlf7ko3C8TJS0rdfmu+88olIA1yJA12CUpA7AVK16FJz9GnpNWvHxtiwpRXzhRfysysv8A8Xt5QrcXowrZZy7JJT0j1YRsVnvpkCKmSphSVNEOJaV2WR5gfHyrTtSeP5NkOKTlXPGb3NtctTZaL0R5TSygkEp2k71sDt+ApJ8szZZQN8OwetRh1dKqpgJCS9tfqPqI6RySBFyW1WvJ2ZSX/FxDJfWLsLW3b5dyWw0FcXGOKkpQEkJC0kk7V3ToVH5V0/6cXWZCvDOKvQoFlwSLfXrfBlIbeuKlucEpKg0PeTslx7RKto7CtEz88za6zXLjcssu0qU7GdhrdelrWpTDg042ST9VQ7EeRFZNozDqO9IgMWTJL6p6zxnfUkx5Tm4rCUcnOGj7qAlGzrtpP4VTFJMRcKZvz88o6qbtNRVSlJXIKsxTqAS4ADsSTcjMQ5zaKJcmL/H6f4HDh3jLZ2L5RKgtPWyPEshkJalN+uNKWXVLCFFSBwIbPEc+Sd63V7h9ELA0tvp/cLzcZNpRmb8fikNNueGLUqQglXEnmOyFd+J0TxHw02451yxiVOy95Ga2t+Skeu3JxuUyVjYA8R0gbG9AbNRSr51KxpxbTlxyC2rjyfXlpWt1otvvNlPinetKWgqHLzIJoMmZM0mfn7frDZOKYfSN01Gdb2AcFRJB4hQYMbJy21MWTOOn9pexbFsx6eWG8+r3qBNky4a1mYuOmK+WlvKWhCdIOgSSAE786tzvRbC3Gbnjcdu6N3SxWSHe3r0ZKVw5vihta2EN8BxGnOKFciSodx8Dp6JmeWwITdthZJcmIrUZ+GhluStKEsPK5OtgA6CVq7qHkT51lR8o6gXq3xsRiX2+z4cf+kj25p911CPDBXtLYJ+qElXl21v4VMqVNZgqwf6/oLRmycSwzpFKVT5lKSkMyWzBLKyge7mV1nFwzAMTG5ck6TdKsfn5exCseS3deFCKiRFbmIQuYuZxLa0kIUUIZAUD7qipS0/VA7626udOlYXmF4g2C0Xc2S2IghciS0pXgOPxWnfDdWEhKV8nCNdq8MT6q3WwXq6Xm+QhkD94ZS1KdlynmpPu60UyG1BxPYAEA6IAB8hr85X1byjLWb3El+BHj36XFlSWmeegmM14TLY5KI0EhOzrkopBJ+FNly58uZcuO/u/eLGI12DV1GejQJa8xICUhwB0mUEsLF5YNz7pVqS9JpSlXY4+FR151yg7+1o15fjUjUdeDpyB2H/Gkdz8OxpFaRNT/wAwfP6RI0pSliGFe0MAy2Af+cT/AH141lW623K5uuN2uG/IcYZXJWGUFRQ2gclrOvIJA2T8KCWF4dLBKwEhzHYvVJqJfJnUfEo81ieq2483Oj2uTY22I9uUhphanm5o2pbhClEJIT3WRvtuqfneI4ubfmtvuFoduN1TNx6OxdnFNIcjCTFISdJa7IQoEqAI8QcQSCnZ1Hk9w6/S7M5Hy9zOV2r3UuJntygx3OgFcxx89AbrxnRuuUNi63K5QM1YYnRQ1dH348pCHY6EceLyiNFAT297sBWVLpsgHXHj3faPS8Q2jl1kxalUq7vql2BE1rEq0KwxcBknKEi0bAc6L4Rec2OA2i05Xal2q9otMu7y+DkaYjgtSiPdT4Ti+BDYHIKCkk+ehm4l07xWRcLZlWMR7tj6XF3y1PQpshuQ8tUeCtwPIK2xoKB4qHE8SRo/GtVXqR1hnY7br1f3MreskIocgSpPjmOz5cFtrV2Hw0oH5aqLm9Q88uNwZutwzG8yZkdpbDL7s1xTjba0lK0pJOwCCQR8Qam6GasMFvu/Py0ZCsXw6lmhaqUpLhQ6oSWzJIbgwBDj33dWkbWuHSbpy3aZ9tiNXlN5jYOxlyZapSCyHPDSpbHhcNlJ3vly2N6122a/iPTW027Ep2VZ/i+RzpLd5j2VFoiAxX2PEaDnjr5IUo7CkhCdAKPx7jVYltdV4doOUTmMlZtkm3otpnuoeDK4R0lDJWRrwj7oA3o9tVnR5vXOB61mkVWax0zoqHZN0bRJQl6OlAKVrdA0pATogk61S5VhLZ9eflEZqaJU4TDSKBANggEMXZRBsojc9je9hF/x7orhKnrHZ7zCyKRKy263C3xpCVoYVaERnS2nx2uKgt0kclJ5ABJGqzrJ0R6ZLj2213VV2lXGfjUu9rlxJqAwlUZ0pIbBQeQcAPcnsAOx3203CyDqRjkGTCgXXIbdEubInPttuPNIkNL7B5Q7BSVeXPyPzrBYzLLIojiPklyaESGu3scJKx4cZZ2plPfsgnzT5UdDOU7L/L/t4QsvGcJpwkTKO4tcD/C/eSyi5uMzCwBi09TMHtdtRZL7hdruabZd7CzepDDqjI9Q5OqaUFOpSNo5pACiBsqA7b1WvasVuyrLZUZ3G4r8q4+0YTdnZjkuOrSyH0upaaSD+2kaGj5nQ33qAdacYcWy82ptxtRStChopI7EEHyNWpQUkZVGOcxGZInzBPp05QrUMwCt7NZjq2520j8UpSpIz4msN/3khf8AaV/5TW88Nt1ru2RxLfeVOiI6HOQaWErWoNqKEAkHRUsJT/GtGYb/ALyQv+0r/wApreWH3hdiySDckJ2ULLZ0oJKQtJQVJJICVAKJBPkQDVtClCnWE63+kdPs8pAWgzfdzh99rPbf3R7v4fOktLn40VXiEnuox0bfZHfXitDakdge/dPyNZzj9ywqw2t62pVDuF3bekPSSzp9tCXFNpbQo90D3ColOieQ2dCovJLXNxLJptsTcg6/DeUkSGFkE/jvzB+Y+fxI71GSZs2etK5kt6QpI0C64VkD+NVpizNAJLp17++NqZORRrmJSgomC2tklw5G8WBGp11i64xdYWTzJkjNIER9mHAddeuHq+nQr6rZXwWgOHmtI2dqJ0N62RqXPCkY3JSny5o7/P3hV/DSrbhjjq1lC7zKSlpAUQVsM75KI+KStSQDvzQr5Vr/ADv/AHakAftI/wDMKppUAstppyinis1S6ZKVjr5SSd5zaOd9gCHvcxqulKVajioV7W29ZNi16tuXYXdRbb9ZZAlQX1oK2lK0Qpp1AI5tLSVIUNg6VsEKAI8aE6Gz8KatCZiShQcGLFHVzqCeipp1ZVpLg8CI69w/06+kfUKyS8A6k5Q/0hzK4QnYzb8x5CI5WpPESIM1aSysgqSpKHOKwexQdGlhyv0wLBb0WexdVegfUmHDb8Ju8z5Um3zXEjyXISw460pWtb4BH8T3rl/oZ0ksN+60dA+o3UGHGuzOfv5kj2RcGkOw41rixC3FS40vklS3T4jxUfMOITr3a7RvfoSehlfpnr0vojh0ZzyKbckwGj/3cdaEf2VxU5CUzCJbtuj7BwipqJ1DKmV+UTSkFQTo57/PnFSsfWaR0svk/qb6VHpY9O24wgKhwsTxZHGE0oFKlu8VLdlyZHbiEp+BOk99DSPXj0qL56QzLeNYrZbpjWBMSQ+97Qb8C4XtbStt82t7YjhY5cFe+spSTxT2Vf8A01fR29HjA/RGzdfTvpXh1kntptjaJlttrCJqkm4xgoF8DxVdifNRrnbKMHf6T9Rsq6TLuT1yhY5KaVaJzyuTj9tkMpdYC1b99bfJbKlduRa38auYZJlzJ7TB3RyfpGxKuoMGUugUACcqzvCTa3ebE6h7cRjUpSurj5ihSlKIIsXTiJa5/UPF4N7bZXbpN6hMy0vHTamVPoCwo/BPEnf4VsC9XiwWuzZjk9nsNrs7kx84pZo0EqI8ALU5JkqK1KKllsNtlaSP9r5aNad8/Ovuzrjs6HwqFcnOvMTGpR4maOQZSUAkuXs4dOXg9rkMRdjujuLqTcmZtx6gB+emDZp2OuMM3hWStyIy1+G2C0iAFbSpXvJ5Ab7Ej61UfPpFnNm6j2KwRbPMaEawyCXHw64WfBe8dxKlL2oteaQNlJUex3quVPxr7s1URh+QAZuHk3PlHVV23Kq1S1GQ2bN8QcBQmBgyAGBW+hJa5O7pa4YZgSslTbr/AIni9oxRu/w41suse6KTInRFA9zrmHUqTorUS3wJI3sar92mwY1GudjuGUY3YsXvKp9+jpjW6ZwQ7ARbnS06ohw/8sSlKu3Ma7aPfmYkkAEnt5UJKvrHf76eaNRDZ/r9/GKI2okJmdImlT7wV8O5QU1kCwZkszA3zR0G5bemb1ocx36MWBC/9HDd7NxQ6oSfaqYoXrlz4glSe6NbJJ+eq57pSrEmSZQN3jDxPEk4iUkSwjK+jXG7QDT9YUpSpoy4VHXf/a2/fl62n+41I1HXg6XA+P8AraNj+BpFaRNT/wAwfP6RI0pSliGLP0vhWm49R8YgX5phy3SLtFalofOm1NFxIUFH4DW91dlXW0QsbvmX22z2+xKvs5nHLXChrWSmG0oOSXVFaipRIDDalggHkscQDWoq+kkjRJIHwqGZJzqzPGrR4oaOSZaUAnrF7PcBPB7B2D6kHdHbHVa5ty3epCnp3qNqlWJPqV2+krcliQ8hLBDLUAL20tSkqTzA3tJOxy76hv8An9yd6K9OFXXL58kv3Sem8tqnrccfjCR9R5PIlaSjYAVsa7VoSlV5VCJYAJdj+jRv4ltlOrpkyYiXlzpKT1uMwTNyUggMUhw7Euox0z1MZ6mSb5mmWxuosBnBp9tfEJSri0/GlRlNANxWYwUSl0jSQriNHatje60pbrGcGzvH0dQrc2iD48K4SGvERIS5DWpK+R8MqCgUbPHz+GqqRUogJKjoeQ3WVc7rcLzLM65y1yHyhDfNfwQhIShIA7ABIAAHYACpZUhUsZXDM2jd0ZuJY1Kr53rORWcKzAKXnTclSgxAYOwAG53JtHT2RPRLVarrkK75bJhXDZMh5FuJXOSWv9bSJqwGnQ87w4o5q02dJSFAINrxi8vNQMWcbfEa2HBYsV+8LydkRoLvqOiVW9SvfUlWtkj4/ga4s5HXHZ18q+aA8hVdWH5g2byjalbbmTN6RMlhwzb3fUpVY6WYjcRHT9kn2uPZJ1ks7FonSpnS+E4EyHeanZAeAW17yxoa0rw+2iAdVBZDieFsWsNM43jqMURCs7kbITNU1NeccU2JBABV4i9qcC2yEcEjexoE8/bPzoSSNEnQ+FPTRlJcK/PGKM7alFRL6OZTiwIFxZ3tdJs5csxsliGv1ErGMOhZSy7dsZsGPsQs3gRMfkwJvFdwtxcUFuOEOK2nww0rxAU+8pQ7FJFRlttvTeU5Y8fmY/jz3tyDkT065OuKMpp1l+V6uUr58UnSG9ckkka/CucPPz+FfPLvSCiVvWfz5/OHHamSFOmlS3PLfrJJFkgaJyOADlO86qUpV+OPiaw3/eWF/wBpX/lNbqsMWyTLimPkF1et0RQIMhqP43FWxraQQdefcbP4GtH4zLjwL5Fly3A202olSiCde6R8K2J9M8Z+9E/y1/4U8KOQpBaNvC6iXIS62N9CbHTgQfAxuLIMemXu2xYFlRDvCoauPtdVzjBxxrWkN8OYUlIGv9ptQ8uwGqrqcftVmKXsmu0ZxSVH/wCz4EhLzzmt9lOI5NtgnQ8yrv8AVqgnNMZ1oXNP8tf+FfDmmM+Quaf5a/8ACqJStKcoNu6N2fitJOX0uUZuagRbSwAJ+ZPN4tV7vMi9zPWnkIaQhCWWGW9htlpP1UJB8gP7SST3JqoZ1/u1I/7SP/MK9fpnjP3on+Wv/CojLcmsdxsT0ODOS66pSCE8FDelAnzFQpCwtIYtGRV1SZyVqUoEl98a9pSlaMc9Ef8ASGzfeDVPpDZvvBqtdUqLOY6P2NJ7R8o2KMhsw8rg12/Gn0is/wB4t/ma11SjOYPY0ntHyjYpyGzHsbg3+Zp9IbN94NVrqlGcwexpPaPlGxfpDZvvBqn0hs33g1WuqUZzB7Gk9o+UbF+kNm+8GqfSGzfeDVa6pRnMHsaT2j5RsX6Q2b7wap9IbN94NVrqlGcwexpPaPlGxfpDZvvBqn0hs33g1Wuqv3Qfpyx1X6sY9g0515qDPklc1xke+mO2kuOaOjxJCSkKI7FQPfypq52RJUdBE1Ps+iqnJkSycyiANNSW4R7/AEhs33g1T6Q2b7warbs/pF0I6o49n6uklsyDHb508juy3BOmJkRriw2V8z32pCtNnWiB3HY/DX+Peix1KyHFm8mRNx+C7Ktr14h2mZcA3cJUJsbL6Ggk+4fIFRHfz0CDUKa1BDqt3xpTdiZyFBMomYCCQU3Fix1Au9m8IgvpDZvvBqn0hs33g1WbB9HHqFccqw/EIi7WubmtjayGCsPr8JiI4hSwX1cPcICCDoKGyBvvUjh3os9Qc0aRJi3nGrexMnPW61OXG4Fj2u60VBZiJKOTiNpI5EAH+B041csByoRAjZComHKhCidN3I/qPERA/SGzfeDVPpDZvvBqrv8A6K4+M+ji/Nu+JNv5zk+ZGw2wK/pH2GY5CXQ0EnQUX0ONnz2D2+dQedei51GwDEZ+XXS4Y9Mbsy46LvCgXDx5VtU9oID6AkBPchJ0o9/LY70grEEsTvbvh8zY6ahGdIURlCi3wgub21YP3RCfSGzfeDVYNzvVqeVD8OYhXhyUrUQfqgA9zV4u3oidTrRjEnI13bGJLsOzpvz9qj3EqnogkbLpaKANAb2d67EAk0wn0ROpud45ZshtN4xeOrIIzsu22+ZcVNS5LTZ0pSUcCCB2Pn2BG9UhrJTOVBodL2Pq0zQhMteZnZt2n1LRVfpDZvvBqn0hs33g1Upmnoy9SsPasEiKq0ZKxkk1dsgu2GZ60gy0/wDIqJSnSuyvmPcVsjVe2T+i/wBQsagQ5yLpjd4Mi8sWB9m13IPrhTnvqNP+6Ak77EgkA/vBpwq5ZbrC8RK2PqE5gUL6rPbjceV7RC/SGzfeDVPpDZvvBqp/qF6K/UXp3jdxyebdccu8ezS2YVzZtM9T78Jx1QSgOIKEkbUpA157WO2tkSfpFejpZujUK0TbPmMKYtcKK3coUmclU315aSpxTTCW08GNAa5qKvxNIKxCiAku8PXsbUSkTFzEqSEAEuw1cBuOh8Ipv0hs33g1T6Q2b7waq3Yj6PdnyL0fZXVOfkjFovTlxfbt7dynIjRH4cdAU6tCfDU485yCkBKSkbH4aMfbvRV6mXHFlZGZVhjSzanL23Y37hxubkJHfxgyEnQIII5KHmN6o9cluQToWg/qbUFKVJSo5k5rNpz/AE47ogfpDZvvBqn0hs33g1Vowf0RuqGcWi2XVufjtmXeo6plug3aeWZcmMkbL6WkoUfDI7gnWx31ognF6e+i1n/UezN3y1X3GIMeTc3rRCFwnqaVNkNDavAAbIcToK0Qf6qu3ag1ksP1haETsbVLKQJa+sHGlxb7jxEQP0hs33g1T6Q2b7waqYzr0YOo2B4/GyKbMsFzZeujdkeatlwD7kWcsbDDvYJSodgdEgEj5gnC6n9AMg6TwHn8kzHEX58V5piTaYNzLs1hbieaeTfAaHHuTv8AdulTVIUwB1hkzZGfJClTEKASxLtv0+h8DGJ9IbN94NU+kNm+8Gq11Sps5jP9jSe0fKNi/SGzfeDVPpDZvvBqtdUozmD2NJ7R8o2L9IbN94NU+kNm+8Gq11SjOYPY0ntHyjYv0hs33g1T6Q2b7warXVKM5g9jSe0fKNi/SGzfeDVPpDZvvBqtdUozmD2NJ7R8o2L9IbN94NU+kNm+8Gq11SjOYPY0ntHyjYv0gsx7C4NUrXaPrD99KQzCIacHlD4j5R8pWzfZtv8AsTH6BT2bb/sTH6BTshhPbSOwfGNZUrZvs23/AGJj9Ap7Nt/2Jj9AoyGD20jsHxjWVK2b7Nt/2Jj9Ap7Nt/2Jj9AoyGD20jsHxjWVK2b7Nt/2Jj9Ap7Nt/wBiY/QKMhg9tI7B8Y1lStm+zbf9iY/QKezbf9iY/QKMhg9tI7B8Y1lStm+zbf8AYmP0Cns23/YmP0CjIYPbSOwfGNZVun0UuouA9Ls/uOUZ7MmxmzZ34cJyLHLykvulI5FI1sBHLzPnqoP2bb/sTH6BT2bb/sTH6BUcyR0qCg6GLVFtL6jUIqZaHUkuH0i7Xzqz0k6a9O8g6f8AQsZBdJ2YoQzeb7eeLSkx07/omm0a8+S9k+QUe6vhd+rHpQYXlmFSrpgN/exnJZ1jj2t+3sY6yHCApKXWRcP9oGQ2pzikDzAIKd6rSXs23/YmP0Cns23/AGJj9AqA0CCQTrr3xpp27qEIVKQgBJDACwTrcMXd1EuSXe7xsqf6S+NwOhdksmPMSj1GTYTicq5qbKEwrUlxRCWlb7rUjw08hojuQQfOxW70mcBHSbGIdtv8jGswxXH3LS04nHGJj7jqW+KCzLX7zCVqSCrQPYntsbrSfs23/YmP0Cns23/YmP0Cg4fLPi/5yhUbe1aC+X4Qnho13BBzOHJe8bFjdf8AA4uPdFlD2m7OwO6rl3uEpgFt8rcClSEr377m9qGyO5O6tAzLpRmF4vPTTpPLyC8XTrNl8SVfZs2IGkQIaZRfKUJ2Soo5uK3+yFbPYCtJezbf9iY/QK9obTdukom29PqshokodZ9xadjXZQ7jsTQqgSbg/jv9YWXt3NHVmSwU2B4tlCCx3FSQxt3NG+OtvWvpLiuadSr3jFyvN7y+/WteGtRlxw1brVESltp7grZLm1NFYIHmfIAk1EwPSP6X2LNLTdLbOuK7dhfT9WP2LUDipy7ODTshKf8AkuQCUkn8a0y5BhuuKdditLWslSlKSCVE+ZJ+NRl2gwkLghERkcpSQfcHcaPamjD0JSxL/jROdvqidUFcuWEuXbm5Vx1e/eAzANG5sH9JHBsFj9G7SyJsyFirlwn5IURAncyUlSULbBPvloOOAntsE671J3Xr70yc6m4ZNazWU9hlnvEi9y7bExhqA01ICVFlfhtn+mcKlqBcOtdzoEmtL+zbf9iY/QKezbf9iY/QKccPQTm7/N/vECdvqlEsS8gYFJGvwhIAsbghIcF951jYD3pBYmvBrqwpc929ZZ1BbyW8s+DrVracStqMXT9cpUhKhry8qqvpQZb0z6h5+/1AwDIbrPfvbhXPizYPgJiBDTKGktq2ee+LhPlrt++on2bb/sTH6BT2bb/sTH6BT0UaUKzpP5+CK1TtnNq5Bp5ssEFu8EPcX35i78TpFuyzPOj2Y9AMMxA3i82rIMKhzA1bkQQ7Hlyn3ea1l7e0BRBV5Hz121ur/wBcPSYwTOMXv91wHJ5lkvV/gRosq2t44w2++AUIdaeuA99bYbK9ADzSACAdVpL2bb/sTH6BT2bb/sTH6BTPUEkgk6EnxvwiYbczwhaEywMyUpJDg9UFINjqAW4co6GV6RvQSTmEjqui+5HDyOXiZsMWCu2hxi2P+ER4gUFe8OWhoDXcn49qbhvXTpPYZ3RK2Sn7gmy9P4c2ZdCmMpTntOQCs8f20eKe3yBNar9m2/7Ex+gU9m2/7Ex+gUgw5ADOfwEfrEy/SBUrUF9El3fTU5kqL33lIfwi9p6w9Psj6b2nD7/fLrZZ17zebl+Ty4MVTqorqkrDPq+yAfJof9U9++tVjekf1dwHqNiuM2u2z5GUZXbXHDcMpkWlFtdkR9EIYU2lSufchWyexB19cgU32bb/ALEx+gU9m2/7Ex+gU9NElKgoHSK0zbadNkKkKlhlAAnkNN7O7l2dyWIeNZUrZvs23/YmP0Cns23/AGJj9AqzkMY3tpHYPjGsqVs32bb/ALEx+gU9m2/7Ex+gUZDB7aR2D4xrKlbN9m2/7Ex+gU9m2/7Ex+gUZDB7aR2D4xrKlbN9m2/7Ex+gU9m2/wCxMfoFGQwe2kdg+MaypWzfZtv+xMfoFPZtv+xMfoFGQwe2kdg+MaypWzfZtv8AsTH6BT2bb/sTH6BRkMHtpHYPjGs0fWH76Vsz2bb/ALEx+gUpDLJhpxhB+AxkUpX6QAVpBOgSN1ITlDmMJIKiAIu2HYM1PYRdbwhRacG2WAdch+0r46+Q+Pn5ee1YnSCVIgKUcTaaaUsgIdYCFK/o1OKUCoD3QlJO9/EfOvGxtx0JajJQFJSkJSUjzAH4V0jCfNtGKYknIhBeRGbVKivMlxL4dO/DJOxvWxo68/OvkKRiuIekHEJ9dXVUyXKSQEIQrKEupki5AKmu7uWNjYR+imF7F4L6P8KkUNJSS5k0pPSLWjOpRCXUXYnK9gkWAI5mOKMxwKNHYeuVmQptTIK3Y47gp8yU/LXy8vlWvq6m6lQIkXL7q1AtvqEdElSExu39Hrz7DsATsgDsARXME5tDU2Q02NJQ6tKf3AnVeqeiHaTEq9VZgmJzDNVTEZVl3KSVBiTcsUuCbsWOkfPH9IDYnCcBmUeOYRLEpNSDmlhgkKASQUgWDhTECzhxqYsH+jjKQhpbotDJeabeQ29fILbnBaQpJKFPBQ2lQOiAe9Rj+M36LKkwpNtdafhxzKeQvSeLI1742feHca1ve+1W7NrRj0m+R3p2WtQ3V2y3c2vU3XCj/VGviBo1k3m12p/gzDfM+127GXl2+byKFSVJfJUpSPNGlrWngSdADufOvYBOUwJ38j+GPEpmFSXWlHwlvfSXu1wA6e82dhqRGunokmO0w8/HcbblNl1lSkkBxAUpJUn5jklQ38wa8a2XcEWzJY2CWuTa48GOu0vyZD0XmXUsNTJqnEIClEdwhRGwfePy7VWResUnKkQ5eLMW+Otp31Z+K66t9lwJJb58lFLgKgAr3R2JI1rVSJnFQ0ilPw5MpQaYGLM73JSCd1mcXLfVq1WUxbZsmFKuLDBVHhFsPr5AcOZIT23s7IPlVkunsbEvUbU5jsS5SnIMabMelOO+b7SXkob4KSEgIWgE9zy5fDQrOumKWmBbb/LipdUyGbVNgFazyQ1KHMoVrsopB4715p2POgzhbn94EYYolQzAlLuLgghKje3Igtvs4d4odZlos12v9xZtFkt0idNkK4tMMNla1n8AKvt7j4ZD6mTsHgYsyq1ou7ltEhx531lI8Uo5JPLiOJ8gUnYA3vZq29BPGxrCerGZWhHK92S2MxoLwHvsIdW4HXU/IgISrfw41HMqcsvMBezfMsIu0OBiorhSzJgygrzFLkjo0lSmcByQLbninXz0eusOO2qRebnhrvqsRPKQY8tiQtkfNSG1qUAPj27fGtdVdemGZ9RMdzRm44J65cLzKS40YobXI9aCkkqCmx3X+1+8bq6WTF8Txbp3ceq/ULEjdrjPvb1rgWbxlxWI7iNlxTnH3hxPJIR/1R89g6ZcotMY6M2t+RPm8PThdJiSRMoM0tKQorMw5kgJa4UlIcl2yhLu2oNtLUrfL/TvAcqi9OuoON2R21WzIsjj2K72hUlbqEOF0Alpw+9xUkK8zsbH41NP9NukeT9XU9E8VxyZFXBub0i43pU5RWpltDilxG2iCAAShIWTvaD277pprUDcd78m1idOyNWtssxHWKEourrlYdOXq7xrmZmLxzZSuoLl0OteRY9kiHelRwh+1RXJloni9IletcO5afRzVpSgN7ToDf4d+X6lkVCagHLu/N0ZuMYHUYMUdMXCwSCyhoWNlBKh4MQQRCo68AcoKiR2lt+f8akajbzsuW8A6/1tH9xqZWkZlP8AzB8/pElSlKWIY/SEKcWEISVKUdADzJqakYTk8SM5LkWsoaZQXFq8Vs6SBsnQVup3p3jiXVnIrg2AwxvwOfkVDzX+4f3/ALqtNhyOLlDl0hhALLRCEBX9dtQIJI/eD/AivFtsvSXiOE106XgslM2RSZfWFqcsVqCQhDKHWAJd3a7gZS/vuwnolwvGsOkTtoKhcmorM/qqElIzBCCorXmSo5SwZsrhmJzBqjiuGy5EGZPnWxLnjRNwQpaNLWobCvPtrt56868srwLInsUiwsatcdF38BfivqcSAlw/V2eXcDv5fKtivw3mLU3At89ENbaUNoeU2FAAa/qkgdwK8bTEuzD61z7+3Pb46CEx0t8Tvz2Ca8mn+lbGZ9ROxaVPlJSmYSiUoT+skIKEjq9RiFZi60/xA5YACPbaP0O4FR09Pg8ymmrUZYC5wNMyVGYJiic/8RwUhFpah0RyhyVGOf7RgfWNyS4HWoji0tutrZ0ptppzaShQW5yKuwI1v+tvuO1S7vT3q64oBm125hPLuVy0ukJ0fMDhtXIg72Boa1v3q2TnOZTrJKbtlsShLhQHHHFp3rfkAPL4edVT/SDlP29P8pP+FesYPi3pB2ioZWJUEqmlSpgdImKmlRHHqlgDqBqBrHku0Ej0bbM4lOwvEl1E2fLJClSpVOEg9nrpclOhOhOkV9+33G1SHoF04h9pxQ0FJUQknaQSntvWt6r8V7zJkifKcmSl83Xlclq1rZrwr2KjE8U8sVTdJlGbK7Zmuz3Z9Hu2sfPWILp5lXNXSAiUVHLmZ8r9V8oCXZnYAPpaNwdG/RvvnWSwzL/bMkg25uHKMVTb7S1KUeIVsFPw96r/AP8AAQy7/p5Z/wDwztSHo4ZJdcS9HrML/ZWuUuNcxwPHl4YUhpJXr48QSf4Vcmuq1/wtL06Xkbl3YGPTbtcG3ZCJPqS2YodS8FI+q2tZCAny+IJ324LG9szhWLpwvKo5stwAwzqyp5m4u2gvpH0hsV6JcK2h2al4zOR1mUT1lAnKMyrCwszcTbWNe/8AAQy7/p5Z/wDwztP+Ahl3/Tyz/wDhnalrP11zPHsPt2IZyqei92KVGnXW7QbqHy8wmC9cpKXFKaOyhLQbWynsEvMgL0d1dcN649T5MeyWC+49ja7wiys5FfJqrqtLTdvWdDwm0s8lPni97g2lPhgFRK+2x7Uqu15CJP7M9nP7k/51feNaf8BDLv8Ap5Z//DO0/wCAhl3/AE8s/wD4Z2rLdfSpvN8tfsaXYDY3ckas8myS7Xd0qfZYmyloCZC1MqQy6GmHHCAFDioDYPvC49I/SOyHqHcl2+54A1bWn7fCucJ5u5F/izJfW0ymRtpPBa0tl5PHYKD8Ndz2pVdryEH9mezn9yf86vvGqf8AgIZd/wBPLP8A+Gdp/wABDLv+nln/APDO11D9OJLpSuLa21NBxIWVPEK4qfLSCBx1slJPnrQ86xk5NJjcprjr0gKckSG2w6Anh4iWWUEaJ4qPvA/PfnR7Uqu15CD+zPZz+5P+dX3jmf8A4CGXf9PLP/4Z2n/AQy7/AKeWf/wztdNrzqcwh/1+2MthCZaEqakEkuMkJ+KewKlAA96+RssusNh5ciL47frabfG5rUXPFSj3isJQSRtKzsDfbWvjR7Uqu15CD+zPZz+5P+dX3jmX/gIZd/08s/8A4Z2tJdWOmk/pPl7mIXG5x57zbDb/AIzCFJSQsbA0e9f0Fn5bdprLMCNA9SffejR3lqdIW2t08tJGt/VHcnWt1x36ZQ11qkje9W6L/wCU1fw6tnVE7JMNmjidv9jcIwHCRVUMspXnAcqJsQeJ5RoylKVvR4tClKUQRuLp5mbryIrsSauLdYQA22vis6Guadfh56/Gt3SeuVxS2xKYtcJ64tq7SZcdLqkICEpSEqGiVcgtRJ/arjFtxxpaXWlqQtB2lSTog/MGpQZXkYR4YvMnWtd1bP5+deEYp6J8Vo6udN2YrBJlTjmKFA9VXFJAPysGFnLBvqbZr+kFh4w6TS7U0Sp06SnKJiCOuGYZgSGPEgkE3YOY2xnWcusCVc7hLD9ymqU4lKiNrWon3iPgkH+HbVaSUpS1FSiSSdkn41+nnnpDqnpDq3XFnalrUVEn8Sa/Fd5sHsPJ2LpJiTMM2fNLzFneQ7AC9g51Lkkk8B5N6TvSVVekavlzTLEqnkgiXLBdnZyTZ1FhoGAAA3k2y8X/AA++ymrhPtN4Q+mLGjuBqY0EKLTKG9jbRIB4b1386/LmaRkNrgQLStmCi1vW2O2t/msFxwOKcWrQCiTvsABrXyqq0rt+iTpHAHEp5JUGBOpAAJ77cbxaI+YsRo+PuotylTbC2uL77gLEmMt15xSFp1yBPjqSSFeXyNflq8YjbC/NtFlnOS3WnGmUTXkOMxitJSVABIK1AE8d60dHvqqzSjokwntCfZ2LM1hZgA4tqwHg+sWZ2+47eGIS8igXAzIUZuIXYjyEiQ02OLYUFJPEpQEp5DfZI7b8/wBzs3XcGL0w7ACE3MQmmEoc92MzF91tsAj3vcCRvt5b+NValHRJhfaNQ1iL62DmxTfjYnxfW8WCflCJufSc1EJSEyLuu6er+JsgKeLnDlr8db1/Cpbpt1RuXTjJpd6iQWZ0G5tORbjbpB/opUdZ7oV+PyOvn8CapNKFSkKTlItpCScRqaeeKmUplhRU9tTr48NI3Xa+snS/A3peQ9L+mcyBkcllbTEq43H1hm38xpRZRrufkVd9dvIkGvYh1VtTGIXDp91Ex+TfrLNmm5NOx5Xgy4kojSnELUFBXL4gjXcn41rWlR+qy23vxcvbS8aCto68qSUlISAoZQhIQQr3nSAxdg7jcG0EbYuvWy3JlYZacVxZdtxjDbm1dGoTkrxJEx9LgWpbrvHQUQCBpOhyPn2AiYfV+4WjrHK6t2e3Iack3CRLMJ1zmktvcgtoqAG/dURvXn31WvaUoppQDNuI8dYjmbQYhNUlZmMUqSoMAGKQyWYWAFgNI2jc+onS2Ha7wjC+mT0e5XttTReukxMpq3pV9b1ZHAEH5KUSR2rV1KU+XKTK0+8U63EJ1eoGawbQJSEi5c2SBqfxoVHXjRVBSVAbloI38dbqRqOvH14A15y0fE/I09WkQU/8wfP6RI17wW4rsxlua+WY6ljxFhJJSn46ArwpTJyDNlqQFFJIIcM45hwQ43OCOUNkTBJmpmKSFAEFi7FtxYgsdCxB4ERtGVmGG+xnbXGkK8MMFttsNOJ327Deqh8HvuL2KCp6e+W5zilJWQ2tXubGh2GvhuqNSvM5PonwqThlRhSamf0c9YWs505iQ9vcZlO6nDkgObR65P8ATTjNRi9NjK6Wn6SnQZcsdGrKkFrtnd0syWIABLC8bquH0evUiJbbiz47jzZkMIUlQHHXc9vLt86gmcswbH2XlWRgqdV2KG21DmR5bUr4VrwXS5JeEhNxkh0I8MLDyuQT+zve9fhWLWBhXoWpqeT6nX1s5dOAP4SZhSgqzKKnS2h6rMxcKL3DdJjPp9qqmf69htBIl1JKv4qpYVMCcqUpZTvmHXclwUlKWsc2zZGWYJfGG3bwx/Sga4uMqKk/gFJ+H8aj503poIT5hRUqkeGrwh4bv19dvP8AGqFSt6j9FOH4epIo66qly0lwhM5kC7s2XTjdzxjm670zYniaFGuw+jmTFBjMVIdZs2Z82vCzDhClKV6jHj8dT+in1b6a4Jgl3smb35iG9LuCnUsusrWHGi2lPfSSNdiNGtns9WPROj2+faWH8fbhXVsszmE2tQRJbPmlY4aUPwNcE0rIqMEpaqd6xMHW3G1u61o9Jwf0o4xgmHow2nQjo0hr5r3e7KAPhHeMHqd6IlsiswbeMajR4zcplppq0FKUIkgCQkAN+TgSkK/aAG684nUX0PIC7U5CYxhhVjKzbFN2cpMMrUVL8LTfubUSTr4k1wlSj2LI7R8vtFz+13GP7mX4K/1R3XB6heh1bI3qdui4tGY9YVL8NqzFKfGUgoLmg39bipSd/IkfGpKB1n9Fu1JcRbblZIqXY8WIsNW5aeTMZJTHbOkfVbSpQSPJIJ1XAVKPYsjtHy+0H9ruMf3MvwV/qj+hzfpE+jy0EpbyqAkJ4aAhu9uH1f6nw32+VfE+kN6OyO6cnt48j2hufBRUP6n7RJ/ea/nlSj2LI7R8vtB/a7jH9zL8Ff6o/oYv0hfR1WCF5Pb1A7BBhuHzVyP9T9rv++vy56QPo5O+KXMktqvHWHXdwnDzWN6Ufc7nue9fz1pR7Fkdo+X2g/tdxj+5l+Cv9Uf0MPpCejoX25Rya3eMyEBtz1Jzknj9XR4dtfCuTPSczLG876pv3/FbkmdAXCjtB5KFJBUlJBGlAGtTUqemw6XSr6RBLxhbRbe4htLRiiqZaEpcKdILuH4qPGFKUrQjh4UpSiCFWTpvYoGT9QMcxy6JWYdzucaK+EK4qLa3AlWj8Do+dVupfEMiexHKbTlMaMiQ7aZjUxDSyQlZbUFBJI7gHVNWCUkJ1ixRqlIqJap3uBQfue/lExfcMY/0p3rBrPNhwY8W8TYMd64yktNNtNOrSkrcV23xT+8nsO5qxx/R8ym4S2WrTfLLKhybQ/emZynXI7Ko7LyWnSfGQlSOKl72oAaBIJFZTPXSxQMx+nlp6TWeJenZb8uTJNwlu+Kp4K5kJWspbPJfIKSARrtqvOX1/uD1uNsj440217BnWELenPPuFuS+h5bqlr2VLCkfu97sAABVQqqSwSG72/OEdPLlYAnpFT5mYlRKQkLFnDC6QNMz2sQGLR4NdAL4+uIxHy/GXJNyYkTbewmWvxJkRlK1KfQOH1TwVoHSjxUdaSSI0dGMnOOG+eu271kWr277M8VXrJt/Hl4/1fD+p73Dnz49+NbGwXqx08tOKWKfkEyE/fbBabhbWQq1v+upbcQ4ltptxCvAKeThPNelBJUNbUTVGk9cLjNxJrHZmPx3ZbFnFjbnGZICUxgjgk+rhQaKwj3Qsjfx7mmJXVFRDWB+/lpFmfSbPSpKZil9ZSSWCipuqixZ2VmKmBswvFfw/p1ccstc/IHbtbbPZ7a40xIn3BxSWw84fcbAQlSiT+A0B3Ohs1ZD6PuVwkTXsjvVksbMG7Jszjk19zSpC2kuN8OCFckqStOj5DuToAmoHDuobOOWC54lfMXhZBZLm+zLXFkPOMqbfa2EuIcbIUPdJSRvuD+/expPXnH79g90dzLH4d4vU7KkXRq1qU+yyzHRGbbbUlxsgaTw4cVE7BJ15afNVUBRyi3y5fvryirhkjAZtMDULaYASXKgH6zgsNPcyhLqLqfdFXjejxnJmPW+7ybZaJPtFVphty3lbnSgAQlooSocSFJ0tXFPvAEgkCvxZOgOV3qPbeN3s0WfeUTfZ9ufkKEiQ5FdW262AElKTttWipQB+B32qXHpL5DOXLXkuOw7mHbmq5xUolvxEx1FCUeGQyoeK2AhHur3vj33uoOy9bbxZ73iN99jRHnsT9dLaStQTIMl911XL4jRdIGvgBTQawi7fgP6tEpTswlaWKinnmcDOkOWDOE5yGto4exgsB6dXnqC9cRbZMeNHtEUzJkh5Liw23vWwhpKlq7/ALKTodz2qYidF7u8u4yJuU43CtdvmNW8XRc4uRpElxIWlttTaVEniQVbACd99d9QuB5uMJkTnjZmp3rrAZDgkOR346krCwtp1shSDtI38COx7dqud39IORk0q5pyzBrTdbbPmsXFqGXnWTHkNNhsL8VBC1lSBpXI9/wqSYagLOQW+UUqBGCKpUGqURNcuOsx95nIFh7vuuoknQRATei2ZW1cZm5IixnpORjGA2tw8kyiEEKOhrwyFpIUN7HwqRc9H/LmoUeWu62VK5txkWmFHVKKXZUtmSWC22kjvtQJ35ADuQSAZGN6Rl0ffkSsnxC13t45AMjiKedea9UkhKUJCeChySlCEgBWx2BO9VC3nrXfbpNx+4x7bFiSccvE28xlAlYU7IlesFKgfglXYfMU16okBh+D7xZVL2aQFKSpSn0FwR1kgk2Z8uYgAtoDH7PQvIZdzjWrHshx+9uOyXokhUKYSmI60grc8XkkHgAk/wBIkFB+BOxuvZpgNzwtu2zXp0S4268NLdgzonPwnghRQsacSlSSlQIIKR8/I1bIHXJnHr7DvmHdOrFZVtyX5EwNrdcXLS8goW0XFK5Nt6JISjQB0fhonOquM356X9IsPjiFGsUuJboy5MiW4Jzq0lD5ddWVAp18ewSCNbIpUqqAoFQt8n/NIjn0+BTJKkyJjTCbHr5QOro6XZszvfM2W2urKUpVyOUhUdeCecAD4y0A9t/A1I1HXlRCoIG+8tGwPP40itImp/5g/N0SNKUpYhhSlKIIUpSiCFdJTuh+MZN0Oxe44baEM5i+1DmS1+K4fWWHnlsEkFRSkJWUKJA7BJ+dc21tDG/SEzPFJWPy7PGgoVj1nesrSVIUpL7Liue3BvuQsJUNa+qKq1SJqgkyTcF46PZ2qwynVORiiXQtOUFnKXUHUngQHPPTfG0urfo/4O9Is8Dp0W7YmNZLtcJklwuOmYqEtlsggq0lRUpfdIA/DyqiYH0itK8YeyjIVtT2rrht8u8JoBaFQ34hKErJCvfOxyAPb4EGouy+kHlVnTj7KrXb5bFjt8y1uNvhZ9djyVIU6HFb3vaEkEa/jX5l9e7y7ARabfi9mt0Bix3CwMR4yXOLceX9dW1KJKxrfIk7JJPnVdMqqSjo3fm/f+0b1TiGzdRVKrUoCSQOoElnaXoPdYMsczfnFzuXRvC4c1xjGpce4H/R85kTyLhHfASoKQA+2UOJ4rVs6QrklOjsK2NVh/0f0q9etVrzmHNyKFZmr8bWmG4gKjKaQ4pJdJ4hwBY0nRBBB5DuBgo69XxEFpj6PWr1tGMvYq5MAcDjsNZQUlQ5a5J4HRA176u3lqczHr1GamzFYVY7Z61MsESyG9lp1EpLIjoS83x5BJPMKAXx3oJHcAaEpqkEJf6fn6wTZ2zVRLVNKQGIsMwLEH3Q9yCBdTpB5GJ7MPR4h3XK5TmNxpdpsFttdtckeo2+Rcn3JL7ZJ8NlJ5K8tqPIBII+YFaXz7Crn09yubid2cQ6/D4KDqEqSlxC0JWhQCgCPdUNgjYOwe4q7r9IfIZtwnuXmw2+dbbnEhxZNvLrzSCqMCGnUuNrC0K7nejog6I8tQt06iWa/Y3kzd3xa3m/XudFdhyWIiEIt8doaUhtZJUNhKE8dd9qUVEnRkkCplkCZcW/T94oYuvAK2WpVD1JhKlPcBhmISEtlD9QJa4Lva8UGlKVejjYUpSiCFKUoghSlKIIUpSiCFKUogjIt0CVdbhGtcFvxJMx5EdlGwOS1qCUjZ7DuRW9meieNwrHneLQLqi9ZTa3bRASp2IWUxpL81ptRZVyPNGl8SSEn5CtBtuOMuJeZcUhxCgpKknRSR3BB+BrYl069Z9dYM+G4bTGcurkZ6dLi25pmRJeYcQ406txIBKgpsH5dz271WqETlEdGbfuP0eOgwSqwylRMNcgqUQQN9ihYtcAHMUlyFMBYA62p30bo4u0S1ozUNFd2NjkqlwfBIklKuC2UlZLrS3AGwrsdqHbVR9r9Ha7PsRX7tdHYqkWt+73KOxE8d+OymQWWUoTzHiLd4lad8RxB2aqmSdXMsybw1SGrVBdTPF0det0BuM7IljuHnVoHJSt7O9+ZJ86ypvXDPbll07MbjKhSpNygi2yor8RDkRyMNENlo7GuSQr/tbPxNRBFW3vD8+X4wjSVV7MlZIkKZ7XLMePWezANvzK0ZMbAg9DIsfEcttTCY1zukl2wGyTVp8N1lEuSW1JWjkfDXsFKkknXHt2INQbPQCBdbn7MxzOEzFQL+zjt3LsEtGO+4pSQ42OZ8RvkhQBPE+6e2tbqr/WXN3GLnGjyIUNq5qgqUiJEQymP6ovmwGUp7NgK76A77O/OrBZ/SDyE5RZ7lkEWE1bIt7avdxZtMBqO5OfSe7jhGua/M7JHckmkKKpIJB/GHKLIrNmqhUuWuUQBZ7ixWsu4VuCkuVBRyhgxDx7wegTGTSYrGE5em4D225YZ6pMJTBjvIacdLqRyVzbKGXCPJWwBx71mwvRwZushD0LMxGty7ZNnqcnwSzIjqjKQFJdZStRSlQVySoE7A8t9qrd1675k9do8ywC32ePBuzl3jtQoDTHivqCkhbwSNOK4KUk7/aV86xVdbMxStYgxbLbo7lvk2wxYNtbYZDUgpLquKQPfPFPc+QHb40ZKs/F9PtEIqdmUuFSVEvuzAEW065IHvO5cuGbdiY3gNsy/NpWP2LJkizw4z8526yYym+MZlvm4vwgSdjRAG+9TNq6U4zfnJt4sudqkY3a7Wq6XGSbeUy4oDnAMljnxLijsjS+OhskVTMQy6+YPfGchx6ShqU0lbZDiAttxtQ0tC0nspJB0Qasg615ki4IlsR7KzETb12s2xu2NJgrjrXzUlTIGjtelb89j8TuWYmfm6ht+Pu/aMyhqMHEp6uX1sxJbMzWygHOLAvmBBURooaiYc6LWiK1cL3Ozbw7BGs0K/R5bcBS3no0iQWEoLXIcXAsFOuRTvXva7iRyv0eomPtZE1AzZM6djSoLstlUEtoMaWsIbUlXM7WNgqToDuNE/ClXzqxl+QM3SLOeiJjXWDFtq47MZLbTEaO8HWm2Ujs2kLTvQ89n51kXLrNm91lX6ZLfhlzI2ojM7jHABTGUlTXH9nukb+dRhFU7lX05cu/yi4qr2eCVIEk6Fj1ndpn+NmfomBctmcnfdHfR/xSO9OQ/wBSnQi05A3jswptCtmS6dN+GC57wHfmTrXFXHl23GT/AEfZ9sutqtE3ImPGuWVuYwShglLZSGyHu57ghwe728vOqtJ6sZfLVcFPPRSbnfW8ikaYA3MQVFJHyT7x92pqN6QvUBiZJnutWSW+/dDeUKlWxt4xpZSlJcZ5b8M6Qny+W/OgIqh8T+H2iX1rZqaGVJUm+ozGzncV9kAd5JixxfRxgOSbTbJeclm4ZBIu8S2tJtxWhTsFxSVFxXMcEqCd70Ts618amYvSbDHLMzIy1MeOpPT/ANuMG2QnErSsOtJLzpL+nXRz1rSUK5E6GhvWw64Z4LpZLx6xC9Zx+RcJUI+rDQXNUS/yH9YEqOvlX6i9cs5iyoUk+y5CYNlNgDEmCh1l2EVJUUOIVsK7oSd/hTVSqpXxfjnlwaLMrEtmpJIRIO4XBNsqHJBVqFZ2ZrNGXeOjYs1huOVP5ClVpYs0C6wXwwNy3JSihLGuXuqStDoV3PZtR1Ws62Tm3U+23jplivTLHmrmIlm5SZr05SOT0lWzxQEH/ZIK3OO++lfh31tVqR0hSTM4+X76xzWMihTOQmgFsoKrk9Y3ID7kvlHFnhUbeSQuBxH/AObR/cakqjrudOQNgEetJ8xv4GpVaRnU/wDMHz+kSNKUpYhgew3W+M06HQWLlfb3f8isuOW6zvwIjrdut7621KfaSpJQgqUrffZ2def4CtDnv2rZGYddMmzO3Xi23C12xlu9Soct5TKXApCozYQgJ2o9iBs73+GqrzkzVKT0ZYb/ABH7xvYTPw6VTzhXJzKsUi7WSvUggtmKN8Sl76CN4k7f3swzeHbbdZ7hGtjEtuG6/wCtPPsB9GkJG0pDR5KPfWiACdbvWeejci+dQ8lfxthdnx+3S4lvYag292WpUhcdtatIR3ShIWFKUe3vDWz2rXFy693y+S7y5kGLWC6Q709ElLgymnSyxIjsJZbdb04FA8E6IJIOyCNHVe9y9IjJb7c7vLyHHbLc4V3lMTl254PpYaktNBpLqODiVbKEgKBUQe2x2qtkqyQSbty5fvrHQoq9l0IXKEt0lTh8zsOlbMq7JZSLJDlus7RlT/R+bxiPMmZ3nMSzMxL57DBbhuSS44Ww4hwBP9UoUFEeYG+xPas+0+ivlUqfc4N2uaovqN1FoaVFt7svxHChDiXl8P8AZM8HGzzV+0O3Y1isda7K307NsuGLWW53Z3JlXdcB+CpqE014PFBbDKkcSFADjvuN73s1Do695PLduC8oslmyJE66e2Etz2nOMeTwCNo8Nado4JQngrkkhCdg6oHrZBv9PLz1hqlbLylIJQ4IBAddnCnCyN/utlFi+YNE/H9Gl6Gm2NZXm8S0Srvd5FjisCG4/wApLbhQCVJ7BCtA7OtBQ7eevuJdDLfZcmxn/SHkUSKbnlC7TGtpiuPJniLKS0+FLT2QlSiEJJ8yoE6GyKt/pvyYw8chqtdpCcavLl7jeGwW0rdW5zKClJCQgE6ASBofGpGN6Ql/TNZuFzxTH7pIhXyRfrcuW06owH33vFcS1xcHulWiArlogEdwCHKRVEa/Tnp5RHKqdmELSpMsjLlbNnIPulWZjdmUEsAHIcNFqT6Md0ym63C422Uq2wrheJ8S0tNW92QyhDDy0cnnEdmUcklAJ2SRvWu9Rdn9Gt6WbDbbxmsS2XvJRNRAt64jjn9NGKg4hbifdSNpPf47Gt1Ao68Xx5pTN5xew3dLM6VcIAmsurTCckLK3EpQFhLiOZKuLgWNk/OvO39dcot87Dbii2WtbuFetep7bUlL3rH1/ECVAdvgE8QKTJVsz/TgW/R4U1Wy5UlRlEuz3VvUjNYMzJzlLEjRw9o9s7wbD7B0nwjJrdMc9s3dU9Mvba+MhTTjaSBtWkeHyI2B7+9/Cpa3dH8eynBcBOOXIt5Hk8+XFcU6054bhbU3ySfeIQGkqUdge/8AhVGuvUSdesIt+EXG0W91q0yX5EGZpwSGA8sKcQNK4FKilPmknt2IqRxzrFkOMWG0WeBbbct/H567ha57iFl6KtwpLqQAoIUlfDR5JJ0ToinmXPCBlN3Phdv0ijKrMHVVKM2WOjVLliwLhScmci9lHKplaFw+qosuQejncrG/ZXF5Atq33ac7b3JE60yYy2HG2y5yDRSVuIWkHgQO57HR3rIa9Gm5TLpZIUbIFxGr5EuElo3O3rjOsmIEFYcb2rQUHElJBPb4VXmOt0+2323Xyw4VjdrMByQ6pmOw6RILzam3Ata3C4E8VHSUKSlJ7gCs6H6Q1+tjtqVacUsUJmzMXCPFZbD6khEwIDnIqcKlEeGCCT8T5jQDCmrsx+nP9oupm7LlSitBAdNgVmzozMbWIz6sQWZwQ0la/R6st/csTNj6oQZLmUxpDtmSu3PN+M4wVJdS5v8A2YCkKSCd7I8qhm+iLxwGPm7t+cDcq3rnoLVudejNlKuIjuPt78N0+elJCdeZFRuM9Y8gxaVh8uFbbe6vDG5bcMOpWQ8JDi3F+JpQ8i4da12A8698d61XbFrEu12XF7DGmuW1y1LubTDiH3GFnZ5oSsNLX8OakFXl37Cly1Q0L+HP9Giumfs9MSCuXlOUu2dgcssuA5c5ukADgMzneddUpSr8cdClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBCo68EByBv7Wjt/A1I15vR2ZHDxmwrw1Bad/BQ+NIQ4iSUsIWFGPSlKUsRwpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBCvREeQ42p1thxaEb5KSkkD95rzrqrpY77K9DjN5zY0qS5KaUfwWG2j/YagqJ/QJCmdyB4xt4Dg4xmdMlKXlCELWSz+6HbUa8Y5Vr0ZjvyCUsMuOEeYQknX5V1t006F41Z+gGQX/MbHBl5FcLNKu0dEhlK3oLIZX4BST3STx577dyB5pNYXRZtjol6PuQ9XbnpF1yAeBa0duWhtDIG/msrWdb9xAPwIquqvSyujDkEAcyY3JGxFSFyTWTAhC5apqizlCU8Q4uXAZ9/KOf8AHOlua5VjN2zG02tBs9kQ8uZKdfQgILbYWpASTyKuJGgB3J151Uq7SwvGsYiei3brDn2VHHWsykesOSnUArcU474jYHz5IbSrZ+BrSXUn0eJGC9U8dwKFeHLhEyRxkR5HhAOtpU5wc5JB0eI97fbY/dRIrUrWpK7MS3cNbwmL7Hz6Ojp6mmBVmSgrdSXSqYeqMuoDNc6k8oouYdLM9wG3W265djz9ujXVPKMpxSdk6B4qSDtCtEHioA/kaqldL9XOnnULqD1ftPSCNns3JfZdubfkSp7DbSIAUTyK/DSOZ4eEeR2pRUBv5QWf9FuiWE2W8No6yqnZFamVpFvaZQfElAaDfY9hy7HuSkb+I1TpVYkpSF3UeAOm6IsS2UnonT10iSmTKOV5i0AlSQ6gGLKIL2S/DWNX2HplmWR4tc82ttsT7EtAX61MddShCVJAJSATsnSk+Q+Iqq12riGJYdaPRbs2JZpl7WMpzBQlOSwobcW654iU6V2/2SG0q+A0a5068dHH+jGWsWNNyNwgzoolRJCkcFa5FKkKHlyBG+3bSh+ICU9YJ0xUs8S3MCFx3ZObhdBJrZQdJQgzOsCUqW5Ay6gM1yLnfGtaVsTot0avHWK/vwYstNvtdubD1xnrTySyg74pA2NqVxVrv2AJ+GjsDKvRswt3AbxmvSzqSMj9g7XMZLSdFKRtQCk+RCdqHYggfxqaZVypa+jUb/fR4zKPZjE6+kNbIluhlEOQCoJ94pSS6m3sOWsc90revS70esYybpq51R6g52cdtKpKmGVIaSocUrDfJRJ8y4SkJA+G99+2B1r9HwdOY2PXvEb45kNoyRSWojiWgFl1aQpoJCT74cSSU6+R+YpBWSjM6J76cnHOHTNlcUl0IxBUsZMqVe8kqyqLJVlfMxO9o0zSulLN6K+GQJVoxnqH1PTbcrvSEuM2qIyFlAVvSST5n3T37DYIG9bOj+ouGSOnua3bDpMtMpVsf8IPJGg4kgFKtfDsR2pZVVKnKyoP5yiLEtnMRwmQKmqQAknL7ySQpnZQBJSWuxj3wnpbnfURi4SsPsDtwataQqSsLQgJ2CQkFRGyQk9hVUroHp1aMqw/0dMm6kWnqBcLOzOeMUW5hpopkHkloKC1pKkK99ey2QSEjv2GsiP6NnT/ABjFLHfOrPU9Vhl35vxo8dmOFoSnilXEq77ICk7PYAnXfzMXriUqVmNnYMC+l41DspPqKaQqmSQso6RZWpCUBKlMhi9nbRVydA0c7V+kIW4eKEFR+QG6l8xtlhs+T3G14xeVXa1xni3GmlAT4yR/W0PhvddRej7j2JWb0d75fMxucWyt5JIkwk3R5geIw2tHgjgrW/PmR+JNST6kSJYmM7t5xn4Js/MxiumUWcIyJUoqsR1ebgMSwd23xypj9gu+U3mJj1ghql3Cc54UdlKgkrVretkgDsD5msrMMRvWC5BIxjIWmmrhECC8226lwIKkhQBKe2wCN10V6N/T7FmPSDuMjD749e7FjFt8Zq5FKQh6Q8hKQnQ8gAt0fvaNefV3opjGd2DK+uGAdQkXxbEl2VMZDSQ0AkJUtCVbBCktqSe476+ZqA1yRPyH3WG46nR+EbCdjJ8zB1VkvrTgtdgpLFEsdZSe11t6SQw5xy/Stz9PegdoueFp6kdUc0bxSwSnPCgbb5PSld/eAPkPdOgASdE9gATH9eOikTpK9ZJtmv6rtab9HU9GecbCFgp4k7APcELSQdDzqwKqUqZ0QN/K3OMSbs3iUmh9ozENLABNxmAUWSopfMAToSLxqkAqIABJPkBX6cadZVwebWhXnpQINbn9F7HMSy3KplhyDFrpdJq0syIMqGtCE24tr2p9ZUtPYEp7e9vy4k6rYPpaQsHesrOYQLHcrjc8mejqhX5LqFREtNo16ulIXtJ1s6KNkk+8daEa6wIniQ35+P4ReptlZlTgq8ZE1ICX6rF7ODu1fKBqOsHINjypSulJXoy9LcQtdrc6ldYFWa43OMJKWPVUp90gbABJPYnRPz+FVjCugWPTcVPUTqRm30Vxuc8pu0h1CVypSNnSykbAGh5DZOiew0SorpJGYO3cb93GI5mx+KypokrSkKIJIzo6oDXXdki4bMzvaNJUrdPVH0b7lieVYvYsIuasgYy9pSratSUtrKkBJXy76CAlxCuXbtv5d75a/RJ6di9MYReurhVla2fGegQ2EngOPLyPcDj397RIIOhsUiq+QlIU+t9IdJ2MxifULpxLAKCEklSQMygCACSyiQQQA9iI5qx+wXjKbzEx6wQVzLhOc8JhhBAK1efmSABoEkk6AFZuX4ZfcIyJ7Fb8w2m5RkoLzLLgd4FSQoJJT23oj866C9G/prCsHpG3+I1PFwjYazJDUo6Rtxf9ECUgkdkqdB7+YrN6KSsR6o9V8sye8WG9P3hq+pvUK7NOIQ1bojKleE25tQJCkjgpISrkkDy1yqOZWlKlFIdIAPzOnlGjQ7ICpp5MuavJPmzVoG9OWWOtoC6s1hfK2pAvHKrjbjSy26hSFDzSoaIr4ASQANk9hXRnpa2fCbY9CudpsV2VeMhlrupvj7yVR5kZaP8AZtgKJHAltIBQnQB+tsGtcejxi5y3rLjFsU3yZZl+vP7RySG2El0hXyCigJ381Cp5dSFyOnIYN9Ixq3Z6bSYwnB0rClKUlII/xEM4PIgm5HAkXijpsd6VHMpNnnFhPm4I6+A/jrVfm1Wi5Xy6RrLaYbkqdMdSwwwge8tZOgP/APvYfGv6EXC+9eF9Ym7XacbtzeCMuNCRNlcQpTXAKcWkhXLlslIHEjY79u45/nWqxdUfSy8Lplc3LSxH1JdukBoKSJDLW1upSRx0V8UHY4qOz35d6snEDMfMAAzu7tyMdJiew0uhVLTJmqUpU0SsqkZCripDqIKeZYc40Zm2A5Z07vSMfy+0qgznGEyUN80r5tqJAUCkkHulQ/eDVfUlSVFKgQQdEHzFdldHba9fuu2f5Nmd9ORsYrGFtTcJrLSUJ0sk/wBGlISjj4S/qgf1via1XmXSTHs/6kQbb0qzxvKLlkcqZPu76m/DZgJK0rKzxHkStfYd/dAHnUkqtBVkmbgCTdtH+XzijiGx60yBV0JcLmKQlCinOQFZAbHrEq7IIADktGiKVv7N+iPRHCrVdmH+tJlZFao69wGmUf0klKezegTr3uxG9jv8RWVj3owYzbcetF06vdQ04xcL8R6jbw2kuDetJVy/re8nYA0knRO6k9ek5c1/A37ooDY/FDOMgBJIDqOdDJuzKVmYEmwBLndHPASpRCUpJJOgAO5NWnNumGc9Omre9mNhdtybo2XIxWpKuWtckniTpQ5J2D371dct6AXPEetVj6YN3Ncti9vx1xZjbYDiYy3CFrKN65ICFk/A8d/HVX3qF07yTqb1+gdJLv1HuV5btVtD0ma/DbSYYKPEKeDYSklQLI5nZJWN71SKq05klJGViTq7RLI2Wqehny58pXTCYiUgApy5zchTlz1bgptvJaOY6zbXZbxfJAh2W0zLg+ryaisLdWf4JBNdHXD0VMBuVlyR3AuqS7ndsaQ561GdYTwQ4gKJbWU90k8FDY3ojyNVH0ec36xxw7086SW+AXJ8wTpc2RH5+AjihG1qJ4pQAn5Ekkgd6PXErQVStRq9oYnZefSVsqmxJwmY+Uy8swqILMGUzvYubRpmZCm26S5CuER6LIaJS4082ULQfkUnuDSugfTKyzG7/lVltNskw5t2s8RTN1lxR7vikghrff6pCjrZ1y0aVNTzTOlCYoM8ZeO4dLwnEJtFKmdIlBbN8tNTcaG+ojneuzvRahY7kno/3qz5Q4lNpi3Vb04qWEp8NsNPEKJ8kkJ7/hvy864xr0Q+82hTaHlpQr6yQogH94plVTmpl5AWu8WtmscGz9YapUrpAUqSUksCFcbG3LfHYnQ/qevrD1mzu3TWymyXWxmPDYHuhqIy4lpKQD5FSX1KP4n5aFUH0n8uh5Dlti6KYYlLFoxtTUEJSSUKlK4oA+ZDadJ35lRX+BPPDbrrKuTLq0HWtpUQdV8K1lfMqPLe9777qFFAmXO6VJ0FhzZnjUqttKmtws4dOQ6lLJWt7lJVmKBawzX15M0dg9frU1fuo3SjoZam1ot8JLK5DbLoADAKUdgfJTbLDpBPwXViums59MS3W1JDkbBrMZT6VDjp5aQRxI8+77J/gquHi++pwPF5wuDyWVHY/jX0SZKXC6mQ4FqGioLOyP31GMOISE5tARpvOp1i8duZaqhc80/vzZayM3wykshHu7jd/k2+Ox+iWc2m/ekN1JMq5IYl3UmLbluOAlaWVlvSD5HsEkD5fPvWj+oPo2dRMEcgSrwq3ym7zdm7ZFTDfU44t10ngdFIAB1rufMitSJUpCgtCilQOwQdEVkyrrc5qkLm3GVIU3rgXXlLKdeWtntUyKVcmZmlqsQAQ3C0ZlZtLT4pQimrpBUtKlqSoLb+YrMpxlL8tI66672yNfur/SrpGz4b0S3IadebW3sKa5JBCtfAoYI/Ddav9MjJxfusb1taWCzYoLEEcV7BWdurOvgduBJ/7ArR5kyC4Hi+4XB2Cio7H8a/K1rcUVrUVKPmSdk0SKPoVJUS+UEfMm5hcZ2sOKyaiUmVk6aYlROZ2ShOVKNBpq/lHVHowxk5Z0Pz/p7YbrGi5DclvBtDqtEtOR0oBPb6pKVpJGyne9dxvJftDfozdBMjx3JL5CeynL1LZZhxl+IEoUjwyRsA6COZKiNbIA763yjHkyYjqX4khxl1PdK21lKh+4ikmVKmOl+XJdfcV3K3FlSj/E01VEVTCc3VJBIbhz4RPI2vl09FLlpkfx5ctUtK81glTucre8xId23tujqTrhbX8d6HdLuk7IDM26usOvNrQUrS5w94ED5Lf0fxFWnrDlOM4f1e6Q4Vcw2xZMaSh93bg8JpSkhmOpW/INFoK2fIK3XGLkmQ6pK3X3FqT3SVKJI/dX5ccceVzdcUtXltR2aaKDTMrtbt6t/yiSbtteYZEjLm6EB1OyZLHKeqHzEOdOF4/oV1Ctubwb1ccz6edPMKlTFRRIayCfKU5I4oaAIS2EbB4ghJSviRrfmRXAV+vt1ya8zMgvktUqfPeU/IeUACtZ8zodh+4V5i7XURvUhc5fq4O/C8ZXDf/Z3qsSpKOk9WBcv+d5ijtTtONoVpMtCkJcqKcwKXO8AJTfW5dRfWOs+rmPzrJ0Q6WdE7ePCu2RSWC629rihwgLdClD6oS9IT3/ZSflWx+nmJdRY2NzsH9IK341dMUtsVPqlxdkJUv3dABWwOwTy0s8VAjXvb2OCVyJDhSXH3FFHdJKieP7vlXu/drrJYRFk3OW6y2NIbW8pSUj8AToVCvD1KRkzDUl2u5O69o16bbinkViqs06mCEoSjpBlyJS2VYKDmDurc2nOPbImrQzkFzZsDqnbW3MeTCWre1sBZDZO9HZTr4V2BdOmN46m+jFgmK9NLhbylCI0qcH5JSgrLalPJJAPvJfWfd+Gq4urIZuE+M0piPNkNNr+shDqkpV+8A96s1FOqaE5VMUl73jn8DxyRhiqhNRJzonJKSEqykAkGxZVrMzR1D0Tgv9NegXU3L5BQ1PU6/a2nUKKFc20eGClR1vTjpI18Qa84rn+jj0KnltFbU3M5ihsEKBDqwlX7gY7BH71Vy8X3ygtF5woJ2U8jon91fFPPLQGlurUhPkkqJA/hURoipWZStVA6cNBGhK2uTTyEyJMlsslcpPW0K1Opfu6tZvm8f0ChsxM26U4TOwjCMayxiBAZaRGu03giEtLKEEceC0qUkpKVA6I12PeuSfSGyPqFduocmzdRHrcmZZENx2otsBESOhbaXAG+XvHYUNlXffbyAFa5iXO5W8LEC4SYwWNKDLqkch8jo968FrW6orcWpaj5lR2TRTUXq6yol9W43+f6Q7aDbA45Rop0yzLV1czKGVWUMLBIJuxGZRyswj3t1zuNolouFqnPw5LYUEPMOFCwFApI2O+iCQfmCRVu6WWm49QeomI4dPlvyoQntoDDj6uLUYLLr4Rv6u0hZ7eZNUiv0hxbSgttakKHkUnRFXFozAtY8Y5OkqfV5qFTAVIBBKXYEOCRv1Ybju4RvX0y8mF66vuWZpai1YYLEUg64+ItPiqI/g4gH8UmujosZGZdLMKuGG4TjOWiDb2Gkt3aXwRDcDKEq93goKIIIUDo9u3nX8/FrW4orcWpSj5lR2TWREulzgJWiDcZUdLg0sNPKQFD5HR71RmUGaUiWktl8/OOyoNtjT4jV1s+VmFRuBDpYulipKgWFrp4G0dX4JmeVv8ApXezOq1ytbdwt8By3w2YKiiGytxtDgQ1z94kg/HuT28gKvvR3ovkeE9YMuzzLbnAkO3kSE28NPcnHGnH0uLWpJA464tp7b8yPlvgtTrinPFU4or2DyJ77/fWQ9dLnIWl2RcZTq0p4BS3lKIT8gSfL8KbMw9SgyFMCADbhwvFig25k06hMqqdUxSJqpiSZmmYMyuqcxAFjbu3R1d6Ljdwv9g6quplxWsvuzjiVsyU+H4S1JdPJWu4SXFqBA8uIrlSLcLnZJMkW64vxnHG3Yjy2HFI8RpQKVoOtbSoeYNYzcmQy4Xmn3EOHzUlRBP8a8/OrUqn6Na1EuFN5Bo5rEcc9fo6WmSgpVJz9bM+bMrM+gY8S5flGXPutzunq/tK4SJQiMojMB5wrDTSRpKE7+qkfIdq6T9BbH/WcryPJ1IBECC3DQrlr3nl8iNfua865hr0akSGN+A+43vz4KI3+VOqJPTyjKSWeIsBxcYRicrEZyOkyF2dnLEC7HTXTdHcnT3COs+C51Nzvqt1Pgt46oSHn46ri4tkqWSUpCXEpS2E+Y15a0Kr/Qu6Y3Iz3q31vt8LhaoaHUxQ2eJca7uunifIr8JtQ+RURXHrsyW+ni/KecHyWskf21+EPOoQptDq0pX9ZIUQD++qfs8qCsyrkAWDBge+OpTt1LkTJHQU5KJSlLGeYVqK1JKQcxTYB3ygXO+OuPRxhXDN+hvUaLaZkQ5ZkFwlIdded4KUHGG+K1FPcDkt4g61vdYfo1Yq90f603nB8zmwGbxPsqBFWy8VIUVOJV4YJA2ogA6/6vxrlaLNmQnPFhS3o6/2mnCg/mK/K5D7jvjrecU5vfMqJV+dPVRKV0ic1lcrxVp9sJMj1Kd0BM2ns+bqqBJJtlsovq5Yh2Mbrz3oXlHSW/wc/wA9VbZ2Pu5Iyh8MOKdcdbUtTqipBSBooQoEb8yB8d1vjrJ0WvnV/qTi+d2nIrYMUhQWC88qQVaCXluqW2ke6eSVIHLkPq9/IVxDKudynJSmdcJMgIACQ66pYSB8Bs9qJudyRFMFFwkpjE7LIdUEE/PjvVC6ScvKrOMwcabj84Sm2mwylTPphSKMmYUKymZfMkk3Vlukvo1uMdp2LIbF1U9K4XeyOtSrdhdjcYTKSo8HXeZSVIPkQC8ob8iEkjY0aiuhl5YkZp1f653JBfRCLzMcl3avAQVOFsHyI4tMJB/CuO23nmSS06tBI0eKiN0S86hCm0OrShX1khRAP7xTThwylIVZgPkC58Ysy9vFpnIqJkh1CZMmG7AqUnKm2U+4NNX5R1R0XlysR9HTqR1Vu77pm3515pt11PIPL14aF9v2n31g/wDZqvYjD6g9P/Rju2YY7fLBAh39/bq0tui5cfEDPFDwWEg+6rSeJIClEEE1zz474a8APL8M/wBTkePnvyr6ZUkxxEMh0sJUVhrmeAUfjry3UhoySSTqoHTcN37xnJ2qCZcqWmWR0clctJCyDnWSVTHbe/u/9UeaiVEqUSSTsk/GlfKVejj4wJD95Q+RHhMONb7Eu6P8a/JkX3Q1b42zv/lj279vhUjSkbnEwmhmyDz+8RxfvujqDF3+Lx/wr6p6++SYMb5k+Mf8P31Notz/AIAlyXGYkYjl40hwIBTyAJSn6zmie4QFHWzrsaumUdGsgxCLlUq83qypGGqhIuqUOvEtqlkBgJJbCVbJAJ3ofEgd6ClQbW+niB9SB8xGnTYXXViDNkU5Ukb2PAnjewJ+RjV/j30b/wBQjH/vj/hQP30jvAjg6/574/lUs7HW0kOc2nWitSEvMupdaWUnR4rQSlX8CfMV5UNzjPmKVKUUTJYBG4gg/WI5Mi+nZNvjD5Dxj/hTxr8OW4MVXy4vHv8AmKkaUNzhnSjsDz+8R3jX0DvBjE//AFj8/wB1C/ffsEU/98f8KkaUNzg6Ydgef3iOU/fh5QYx1/8AOPf+ynj309/UYqR5aLxJ/f5VI0obnB0w7A8/vEd498PI+oxgAOwLp7nt+H76+KfvwG0wIx7+XjHy/KpKlDc4OmHYHn94jvWL593x/P8A57/KvvjX3X/EYu//AKx1/dUhShucHSjsDz+8Rxfv3fUGL5dv6Y/4V8Ei/g97fGP/AHx/wqSpQ3ODph2B5/eI7xr6E6MGMpX4PED+6nj30a3BjH5/0xH/ALVI0obnB0w7A8/vEcX76D/xCMRv/nj/AIV8L9/BH+oRlD46eP8AhUlSjLzg6Ydgef3iND9/3/xGNr/6x/wr6H76e5gRx8h4x/wqRpQ3ODpk9gef3iOD9+HnBinv/wA8f8K+eNfiO0KKD3/5U/w+FSVKG5wdMOwPP7xG+PfyNC3xgdeZeOv7q+l++HQEGMPmfGP+FSNKMvODph2B5/eI8v3zv/qMb+cf8K+JkX0jvb44IH/PeZ/KpGlDc4OmHYHn94jg/fdncCN/OP8Ah/Gnj34HXqMU9/MPH/CpGlDc4OmT2B5/eI0v38HtAjEd/J4/4V9S9fdkqgxdfLxjv+6pGlDc4OmHYHn94jg/fjsmDGHcaHjH8fjr91C/fu2oEX+cf8KkaUNzg6Ydgef3iOL1+12hRf5x/wAK+F+/67QIoP4vHv8A2VJUobnB0w7A8/vEcX75sD1CPr4nxv7u1fQ/fdd4EXy/54+f5VIUoy84OlHYHn94jg/fuJJgRd67f0x8/wAq+CRftkG3xvw08f8ACpKlGXnB0w7A8/vEcH755GBH7E7PjHv/AGUEi+ne7fGH/fH/AAqRpRl5wdMnsDz+8YDL16U8kPw46Wie5S6SQPypWfShojWoK0AHdCpCImJAhKvVxaDqOSmorKt8XXUgFRVr+qkKSSO2ypI8t1H1h5fcG47MBhtbhAh90q+Ci4vfH8PL+2tPCqeXUVITN90XPNt0a2CUiaupZQfKHb5gfrGzOi3SuD10n5TMyTMHbKzYYSbi/JTF8faCV8tp5DQSEk6H7gK3Nk9y6BdeF9QcGwrr5bmb/wBT3LX6s1KtrzaGnYSklLSC5wDinOOtA8hvsFeVa99BZ633NXVWHd55hwXMcQmTI478Bkh0LXr46Gz/AAqH6XYF6D+HdSrFmR9KT2jKs85mZEjSW0xWVSEKCm+ayjXHkASO3b4iqeO1xXWTQVqGQJyBIBA0Ve3aSDrH0BgNAmXRSilCTnJzlRIO9Nrj4VEaRyrnMzN/Rt6n3jB743DflWp4R7hGClKjS2ilK0rBGiNpKVJV2Unf7xW1rXdLff7RByGzqWq33Nn1iMpYPLjyKVJPYbUlaVoJA1yQddtVqb/4g9p6o4z6ROQXTqgxbEyMhCLjbHbY4tcR+CB4TJQV6VsJbCVAj6wURsEE/r0Wbo7cem89h6Wtz1O8uJbQUjigLabJ97zJJHkfLX41mIrunmJzG5F+9o5jb7Z2T7NXXISypRF95SSzHxBHz4mNv0rYXS/pUOpTLpjXNcd2FcI7c4cAUsQFpcU5JJJHZvw9EfHmmrNL9HWQxLcxuPeHpOSrTLkQ4KGNJkRmpqYyHASRrmnxXfwS3/1hUyqqUhWRRvHlFPs9iNXIFTJlug6Fxe7MA7kvZtY0vSt4Xj0dIdpuq7SMoekO3GS7HsCkRgBcQiD6wSO/b+kU2z+9RP8AVIqKzzoQcCxqRkdxvLykNwYPBJYABuTrq0PxCd+bSWnFE/HQHbYpqauSogA66RLO2YxSnQtcyWwQ+YuLMHO/hccQQ2ojUlK3fbelWJZhjOCW6PdHbZkd+s096MluFyYkPMSHzuQ7yBTyQkIHFKtcNn4A5136bYGz04n5Ld2XmrhDxOyToqoEcJQHZLrieawXAFrUUBKlHsEnYSTqmmslgtd3bzaJUbL1kxHSApy5czuOwJhB4EJIseI3RoKlbduHROxfTKL03s2XynciZuLduuYft5TFSS2pxbjLgUeQQEq91YSpX9UHvqYxvpDjjwGT47c/a1kl2y8tBN2gJQ61Kis8thCXCCDvaVb93Xcb7U41coB/0MMlbL4hNmFGUWLHrJLEEA6G+UqAVwcRoqlbkmdE8TgWlb0jL7ibjHx2JlL8dFvQW/UXFoQ6lCy4NupK+wIAPbv56sPVPp900aye6BUl3H8exRFvs6kW+1pXKkzJAcWFqJc04AhBUpaiFHukJPYlPXJbgB/Du+8P/qrXJlqmTCkENbMneFE3dgwQol78o56pW6bl0Ns+ER5M/LL+/Iei5GiyRWIsVKm5KlNoebW4VKBQlTajyA5EHsN+dTGS9BcdyjNLgxgt7dhNN5cuwzY0iGlpqJzDjiSxpwlxCUtlOiEknR0BR65K1e3FoX+qeJ5SMozuBlzJzXfc+5i/jpHP1K3Gjolikh9+8xM4cdx2FaJN1mJbbYduLHguBHhKabdUgFfIKSorA1vYGt1lO9IrNbrDe2oNyansvsY1LjTZELhIbbnqcPuDmQjtrkDvegN9t0vrcrcYjTsxiJ95IAufeSXZJVZjoQCx0exjSVK3h/wfsdmX2NZLNmU15TOUnFrkp+Alvg8W3XEuNaWrkjTSgeWjv4AVjW7oRj99Ysl9seYynLFNt1yuEx+RCQy+hEJaUL8JBc4nmpQ481J0O5+VHrkkXJ8j+boBsrihJCUAnkpJ3pB36AqAJ3b40xStur6RYLBj5DfLjnr7lms7dsdaXCjtSH1mYHdMuBLhQhxst6VpRHnrfYVi510ftON4JEzHH7/LvKOUdEt9plpcRKnUBWg424pTakqIQUupSST2+G1FVKUQkHXlEMzZ6vlylTSkMkEllJJYEpJYF2cG+9u6NWUrcNl6WQcnwzD7lImxbbFNuvl2ustmIVyTHiPpTrXLTq/eCUj3QAT56qkZ9iVsxl20zrDdnrhab9AFwhOSGPBfQjxFtqQ6gEpCgttQ2kkHsQacioQtWQa38v8AaIanBqqlkCoUBkISdQ7KCS7O7DMA7M9oqtKUqaMqFW7pJYrXk/UvHMfvUb1iDPntsvtcinmg+Y2NEfwqo1LYpktww7I7flFqQyqZbH0yGQ8kqQVDy5AEEj+NNmAlBCdWi1QTJUmrlTJ4dAUkkauAQ9t9o6Nu/R7BI98gwL/hUXG3Xcvi2u2x2buqQq8QFvFLilN81Ka0gJPLY7q1oHz11bfR5v2QW1V2t0zwVTvXHrbHMJ9bCmmHFoKXZIHhsqUW1BIUTvXcp2N0GLmt3iZ2jqG03G9qIuhu4SUHwfHLvia473x5fDe9fGp+H1pyiJZBZlWqwyVMpkIiTZEHxJMNDylKWlpRVoDktZHJKiCo6qj0NTLHUU/5zeOvViuAVqyaqRlAzNlYE+6xJSEh2zADKwtme5Ocz0OuUrApObRL3zES3oubrblukMxyypQSUokOJCHHEk9wkFOv6xqUvPo2ZJb75acct13ROnXSSIyV+oPtxT/RqdW41I4lDyEoSonRC+2gk1ETevuYzrY/b3rZY0vSrU1ZnpyIixIXHbKSgb58UkFAPupAPxB0Nfp/0gM3JirtkOzWpca4t3RSoMVSA/IQ2pva0lZSElK1hSEBKTzVsd6VqviN/CIek2YCQFJVolyMz2JzMCogEhtSQLs++M6jdKrn0+h2y6OyXpEG6KeabVIguw3m3GuPJK2nRyAPLaVeShs9u4r26v4xZMXl4s1ZIfq6bji8C4yRzUrm+5z5q7k63odh2qHzTPrhm3qbcizWa1x4XiKbj2yJ4KCtwgrWokqUonQHc6AHYDZ3P3Hrdd7xYY9iu2FYdNMS2JtUedItZXLaZSgpSUuFfZQ2SDrQPfVSgTxlKrkO+7uihNmYQs1EuT1EnJkJBUxHvAHUAnR92sbpn+jrgd6yrP8AGbUiPZG7RIsKYcuRKXxitPo5P65K0tS/JIV/WIA1VPxrDcEuPUXNbNKwCLAhYralCPDvV2XEC3m5DTZekSOXFJUFqPb3O6db8zQsn645nlackTcWbc0cpXAcmqYZWgoVEGmi2Ss8fLvve/hqstHX7LFXVd6uNixy5ypNnRZZqpsJTqZzKFIUlbyeYC3NoT72h+7y1WEipCbncN/IP4sfwx0U7GtnlzwqTKCQFKJ6iSFAqmlIZi2UKQeB0PupiM6nwcejZVDg2q3WG0xFMNl5VnvBuzA5LUCsuAn3gB3QO+tfOtq5b0U6ZWT/AEkRG7oYLGPPWgR5sgOuqgh9ZDqOKf8Aakjjrtr3h3Gia0fmGXfS+YxM+jNgsvgN+H4VnherNr775KTs7P41ZMr65ZfmNvvUC6wbO39IGoTdwejRS24+qKtS23DpWuZ5aUdaISkADVTKlTiEBJbjfmO/c8Y9NiOFS11Kp8sKKro6tv5cxLWy5espBsBo9iBFoe9H66MJcxddxsCZn0pRZk3N1x5skLhCQgaPu8SFDtx5czoEiqF1H6fyOnt0j29+XJf9YbU4n1m3PQ3E6UU90uDSgSCQpClJI+IPap2X1/zeZMXMkQrKsuXZu8ONrhlxtbqIqY3ApWogoLaRseezsEHWq9m/Ua9Z0xaoVwhwIUKysrYhxYSFpbbStZWo++tSiST89AAAAUslNSFDpDbfDMTnYDMplpo0kTAeqSDo++7aO5LnQcxVaUpVyOUhSlKIIVV+qK5jNttl4bcK2koVCc0APBKVFaQdfBQWdE9yULH9WrRX4ksMTYMm2TGUvRZjfhvNK8lDewQfgQQCCP7tgzyJ6qdedMbGB4gjDasTJvuGx7uPyi6egHOhXT/S9YZF6t1vkXjGhCiLnyktIU654yRsn4AqG9AnVUNf/wAMnq+ia+9m3VHpzYLTb+AuM32o46qGlZ90qQptABVvtyUnfatE9Q+iudQ5sqfh0Z7IYKljwWYnedokJQjwN83FbI7NBfxJ0BXYXpVWHJcisHpj2+wWSfcH7hJwNUBuNHU4ZKW3G1PKbAHvBCQSojskAk6Arn8TqZgqFLln3uXBhH0vgc2iraJK5agpKd4Vxc34fOOY/wD4mnpCYH1a6h4rhnS+8t3yx9PbQq1e12tqTNkqKQ4UOH/aIAabAUNgqKyCQQayPRnxG4Yp0oiSLmpxt/IJLl19VUNeEyQG2iQQCFLSjn5kFC2zvZIFB6T+irOt96RkPVkxVNxipTVljSUveK4CNeM62Sjw9bOkKJVoAlI3XSalFaiohI38EpCQPwAHYD5AdhTcNpFhQmrsBp94899JG11JUUpwmhUFlRBWQXAAuEvoS4D8GbWJWw5ZkOMN3Fmw3R2Gi7RFwZiUa06yrzSd/wB471LDqt1AGUR8z+ksn2zFjCG3K0nkGQgp4ka0ex+I/HzqpUrYMtBLkCPHJdfVSUhEuYoAFwASACLgjmDeLI71FzV5+wyncglKexkBNrWSOUcBXLsfj31577dvKsh/qrn8pUUy8kkviHdF3lhLoSpKJaztTgBGvPvx8u57d6qdKOiR2RDhiNYHaaq7fEdzNv3MPAcIuELq31At1nasULIFtRI8d6KwEst+Iw28oqdDbnHkjmSeRSQSND4CvJPVDN0wn7abzziybWzZnGXGG1oVEaKi0jSknukqUQr6wJ86qlKToZfZHhC+061gOmVYMOsdGZtdGt3Wi4XDq31CufqSpWSPeLAkNS23220IeW+2OLbrjiQFOLSCQFLJIBNfZnVvP5stuY5fA2pqLJhtoYjtNNIbkDT+kJSEgr0OStbJ77qnUo6GWPhHhDji1ep3nru3xHdpv3RYpHUHL5RdU/eXFl60JsK/cT3gpUlSWvLyBSk78+3nWfG6udQI14uN8TfS5JuxbVND0dp1p5TevDUptSSjkkgFKtbB7iqdSl6KWbZRDU4lWJVmTNU+vvHmOPM+J4xYp3UHMbnFMO431+U2bmbwrxdKUqYRrxSSNk67a8vwqSuXWLqNdJEWXJyRxL8Ob7SbdZZbaWqVopDqyhIK1BJKQVb0k68qpdKTopZ+EQDE61LtOVdn6xu2m/dujZuKda7pEyX2tmBmTYfs9+3NMW1bcMRkOkKUptoILKtkbUlaCFEgneq8M76zXzJr1JlWR6XBgvsW5haJDiHnpBhA+C66oJA57UpR4gDZ8q1zSm+rSgrO14tKx7EVU/qxmnK7vvJZrq10JGultItUXqjnUKe7c41+cRJeuwvi3PDR3mhK0h3y1vi4sa8u/lX4tPUrNbHHtcS13txhizpkIitcEqQEPnbyFJIIWlR80q2KrFKf0Us/CIqDEaxJcTVf5jxB48QD3gHdFjvHUPL78zPjXO7qdYuXqofaS0hCOMYKDCUJSAEJQFqASnQ71nS+rmfzWGGJF934Lsd9TiY7SXH1sa8EvLCQp7hxHELJA1VOpR0UvsjwhfaVa5PSqvr1je5PHiSfmeJi2tdVc/jy4U5jInm3beuWtji2gJHrS+b6VJ1pSVqOykgj5ConJsrv2Xz0XG/zvWHWWUx2UpbS22yyn6rbaEAJQkbOgABURSgS0JLgB4ZMrqqcjopkxRTaxJIsGFuQAHcIUpSnxVhXTeBxsYtPSPp9fbvMwu2RZE64m8LvNrbkSJ8ZuRooaV4al8kpKgNEH3k+eq5kqUm5PfbjYbbjE24KdtloW85CjlCQGVOqCnCCBs7IB7k/hUFRJM4BILX/AEMbeB4rLwlc2atGYqSyeD50KuxBZkkW1dtCY3djvRjp5n82TPtxvdsiX6VdF2FxUmIywlqOFKSEMOKMiQNAb4pQEDYJOiajrZ0Rw1VsiwrpNyFd6lYm9lQkRw0mCEBlTjbPvIKtjSQpW9b2AB51QMd6wdSMUtMex2DKZEWDFW44y14Ta/DK/rgFSSQk+ZTviT31urNaOvk2yYGrEYNllokqt8m2+P7YeMXw3wQtz1UgpDmlEghQSD3473usuVVJ91Tjd56+UdBTYjs9OAM+VlUASolNieqcqQknfmYqZgQO6SyrojiWOYnNcOUOfSK22uPdXErmRSzIS6lCiyiOk+O2QHBpxXuq4nsNio3o30qxrO4rUnJnLtHbnXVFojSGJkOKwh0oSrzfJW+v3h/RNo3oj3ve7VCb1R6gXHFm8Km5TMdszSUoTGUU90JO0oUvXNSB8EkkDQ0Owr7ivVHPsIgOWvFskfgRXZAlFpKELCXgAOaSpJKFEAAlOtgAHYFSdFUdGU5rv+boz/aGB+vy53QKEoJulg5PzUxDWzWJ1Z42vbfR/wAGS/j1hvF8vpu2SPXuFHdjBkR2XoLigHFpUORSoJHug73/AFhWNi/TjCcdTAZugudwv11wu4X8FbDS7c2hcJ8to0RzDiCkK8TeuQSABvY1qrqz1CVcrddlZG4ZVpfmSITngNDwXJRJkEDjo8yT2OwPhqv3A6vdSbZjoxSFlstFpDbrIjFKFJ8JxKkrb2Uk8CFq93egdEAEAhipFQQ2bX9+XdFxGM4DLmBaKYjKzFgdBL1BXqVBZe7Aix3Wbog/jkG3ZRPyG3GPxYjtR7+/ZBdIlqWpzZ8ZkpUB4gTxCtEj4CttT+n2Lv2LqHNypOMWeLLs2PTol6t1vU6wlDq3QZDTKU+Iz4pSAUJHxHwrm3EM8y7Apj0/Eb4/bnZDfhPBAStDqd7AUhYKVaPlsdvhWZc+qfUC8t3tq6ZNJkoyJLCLklxKCHksqKmkjt7iUknQRxHelm00xcwqSWFv05cu7lDcM2hw+joE09RKK1JCwzDK6kzACTmBN1B2CVAD3yyUjeTXTHE7plXSe32f1K52aPZ5F1uc9uH6smayw+TzdDgB7q4N/wBJ+0ATo1NwenVpZ6xwMqm4xY4FsyLFpk1UEMsTIcCew2EuhKW+aFBJCVjW/rKGu1c4J6nZymw/RlN9ULcIJtgZ8BrYilfiFoL48gCrue/fQ+Qr7Y+qOe43aWbHZcidjwo/rHhNeE2sNh9PF0JKkkgKHmAdb7+feo1Uk46K4jxc+Om7dFyVtNg6VJKqchihdgLKSEJygEuUsFXKndVwSHjpDEbDimRTem90k2/GckM2+zosi6W6zNw4qm0xHVJjux1IRyXyHMEt+SPPvVZcueMjqhj1tnT8RvVqZvbypUSHiPqSmEIQ4AlxamUh4e8fdBUCUg/I1pHHOpGbYlHiRMevrkNqBOVco6Q02vw5Kmi0Vjkk+aFFOvLv5bqdn+kD1euciDKm5gtx22yRMiqEOOktvBC0cuzY37rixo7Hf91J6nMCjdxff38ue5oVO1WHqkICpZSsKSoslwWCAQ/SJJfKT187vu1jXgGhqlANDQpWnHnsKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEKUpRBClKUQQpSlEEf//Z)
In 2017, a hard fork, which is an upgrade on the network, was proposed in order to allow the Bitcoin blockchain to scale further. This upgrade was known as Segwit2x, which was meant to increase Bitcoin’s block size from 1 megabyte to 2 megabytes. I feel Bitcoin SV stands a greater chance of reaching wider adaption due to superior stable protocol, payments, and smart contract capabilities.
Meanwhile, sCrypt is Solidity-like, whereas Solidity is JavaScript-like. Additionally, a game-changer is aBitcoin SV transpiler that converts Ethereum Solidity Smart contracts into Bitcoin SV scripts. Bitcoin SV is not competing with BTC but various smart contract blockchains such as Ethereum, Solana, Algorand, and more. However, many of the blockchains have scaling challenges or have sacrificed decentralisation or security to scale. Interestingly,compared to Ethereum account model, Bitcoin SV UTXO model showers it with scaling, security,and more benefits.