SVB · 154

FT: Circle previously banned Tether-backed crypto fund accounts, later supported by arbitration ruling

According to the Financial Times, according to the Financial Times, stablecoin issuer Circle blocked Tether-backed crypto fund Heka Funds at the end of 2023 due to suspicion that it manipulated the market through large-scale arbitrage operations and helped Tether expand its market share. Documents show that during the Bank of Silicon Valley (SVB) crisis in 2023, USDC once fell below the anchor price of $1. Heka continued to buy heavily discounted USDC and redeem dollar cash from Circle. Circle believes that Heka's redemption scale far exceeds that of other market participants, and doubts that the relevant funds will end up going to Tether to help it expand the size of the USDT market. The arbitration documents also revealed that Tether had invested around $800 million in Heka, accounting for about 75% of the fund's assets, and exempted stablecoin minting fees. The arbitrator found that Heka had not truthfully disclosed Tether's support relationship and knew that the information would raise Circle's concerns. In 2024, Heka filed an arbitration claim for approximately $49 million in lost profits due to the account being blocked. In February of this year, the arbitrators dismissed all of Heka's claims, found that it had acted in bad faith, and determined that it would pay Circle approximately $166,000 in attorneys' fees and expert fees. Heka denied market manipulation and said it has never been subject to regulatory scrutiny; Circle declined to comment, and Tether did not respond to media requests for comment.

38d ago
From Liberty Banks to Stablecoins: Money's Reputation Dilemma

From Liberty Banks to Stablecoins: Money's Reputation Dilemma

Source: Token Dispatch Author: Thejaswini M A Compiled by: Block Unicorn Original title: The quality of the currency depends on the issuer's reputation In 1840, a store owner placed a book of accounts under the counter. When you pay with banknotes, he takes out his books and checks how much your money was worth for the day. Ten dollar notes issued by the Bank of Cincinnati are not worth ten dollars everywhere. Maybe it's only worth nine dollars. Its value can vary widely. If the bank goes out of business and the news hasn't reached his county, it might even be worth nothing. The most famous book of this type comes from Philadelphia and is called “Bicknell Counterfeit Money Detector”. It's actually a currency price list, printed in order, because the value of one dollar changes according to the name printed on the banknote. Source: Library of Congress; printed $25 note with a bust of George Washington on the note. This is America between 1837 and 1863. Any bank with a state government license can print its own banknotes, and obtaining a license is also very easy. Michigan pioneered this in 1837, making it possible to open a bank with almost no conditions or approval from the legislature. Thousands of different banknotes circulate all over the country at the same time. Roughly one-third of the banknotes in circulation are completely counterfeit. Each note represents a gamble against the issuing bank. This system collapsed during the Civil War, when the government printed a unified dollar, partly to raise money for the war, but more importantly, trusting that 8,000 private banknotes had exhausted the country's funds. On June 22, the Senate passed the 21st Century Housing Pathways Act by an overwhelming majority (85 votes in favor and 5 against), and the House of Representatives passed the bill the next day. Hidden in this housing bill is a provision prohibiting the Federal Reserve from issuing a central bank digital currency (CBDC) until 2030. That's why we want to look back and unravel the specter of the Liberty Banking era. The dollar balance in your Venmo account is promised to you by the bank, and if the bank goes out of business, your money is at risk of being beyond the coverage of the Federal Deposit Insurance Corporation (FDIC). Central bank digital currencies (CBDCs), on the other hand, bypass banks and allow holders to directly hold national currencies in digital form. The Senate rejected this proposal for two reasons. The digital dollar issued by the government can track every penny you spend and can freeze your wallet at any time, just like the Chinese digital yuan. Second, banks are strongly opposed because funds directly held at the Federal Reserve will never enter their deposit accounts. They will lose the floating capital they need to survive. Now, even the people who wrote and signed seem unsure about what they want to sign. On June 24, just one hour before the signing ceremony began, Trump called off the ceremony and asked to pass a voter identification bill that had already been vetoed by the Senate. But it is likely that this ban will eventually become law. Well, the government won't issue digital dollars. At the same time, however, it handed over the work to a private company. This meant that the old ways of 1840 were back. Even after the GENIUS Act was signed in July 2025, the current regulatory focus is still mainly on the quality of reserves rather than strict entry barriers. More than a dozen companies are lining up to apply for concessions in order to issue their own dollars. Every fintech company wants to have its own branded currency. The current market size is approximately $312 billion. Tether's USDT and Circle's USDC account for about 80% of them. There are also PayPal's PYUSD, Ripple's RLUSD, and Paxos's white-label tokens for anyone in need. They all repeat what the Bank of Cincinnati said: Trust us, they're guaranteed. It's not 1840, and Kim Carey is still trying to prove she's not a clone of herself. We don't believe everything, do we? This is both a good thing and a bad thing. It is this distrust that motivates issuers to come up with evidence to prove their reliability, and at the same time make them expect the market to remain shallow, because a group of people who doubt everything but never verify any facts are the easiest group for you to hand over money to. An illegal bank claims that its notes are backed by silver in its treasury. However, so-called vaults are often just a bucket of nails, hidden deep in the woods and cannot be touched by any inspector. Stablecoins are...

45d ago章鱼烧#USDC #USDT #stablecoins

The probability that the Federal Reserve will keep interest rates unchanged in June reached 97.3%, and the probability in July was 84.8%

比推消息,据金十报道,CME “美联储观察”显示,美联储到 6 月维持利率不变的概率为 97.3%,累计加息 25 个基点的概率为 2.7%。到 7 月,维持利率不变的概率为 84.8%,累计加息 25 个基点的概率为 14.8%,累计加息 50 个基点的概率为 0.3%。预测事件卡片        美联储 6 月维持利率不变概率大于97%        小于97%      Powered by GUESSX编辑删除分类:politics美联储 6 月维持利率不变概率大于97%小于97%## 判定规则YES:FOMC 官方宣布的六月政策声明明确将联邦基金目标区间保持不变(无加息、无降息、无目标区间调整)。NO:FOMC 官方宣布对联邦基金目标区间进行调整(加息或降息,或以其他方式改变目标区间条款)。若声明仅改变前瞻指引或经济展望但未改变利率目标,仍记为 YES。## 判定依据- 官方数据来源:美国联邦储备系统(Federal Reserve)官方网站发布的 FOMC 声明/新闻稿,及其时序信息。- 判定以官方新闻稿对“联邦基金目标区间”是否有变动为准;若官方文本有多份版本,以最终正式文本为准。- 时间以发布的官方时刻为准,统一显示为 UTC+8。## 特殊情况- 如同日发布多份文本,请以最终版官方新闻稿为准。- 若声明中仅对前瞻指引、经济展望等进行修改而明确写明“保持利率不变”,仍视为 YES。- 如紧急/非常规公告导致同日出现多次文本,请以最终官方发布版本为判定依据。## 无效条件(Invalid)- 官方来源不可核验、链接跳转失败或文本缺失的情况。- 官方文本未明确涉及联邦基金目标区间的变动(仅提及其他非利率内容),此时市场应视为待定,暂停结算。- 非官方媒体报道、推特帖文等二级来源为唯一依据的情况。## 时间规则- 结果以官方 FOMC 声明/新闻稿的发布时间为准,统一标注为 UTC+8。- 如同日存在多版本文本,以最终正式官方新闻稿的发布时间为准。politics2026-05-30T20:552026-05-30T12:55:00.000Zdata:image/png;base64,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89d ago
Interpretation of 20,000 words | Stablecoins, the GENIUS Act, and the evolution of the US dollar financial structure

Interpretation of 20,000 words | Stablecoins, the GENIUS Act, and the evolution of the US dollar financial structure

Source: Galaxy Research Author: Galaxy Research Vice President Thaddeus Pinakiewicz Compiled and Sorted by: BitPushNews Regulated Digital Dollars: Bringing Stability to Ordinary People, Volatility to Emerging Markets, and Short-Term Treasury Buyers Summary If stablecoins are scaled under the GENIUS Act's reserves, they will create continued demand for short-term US Treasury bonds, gently reduce front-end yields, and expand the world Demand for dollars is fed directly into the US banking system. Galaxy Research's comprehensive model shows that most of the stablecoin growth will come from the offshore market, which means that foreign capital will flow into the US banking infrastructure at a rate significantly faster than any domestic deposit migration. The net effect, perhaps somewhat counterintuitive, would be to strengthen rather than destabilize the dollar system. We expect hundreds of billions of dollars of US domestic deposits to flow into stablecoin reserves, but trillions of dollars of foreign capital will enter the US banking system from overseas. We believe this will lead to a structural increase in demand for US Treasury bonds, which may reduce short-term treasury yields by 3-5 basis points, and save US taxpayers more than 3 billion US dollars a year. We predict that US credit creation will increase by 31 cents for every $1 stablecoin minted. Countries with weak institutions are most likely to be hurt by capital flows to GENIUS stablecoins. What needs to be clear: banks feel the pressure. Some low-cost deposits will migrate, marginal financing costs will rise, and net interest spreads for interest-sensitive business lines will be compressed. The likely outcome, however, is not a systemic credit contraction, but rather a redistribution of credit creation. Stablecoins don't destroy creditworthiness; they redistribute spreads on safe assets to different participants. Meanwhile, the US Treasury will gain a more structured buyer base in the most interest-sensitive part of the yield curve. And the dollar, which already dominates, will become easier to hold, transfer, and save globally. When holding US credit is as simple as downloading an app, domestic savings in vulnerable jurisdictions can become uneasy. These dynamics are likely to extend beyond the borders of the United States. Countries with weak monetary credibility, weak banking systems, or strict capital controls will face greater pressure. When holding US credit is as simple as downloading an app, domestic savings in vulnerable jurisdictions can become uneasy. GENIUS may not only strengthen the dollar system by improving it, but also strengthen the dollar system by reducing the competitiveness of other alternative systems. According to this article, the impact of the GENIUS Act goes far beyond the level of stablecoins returning to the US and being regulated. It relates to the evolution of the dollar's economic financing structure: bank profit margins are being reduced, the Treasury's issuance flexibility has increased, the US financial system has received imported capital, and the weaker sovereign system is facing stronger competitive pressure. The US is likely to benefit. Some banks sacrifice interest spreads. Some foreign banking systems lost deposits. Domestic and global consumers get more portable US credit claims. Background Since its enactment on July 18, 2025, the GENIUS Act has prompted both careful analysis and more heated comments. The government described it as a strategic policy to formally establish and include dollar-denominated stablecoins within the US for regulation, expand global demand for the US dollar, and create a more structured buyer base for short-term US treasury bills. In this interpretation, the bill addresses financial infrastructure issues rather than speculative technical issues — it is about who issues digital dollars, what collateral supports these digital dollars, and who ultimately finances the operations of the US government. Opposition has always been rather scattered. Much of the current banking industry's focus is on a narrower but significant issue: whether GENIUS compliant stablecoins should be allowed to pass interest (or rewards) to their holders. Banks believe that allowing interest-bearing stablecoins may encourage direct competition with demand deposits, which have long been a low-cost, sticky source of capital, supporting traditional loan businesses. Seen from this perspective, the core concern is financing stability: if deposits migrate to fully reserved, backed by US Treasury bonds, and in some form of benefit-sharing instruments, banks may face structurally higher financing costs or erosion of the deposit base. (GENIUS prohibits stablecoin issuers from sharing interest directly with holders, but allows exchanges to pay rewards for users to hold stablecoins on their platforms. Banks have been lobbying to ban such incentives in ongoing negotiations over the pending Clarity Act.) The numbers...

103d agoWendy#GENIUS Act #decentralizing #Treasury bonds #depths #stablecoins #compiling #USD #viewpoints #banks
The disappearance of 10-year funds

The disappearance of 10-year funds

Source: The Odin Times Author: Dan Gray Compiled and edited by: BitPushNews is a benchmark venture capital fund taught in business school courses and thousands of limited partnership agreements (LPAs), which usually lasts for ten years. Capital is collected and invested in the startup portfolio during the first three to five years; in the remaining five years, funds are recovered as these companies are sold or listed. The limited partner (LP) recovers the principal amount, and any returns the general partner (GP) manages to generate, then the fund is liquidated and closed. It was a textbook version of venture capital, but today, it's largely gone. In April 2026, Robert Bartlett and Paolo Ramella of Stanford Law School published a paper exploring the impact of extended liquidity periods on venture capital. The paper, “The Disappearance of the Ten-Year Fund” (The Disappearance of the Ten-Year Fund), uses quarterly cash flow, net asset value (NAV), and portfolio company-related data from PitchBook covering funds established between 1995 and 2014. Their study found that the ten-year period (which theoretically anchors fund accounting, performance reporting, fundraising cycles, and LP expectations) no longer corresponds to the underlying economic conditions of the venture capital market. “In the later stages of the fund's existence, unrealized net asset value (Unrealized NAV) rose sharply in all years of the fund, particularly in the venture capital sector. Many funds continue to allocate funds even after 20 years.” For funds from 2010 to 2014, the net asset value (NAV) reported by medium venture capital funds in year 10 still exceeded their total paid-up capital. When the vehicle should theoretically be finalized, such a large percentage of the fund's value was still unrealized. Bartlett and Ramella observed that the extension of the fund's term was not because modern funds were slower to convert net asset value into cash than their predecessors; there was no significant change in the speed of distribution after the liquidity incident. The core reason is that portfolio companies have been privatized for longer and have become larger. “Higher net asset values in the later stages mainly reflect greater value creation: portfolio companies holding these funds reached significant increases in valuation in the 10th year and showed more extreme 'right tail' (excess returns) results.” From a time value perspective, the impact of extended liquidity periods on venture capital performance is clearly negative. If significant amounts of value remain unrealized by year 10, then the medium-term internal rate of return (IRR) must mix actual allocations with valuation predictions. As the liquidity period lengthens, these indicators will drift downward unless the unrealized portion increases in value at an unusually rapid rate. This downward drift is systematic, more evident in venture capital than in private equity (PE), and has been more prominent in recent years of annual funds, where the late-stage net asset value of these funds expanded the most. “When evaluating managers (especially venture capital managers), investors should expect IRR to shrink even more when significant amounts of value remain in net asset value, even if the current medium-term IRR looks strong... These findings challenge the use of 10-year fund structures and interim performance indicators as reliable guides for measuring the exit timing, risk, and performance of private equity funds.” So if the ten-year structure is functionally inoperative, why is the industry still using it? Parkinson's Law industry practitioners have been vaguely aware of the current situation of extended deadlines for many years. In some ways, this is the same as Parkinson's Law: “Work automatically expands and takes up all available time.” In the context of venture capital, this can be rephrased as: “The foundation automatically expands to absorb all the capital available for management.” This reflects a shift in goals: from a fiduciary responsibility relationship that delivers the best results to a service relationship that manages large-scale capital to meet the large LP groups that need to allocate funds under the “venture capital” label. As a result, Silicon Valley Bank (SVB)'s “State of the Market Report for the First Half of 2026” describes a venture capital market that has split into two fundamentally separate industries, although they still operate within the same distribution pool. One end is a large-scale growth round of financing dominated by mega-funds (Mega-funds); the other end is shrinking, self...

110d agoWendy#AI #LP #VC #Fund #depths #Capital efficiency #venture capital
New York | CryptoAI Summit 2026: Singularity Reached? AI Agents, Crypto Assets, and On-Chain Autonomy

New York | CryptoAI Summit 2026: Singularity Reached? AI Agents, Crypto Assets, and On-Chain Autonomy

Following the successful hosting of the 2025 New York Summit, CryptoAI Summit 2026 will return to downtown New York on April 23. Early bird tickets are now available, on a first-come, first-served basis for a limited time. The summit was co-hosted by Bitpush and China Institute of America (China Institute of America) to conduct multi-dimensional discussions on cutting-edge topics such as AI, Crypto, and the deep integration of the two. This year's summit called “The Singularity is Here? The theme “Agents, Assets & Autonomy — When Code Takes Control” explores in depth what kind of future we are facing when AI agents own assets, execute transactions, and participate in governance. As topics such as “shrimp farming for all” and “one-person company” continue to heat up, the industry's focus is shifting from narrative to implementation. Can AI agents evolve from tools to autonomous participants on the chain? Can decentralized computing power networks break the monopoly of giants? How will the compliance path between stablecoins and RWA reshape financial infrastructure? This summit will be broken down one by one in three round tables. Guest lineup This summit brought together industry leaders from regulatory, traditional finance, cryptographic institutions, and academia: - David Hirsch|McGuireWoods Partner, Former US SEC Officer - Kathryn Zhao|OKX Institutional API Product Leader, Cornell University Professor - Seamon Chan|Palm Drive Capital Founding Partner - Dr. Tao Cheng | Former BlackRock/SVB Executive, Director of Golden Seeds - Ken Huang | AI Author, DistributedApps.ai CEO and Chief AI Officer (CAIO) - Susan Feng | Project Director of Huamei Association - Han Liu | BitFi Founder & CEO nbsp; - Chaz | Solayer Founding Engineer - Kelly Ye|Former Fidelity Digital Assets (Fidelity Digital Assets) Product Leader and Avenir Group Deputy CIO - Chad Liang|BitMart Executive Vice President More guests are being invited to confirm, so stay tuned. Summit Agenda 14:30 |Registration and Communication 15:00 |Opening Remarks 15:30 |Roundtable 1: AI Is Taking Over——And We're Taking It 16:15|Roundtable 2: Web 4.0 (Crypto + AI): Building the Autonomous Future 17:00 |Roundtable 3: Crypto's Next Phase: Stablecoins, On-Chain Markets & New Financial Infrastructure 18:00 |VIP Afterparty & Networking Organizer Introduction BitPush is focused on blockchain and crypto The media and event platform is dedicated to connecting Eastern and Western industry resources and promoting the exchange and implementation of cutting-edge technology. Through in-depth content, industry summits and community building, Bitpush continues to build an efficient communication bridge for developers, investment institutions and project parties. China Institute of America (Huamei Association) Huamei Association was founded in New York in 1926, composed of Chinese scholars such as Hu Shi and Guo Bingwen and American educators John Dewey, Bao...

151d agoWendy

Delphi Digital: Even if stablecoins have sufficient collateral, that doesn't mean they are immune to potential crowding

Comparing the news, Delphi Digital tweeted, “Tether and Circle are not foolproof systems. Just because they are secured by short-term treasury bonds and cash equivalents on a 1:1 ratio doesn't mean they are immune to potential crowding. The USDC de-anchoring incident already showed signs of this risk as early as the Bank of Silicon Valley (SVB) went bankrupt in early 2023. USDC was originally fully reserved, but when the Bank of Silicon Valley went out of business, part of the reserve was temporarily unavailable. This means that risk is only shifting upwards. In the traditional banking industry, payment risks are usually scattered among institutions. In a stablecoin system, payment channels may be deterministic and automated, but this means that settlement risks that were originally eliminated among participants are now concentrated at the issuer level. The system has not become risk-free, but has transformed into a vertically dependent structure. This is the root cause of concern that the concentration of issuers is beginning to cause concern.”

159d ago
Financial on-chain: A hypothetical picture of the major transformation of the US capital market

Financial on-chain: A hypothetical picture of the major transformation of the US capital market

Author: 0xLeoDeng, partner and head of investment at LK Ventures On December 4, SEC Chairman Paul Atkins was interviewed on the Fox Business program “Mornings with Maria” and proposed the vision of “the entire US financial market may migrate to the chain within 2 years” sounded so aggressive that it even sounds a bit like science fiction. But if we let go of questioning the timeline and extrapolate this as a serious future scenario: if this were to happen, how would the US economy be reshaped? This is not a simple technology upgrade, but a complete formatting of the underlying financial operating system. Here are the 7 levels of structural remodeling: 1. Market shape: A “light speed machine” that never sleeps is first perceived as a change in the heartbeat of the market. * Rapid capital turnover in the T+0 era. The traditional T+1/T+2 settlement cycle will be a thing of the past. The transaction is settled, and there is almost no money stranded. This means that the capital turnover ratio (Velocity of Money) will increase dramatically, and the cost of capital occupation for the entire economy will be structurally compressed. * The demise of the “closing bell.” The market will operate 7×24 hours a day, just like today's cryptocurrencies. This also means that there is no longer a physical barrier between the conduction of mood and fluctuations. The “close the door after the market, talk about it tomorrow” buffer period in the past has disappeared, and good news or black swans from anywhere in the world will directly impact asset prices at millisecond speed. * SEC regulation became a “real-time cruise.” On-chain means absolute transparency. Who is opening positions, who is shorting, and where liquidity is being exhausted, regulators no longer rely on lagging reports, but directly monitor on-chain data. For manipulators, this is a nightmare; for markets, this is the new fairness brought about by “embedded regulation.” 2. Banking industry: The impact on the commercial banking system from the “black box” to the “glass house” chain is far more profound than the exchange. * “Semi-disclosure” of balance sheets. When treasury bonds and credit assets are tokenized, regulation and the market can inspect banks' liquidity and collateral quality in real time. * Double edged sword effect: Risk of asset mismatch similar to SVB (Bank of Silicon Valley) is more likely to be forewarned; but on the other hand, in a highly transparent world, there is no resistance to the spread of fear, and “crowding” may occur more simply and fatally. * Everything can be collateralized (Collateralization): A company's accounts receivable, inventory, and even future cash flow can be turned into standardized on-chain collateral through smart contracts. Funding efficiency will be higher than ever before, but the focus of regulation must shift from a single “in-statement loan” to monitoring the intricate “programmable levers” in the chain. 3. Real economy: The “granular” revolution of capital This is probably an underestimated point — going up the chain will bring about “democratization of assets.” * “Micro IPOs” for SMEs. Just as internet advertising allows small businesses to reach users, on-chain finance gives small and medium-sized enterprises the opportunity to issue compliant “micro securities.” Financing is no longer the prerogative of giants; capillaries of capital will infiltrate more grassroots economies through blockchain. * Liquidity release for non-standard assets. An office building, a power plant, or even a patent right used to only be played by large organizations. In the future, they will be fractionalized (fractionalized), and global investors will be able to buy one-tenth of their share just like stocks. For the US, this means that its existing assets will receive a huge “liquidity premium” to attract active global capital injection. 4. Geopolitics: The “digital consolidation” of the US dollar's hegemony many people mistakenly think that “going up the chain” means decentralization and weakening national power; in fact, the opposite is true. If the US takes the lead in tokenizing treasury bonds and monetary funds (MMF), so that global capital can buy dollar assets at the lowest cost, at the fastest speed, and without entry barriers — this will be the strongest moat for dollar hegemony. In contrast, if the regulation and infrastructure of the Eurasian market are not synchronized, capital will vote with its feet and fervently pour into a more efficient and transparent dollar chain system. This is not just a dollar recession, but a “generational upgrade of monetary infrastructure.” 5. Risk restructuring: The crisis will not go away; it will only “mutate”. The financial crisis in the on-chain era will take on a new face. * From “human panic” to “code glitches.” The smart contract's Bu...

256d agoLuxurytracy#OTC
Are stablecoins really “stable” due to de-anchoring, loopholes, regulation, and fluctuations?

Are stablecoins really “stable” due to de-anchoring, loopholes, regulation, and fluctuations?

Original author: @panterafii原标题: The Stablecoin Bible: Risk Metrics & Assessment Analysis Original compilation: Shenchao TechFlow has discussed stablecoins a lot, but there has been relatively little discussion about their risks, and I think this is a core topic worth in-depth discussion. It's also something I've thought about for months and finally sorted out and am willing to share. Abstract The future and past of stablecoins A comparative analysis of the main classification risk indicators of stablecoins The development status of the Solana ecosystem The future and past discussions on stablecoins are discussed here. I have focused on reviewing some important discussions and opinions on stablecoin development in the industry. Most of these discussions revolved around how decentralized finance (DeFi) can achieve global popularity through stablecoins in multiple ways. “On-chain foreign exchange is the key to global popularity” — @haonan链上外汇 (On-chain FX) can improve the efficiency of global trade settlements. It can handle cross-border payments, remittances, and conversions to local stablecoins or fiat currencies without being restricted by regulatory barriers. On-chain forex is expected to replace the current slow system and achieve instant and low-cost currency conversion. To achieve widespread adoption, on-chain forex requires a deep pool of automated market makers (AMM) that can support, for example, $11 billion in trading volumes over 30 days. At the same time, managing slippage has become a challenge, in addition to building scalable infrastructure and payment systems. The stablecoin ecosystem also needs to prioritize strong security in foreign exchange swaps. “Proxy payments enhance the user experience for small online transactions” — @hazeflow_xyzx402 is an open source internet-native payment protocol developed by Coinbase. It makes use of HTTP 402 status codes (“payment required”) to enable instant micropayments based on stablecoins such as USDC. This approach can significantly improve the user's payment experience in small online transactions. The multiple advantages of x402 autonomous operation: AI agents can independently complete payment for services, data, calculations, or tools in real time without human intervention, thus enabling economic activity between machines. Instant settlement: Transactions are confirmed and completed within seconds, with no need to worry about refunds or agreement fees, especially suitable for high-frequency micropayment scenarios. Seamless integration: Agents can attach stablecoin payments to any web request, with minimal setup, solving barriers such as API keys or intermediaries in traditional payments. Compliance and security: Built-in verification and settlement features ensure compliance with regulatory requirements while using stablecoins to maintain price stability in a volatile crypto environment. The scalability of the AI ecosystem: supports the proxy market, allows agents to trade resources independently, and promotes the growth of stablecoin infrastructure, and behind this is the support of promoters such as Coinbase or PayAI. Traditional financial institutions, such as Deutsche Bank (Deutsche Bank) and audit firms such as Deloitte (Deloitte) and EY (EY), have faced serious charges due to improper audits or money laundering issues. In addition, many politicians have also been convicted for misappropriating public funds. Blockchain-based stablecoin systems have significant advantages in reducing corruption, illegal transactions, and money laundering. Through blockchain, financial regulators can track the flow of funds, and auditors can also more clearly understand the operation of the enterprise. This transparency may also spawn new professional roles, such as wallet trackers or data analysts (such as the DUNE data analysis platform). Through more accurate capital flow analysis and data insight, new economic models and concepts may also be discovered. For me, blockchain is not only a practical revolution from an enterprise perspective; it is also a social transformation that re-establishes trust by giving the public the right to monitor the government and the elite. Blockchain's transparency and controllability will provide more visibility to the public and promote the return of fairness and trust. “The stablecoin infrastructure will become invisible” — @SuhailKakarSuhailKakar emphasized that blockchain stablecoins will gradually fade out of the public eye. For ordinary consumers, as long as the payment system is fully functional, they don't care about the technical background behind it. As an example, he explained that Telegram started out as a messaging app, then integrated the TON network, and as a result, users got...

282d agoWendy#DeFi #HyUSD #stablecoins

The entire network sold out more than 40 million US dollars in the past hour, and the main one blew up

比推消息, Coinglass数据显示,过去1小时全网爆仓4147.94万美元,其中多单爆仓349.77万美元,空单爆仓3798.17万美元。<img 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fYuRYp07tRRXUqUKI5SVGlQv566vlrVKtCjHWsrayRUcvrs2Zp16njcvg1Nrly5Du7fi8meOH60SOHC0JQsWQLDNjBI/LYFZQZKCKfK/NN7+xdM1oX/wcGt5id7zjHCc02v3mufpnTbf9WpuBj1U/aPLMhpuAiXp6YqQSTrIOMUj4/sC2jWo0XCF5if/cjuL+448pDfz+zP/33cF3RZoL58/VkQ/3+edqsvXzj7U2bW4TgP3H728ro26l8u4w0zbhPJKT3FfV33Auo9BAeLCvf9Xw9XOwtzpwY9Wub2eqx6IUTWnCYmVKzfkN6YkEXuRj2aO3l5vVPNN/D87ktOvTu5qhTxiQD3sZ1X3o9Pqm0i728aNnRzis8/Vxz3c1din24b6MypMxOJcRXUWqAkESACf0og+M2VG1d+yj0/jt+TxOyVe5/ZRfXXo+ObI2ow5wbn485erTsOP/ou0L/g4E1rt20aWZVTcYIy0bew/z989oEnNLIwt7AwjLywYPTWW8FCpJViFPJk99zxiy8HCFFqmiScqfUOgb6vqAAAEABJREFUhaR3KADhF/e57GMR/bp0XPMYikwVoUhobWVlY22tIbh+g28v6kPDRY6PHz8aGhoJBMpZP3v23LVkSd+vX+s3bNy+Q6cnXl4wnjFzdrMWrS5evIg0tkj36dsP11T27NuPr2Tqr11EsKBIsRJO+ZxVUsil2IZNm1GRH3+LKMIKuI7y/ccPaEiIABEgAkQgxxLg/s3M371/j+W6UChCIx8+frS0shIIBK3atMP5CWcpKDdv3YY0tkjjTIbzWYdOXd68fXv9xs0mzVrcvJV48RtLdIQMVCctJPIVKDR9xkyJVMrjKa+SIKywZu26t+/e3fLwmDlrTt0GDQ8fPYpmPe/cQV2EFfoOGFirbj2c3kxNTe1sE9eMbLwDlpCaNWvMnztHXWpUrw69vb39nNmz1PW9evaAHqdq9hkKpFlBoKFa1Wr16tbp1LED+urStfuIkaPbtG3/+s0bxETYOwNZy3+xLd9tZCUj5bcGjc6CHt16V7qcMlSSpMC4xpDBjseWuatdP352YNb8hbPmH3imNBS/ObR89ytlKtP+As/vOWPcorHG+pPDeXX/rn4pt9ya43Jq16/Fh027ld+REooCrm9WPni/9Wr8bQhRd9duvqm80JJQ+s//c+0ysJyR8vhV69miXJeJbYqyyhifd18M468kxRtkzWlalOs4qbVL/AQ4Yu/3PkZGqhjey4P7XlZv00gjPBTsdfeDq1tCDbaecmtUpV/vXCfXnVELGr48otyby4/EP9Ijfn987aG3Skv6IwJEIL0JvN05ee3Be3c84uVNECfoXULaw33t2NV32CWjQ6Op2zatHV/PiGNWY/r6tXMa2XM4QmNLC0tLnIlUifQeWrL2kihkITeXDx1wsejc+T2KKq/KKwuFzs3mbl/g5jmh1+TzPklj6AnniOU/37YTnzj0UllL7c+562L2sYjx1X5q42+JaqS6T2runZ8FGf//9+8/zl+4eOas8nXU6lt8HZJIJOr9h4eH44tZsWJFDfSVFzbGjB65a8c2Y+OfXNRNk6XxrQaXVaBu2KA+rhUhkYqsW7N61Yrl+fPnX75sSd48eVKxpCIiQASIABHI9gT+KqDw4sXLggUKmFuYA1ObVq0uXzhnY5Pkej70WqVG9WrjxozGcr1qlSp5nJy02qiUY0eP2r93d1EXl7lzZlcoX/7EyVObt259+zbhIqilpeXAAf3r1q39LeAbe2ZlAxCq6qkk2Fg+DKysLEVCLQtzFGmIibHJmlUrNq5f179vnzKlSyPeoTyjS6VOTrnHjxtjEY9Co8q/zwZdP32/TN1qlsl7tmjfr5X3up33VV+wLAvGv0OhYLytMJ+jeOe0zW9UpckbyGDN+9P7H1fp29U55O6e5Wc/JHb2+OoVTt1aRRMVP1M81669nNx3nFTFSIwcXJVP3Rd3iv8CZZjH7sncJVczM6Twc6Ta/o+6u2rNTedO7X+GfrL8NCPvL17rUaBr64Q9FeNx8KSoS6cqwg/nF6u9IzPY4/xj11oVLJIjMW/Ro5nPtn2PVUegRQHl3ixdIN5W6OQgPjh3x3tVafIGSEMEiMCfEyjWbcK4qfHSrQSnRLuE9NR2xRKb1DeyNPt062wwJ/T0jPVvOfppOm8mVk/3lPjV+v49V8Z02rO6yt0JmxM/Ot7uGDDIw23R9oH6OwZMTryLza7pgm297V6cjyzWqUfv7okyaeneJU0Tr0NoHWYd5S1RZ/f0c+bUnXn5wtlJFbVaZYjy48ePI0aNHhj/Omr17bwFC/E1Rr1LPT299m3bVq1SGUo+n29iYsompk+dPGH8uLx58yKLwAGybqXdkMYW6d69eoaEhAr4/MkTJz55eH/2rJmG8XHuli2ar1+7Wl0mjh+HZvHlzdDQoEXzZtcuX3QrVQrtkBABIkAEiEBOJvBXAYXmzZrWrVObH38HgZ2dHVbycXFxI/43DOcnnKWAtX69ukhji3TevHlxPkNpTEwMzkY9e3S/d+f2pg3r7HPhEgenfPly6ictpOfPncPGyE1MTSpXqnTuzKlmTZugnVKurg4ODggioAqyWNhPmjC+a+fOx48edilSBJqgoKAGjRpv2LgpThyHrFQq+/Dhg0ymZRUSGBTk9VR5bT5/vnwmJiYwVknAN+UPDJqbm9vaKR/oYPUIWFy+enXs+ImlSpetVbf+w0ePoEenOA37+Hxp3rJ1oSJFO3XpdvDQYegzT94d2Peidut6llpHUKZJe7NjB6+zt69yOOrvUMCVpkojppc5PXZjQrBGawMZqIzx2L0/okWzKkJOnM+t84/ZK2LoL8bD/YxxiwYuSCYXi7ptqr06evxn9MFI7R0KMLZrPaX3j+WLr0YhrWsS6bFm7tWik+a3Sfgam+WnGXVz1YLLLuOWtE6Y0PuDm2+6tG7pzOH88Dqb+I7MD8ePvKrWrFZ8jCDZPnFt0MLkpLvHz+NT/R0KOD7LDR5T6vz0HT93drLapCACRODvCaTeQtCpXd7OxTj5O3TnLJh5MYjD8b+nfFDikV9iIvUG0rVU6DJw9aE9E2tZ6Lu4Fbiy3j3+1jRO1OV9R43bNCjAM68zcdOhKQ0SP23ET9YvPBKQl/Ni346tO5PI+g3qUewPu8ew73pc+8LWQpiuQ057Y/imZG1lZZ/0n2n8v6Q6ezMzM7ZZAwODAf374WuSf0CAQCDQ19OLi4tbunwFwhAISXz8+BFm6zdsRJb9nSxskYZcvHQJRcbGRhYWibTw9aZxo0bqAo1UKkXYwjQ+VIEqJESACBABIkAE/iqg0KZ1q7Zt2nh/+gSOOA9hu2vXHpyZIDhLIXvc/QTS2CKNMxnOZ8jCBlmckGxtbJBgxckxt/pJC+lSpVxlcjlK1Z9ZQLZzp46et24giIAqyLKiUCgOHT7y6vVrLpdraWkpkUp37dkjkymrv3v/ftGSpS3btP32/TtrrNq+fv3Gz0/5XD5iEzhzq/RIRISrvUQP+XjB6dnns8/hI0fCwsOFQiGm3LpVy1Urlj96cG/JooX58+dHv48eP0boJN48czYR1/cfjGnVrUZKX4EKduhU7MpR5ddAbeMTVhk6pPDR/aoFnTabjNIFXzpy06VHV1fN9n3c990s3lG5LtUsic/rV2nROML9fEqPati1G976876Tyhd1xJvryubLkdGzn1SYPrJO/K0UGFVWn6bPofH/eZWfO7pWwoRkXmfcI1r0aJb45RST5HAiPY64xzZrj6hRfDbZxrllG5ebJ6+qbjlJaiCs0LdfwVNH7v4MOCQtpRwRyIkE/umcI28s3W3RrQ0uA1jWGjW7WyFjDif4jfIpiXdBiYl/OiKOPnt7IT4cRuY5PPvQFzE+ixb/6D68gblyHDz2WrsyGflqx7Aua8RtpkzqVI7z8vxjmXOF0uXsf1yNT7gaeatFsTmqRx627dnV140T4OOd2I6yrX/yh+jAmlUr78a/hZrdbly3FkoIEqwG2zseNwcPGohvQapB4eJHRGQEtpFRkSKRaNSI/y2cP8/R0QEGjRs1nDdn9n/Tpi5euADXdaApU7r0siWL69Wti/QvJSQ0FDZoUz/+kQqkSYgAESACRIAI/FVAAfgQqw4PD0ciJER5munWrQvOTDg/QYPt/LlzcN7C2WvsmNFcLhfnM5zVYIPSX0pkZFRsbCyT9A2LqBUREXn12rUTJ0+9fZ9wIV0mkx04eGj+wkUoRYzjxtUrY0aPGjt6dIP69aA57u7+4MHD6OhoQfw7hKBhBYt/1MI52NTEpFyZsqxStUV0H+nkj0K0aNF82tTJVy5eOHb4kImJ6dFjx+s2aOhauqyn552tmza8ev707OmT5cpqtoam/pUEXz76osqEviV5KXZoWb5G4Yc3bip3F4fj9yj+LVy4uPTT3qjuootTU1zu/bTKgP8DLp95xfm0b1g3XBcatfsT5+aSXpNOBnDEXmcuCgcOV7vElKxvt3LlI294sM/ARr6/f/OGx817HxIfcyjUY9vGjr94riZZmxmriLw/d+xmTu8FkyoaJnSUxacZeWfh6K2cgYvGVUgIJ3A498+7R0ouL8be7NVliUf8nt38mBNy8+SrCiN6JLxCImHySf6zKFOlgJfH3bB4ZYCXcm/e8PKPzyk3RrX+OzpO4zcjlHr6IwJZhEBWHmbkuRmzgroOqaJ8PJ/DMSpWMk/x7nNmzZkwbuqEDiU47BMTUxfN6VgkUyZpVG7SgqqX+rfodcTpv/ltnJKeBCNvzO4y1stt0ab/2lVxE3rd5fWYN6JZtdLid14uXXs0q1bdxVKcO49yxY2hh/h/MzLSQ0IlXz5/KlAwlyr7LxIhISEzZs1ev2Hjhw8f2nfq7JTPeeToMTK58l5Lf39/aK5cvYpx/PgROGDQ4PKVKt/yuI0sK2Fh4bDB17O58xf4+PhcvHhp2n8zfH2/4hII4ggPHz76b+asoKCgqVMmd+vS5eGjR8tXrPzw8SO+FLHVk2+3bd/Rt/+AUaPHTpk2DaXW1lYWuvGAJwZDQgSIABEgAplO4G8DClFRUb5fv2IaCxYuevnq1b1792fPnYfzU4UK5devWxMWFobzFs5eQwcPmjRxAs5ns+bMefPmLZb3qKJVcI7s0q372PETho8YidOhadI3LKKKsbHR/QcPhw7/39OnzxBucHFxCQgI2Llrt1wuL1myxNjRo2AwfOiQFs2bVaxQPm+ePO/evf/+40elihXNzeOvV6CJeLlz5+7Zc+eQrFGjurNzfiTUJTJCuSDFdQB+0jCEhbl53969cSpFeP7cmVNejx7MnTMrb968Fy9fDo+IMDQ0zJ8vH8Oot/SP0xYtV+yfU1W1qtPWu02TDVcWtGRvkAx6F/8Krsj8LUprvDhPW80M1dm1mL/30OY1q1YsXbViaovcHLfu8ybVteMIXQduWdou2esYkwzFdYj7zr7sc/uRX73uPrp/95PQraqTMImR7mRCzs6YdtN58OQ6RsHBIRDlDyhm6WkGnv9vhkfBwePrGCqnk/Ara6WHHNq/fZtyby5dNaAcx6rhpBWdinHMG83flhhG0bpPrBoucZ/ZSPnkL659vlfuzUeReRq7an+ER2sLpCQC6UcgJ7ck9lw7fNqsgStucEzY9bVRuaGbF7VQv+vIonDtgkl9M7nmXyEMe3Vo0wmfXM5OkR7rt3kEJL2Pyaj6uEOHlvZ2MYy8s7zXSvHAWR2deFF3125617pfI+XJDyEDCws2wBsTEMxxyqM+S6/7N/OWc1PXZPyc8H1p77798xYsfPc+4SEvhsOUdnNzP3oYX3ViYmLwNQlfb8zMzSwsLPBlCSEDfBdix/Xm7VsEGpD28nrqfvJURGQkvpy0b9f24qVLu/fsVXAUKIK8ePEiOiYaX2lwBcXb25t9fBX65FKsWLErV68dPnoUV3RQ2rRJkzt37yHkgTQJESACRIAIEIG/DSj4+HzBKQ0csWjfvGVbnFiM81yb1q2gX7Z8hSrg/fWrn5eX17gxo5XXpMcAABAASURBVGH5xMtLIExxrVfAucDrN28OHDzEPozQuFHDN2/fINaOiipp0rhR504de/bofvzo4RrVqzk4OCxfugSB9t07ttvZ2anM7O3tt23Z1K9P7/+mTR0/dizDMKqir1+/Tpk6DTEIgUDQvWtXjaiBMkrip4ySOOZywGlYVYtNYFILFy+pXa9+CVc3t7LlN27cXL1a1YXz5xVwdmYNdH0rNDLWjx+jbemWXQdPVV5cwvWlJoXjdT834jgZRy/pFZ6fRRn1v9DUHJEaVox5HCNrOyN2nL/sUN/QKP6AEuat2r7HkDEjRiilS7kkX/9k8d8u/+2MtA/c78pxL474/tpeHTu3i5eVyndxaLdNotXVaQZcPflYJr67qj87nXYd439lTWjI7krlFrvHyNzewjB+LyWZk5aM0DBhv1u7NmrfT7krlTu0QZKf3uRIxDKOUBf2ppYJkCozCVDff0rAslyysLKwVJNuNeuNXHng2tImbNTAMk8e4z/tIKPqycTBb8+vn9CrUZeFL0pMPbRx9bb9q9tzdvRq0XbAwiM33wYoI7bKvoVCYdTLQ9N6LQ/uvWBKHSuOz5kFi33azOvhrCz083ln5VKQPWcgfODqovaBE3J290mnxrXtlHb/7u/R48f4NmVrY6Px1QJfcjasXYNrNqtWLHdwyCWVSIYOHuzklPvDhw/rN25SxP87d/48BoovP7imsnXrti6dOt2/c3va1CmlXF2/fPH19lY+pupx+/aAQUMePXrcp3fPZ08e9evbh2ESvyOhuroUKlhg/do169eu3r1zx+MH97p07jR3/nzX0mXXb9iobkZpIkAEiAARyJkE/jagcMvDA+e81q1ali9f7uixYwULFHjm9XjhgvlYY4eGhr18qXyy/e37d/0GDLxx42bVqlWePHwwa+YMQdLL/urobWyslyxciPPW1s0b73l6TJk0cfeefRUqVx0/cZJMprzZD8ZFXVxEItFtT8+nT5/FxsYiKu/zxWfYsCGmpqYfvb33Hzj44OFDnFWvXb8xdPiIl69et23bxtg48aJ9eETEmHET2Fc/dGzfvnRp5buO0axKIiIiPsWfce3stX+F6NyxIyIIHdq3Q8zi0+fP23fsHDBocNESrj17942MVN7aoGrqHyQcumx+OK1i8o7ebOpYplKNMpXGn7MpXdI+eTmHU7DJ1BYFNQoiTo2Pr9V3F6dV7VIahf8sa9duXfJ3aItvzo7/ya6em33KuWqOO35oFuU6dimX5D4UqF9u6lWnfqM6TZc9Lt2gWuIbNlHyryRXmw0XxlVQ9abMnr18IVGSvi08603Trt1q9elcVp8sO+uK4y6v+/nuSVbD4bzfEb9f6k+7bFWqmNb94txgTOP47/o/q+D/yPPTlHuz/tCDnGbVfv46BvQkWZQADVtnCBRsOUEjrMzh6OcpV7tiYXsLY6HODDPpQMTPN3dp1K7XmvvCWlMOuW/7r52LEeKMRrkbDdt49uiy3vm+uC8e2q7/5pfx8WRO5JMb3q4zNs9slJuDihN3Go2Z38bixsIu3Xq1G7pT3KRqfBBB/PjJ+zq1Eh/7E3vt2x3Td2xjzTNL0oGkcw7fUo4eO45G8f3E2lp5BwXSKnFwcDi0f1/lSpXu3btftITr8pUr8U0GpUeOHH379h3kwoWLpiYm7du169O7V3R09GcfH3x9unPnblBQ8K49exCqgPGNm7f8/f0rV65kYGCgr6/Pi3+7NvTq4vX0Kb5iQWNmZla/Xt3GjRrhq52FhYWn5x0EJqC3tdX62Y0SEiJABIgAEchBBP4qoBAYGHTw8BGGYVq2aIEYORKfPn2SSaVPnjzx8/Njfy0ZLLHsf/HypVtpN0sLSwH+aYsmIOgQFBQEYz09vZo1a+C8VbdOHUTiX71+zZ78LC0tVSe8589fIGqAsybOlHK5fPjIUb379r90+TKqb922fdyEiStWroqLi5NIJKiOMPzevfsQX0ApxNf3a+eu3aBEukrlyuPHj9W4PQH625532F95KFFcy5IF0ZCSJUt07NB+0YL5nrdufHj35pT78YED+tvZ2rZp3crIKDFygaYyUQr32Hzh1LFr168/dB+cyisVNEZo3HTBQ8/rDz0vXtszIuFBWQ2LTMsKq40+fGj/4bP4Nye1VypoDLBov23K5e7Zw4fmN7PTKNPFbA6ZJqdAp9WH9u91P3X28t6+qbxSQWMXGTVQ/mDb5Qvu7hsHV0jjDSwaTVD2LwhQ1RxCoNyoYxPKpzzXqlMf7uzgkKS84hzPqVWSaP5FRli8756z7u4rpvRu4KwMJaj3qZ+7QrsRizcePru9b1E2IGJaZeC4NkXjT9HKinuU73wxqjJk1YqlG3Ye2taRDV8K3QZunJQYT+AIXQfvWZH4RgZl/HRcOfV+MiJ9+7bn4ydP0HLjRo3wpYnHRZiEc/rs2ZGjx0yYNFkl/82ajUjB6zdvGjVsULBggUqVKhobGy9fuSosPLxRo4bOzvkb1K+3fdvW5y9eFC5avG//Abjigu8qdWrXRsuo4upacs/efWXLV9ywcZNEKoWSFSNDw3x58yJ95uy5Qi7FnPI5q0ue/AWG/W8EvlOZmZlp/Y6EiiREgAgQASKQowj8VUBh+44dHz58qFChfLmyZUqXdtu2eRPCASXdyrRp18Hjticu4Hfv2gU0S7u51atb59q161Wq15j23wxEAaBkxdDQMG+ePEgj6OBWtrz6SYtNo6mYGOXPTFaulHARHvHypctXQFmoUMH27doiuI6VPFpAfAERjRrVqyP95InX588+tWrW6NKpE7Jr1q578fIlzrvuJ042aNwYfUGJ8+XihfNNjBPu30S0vkatOhUqVy1fsfKoMWNhgJNlwQLxVyyQiRd02qR5C3Zgqq1zwcJNW7Rcv2EjYhBDhg2HHtGNePNfb3BK/rXRH1sIjSwtdffK0p9MS9/QwsIw+9/onkOmGf9MhJHwTw6E9KqTsQ6YXqP8i3aoag4hgMB6+h7MQqOsc+7g/elOZivGfxBZaHwSsUWqhjWyKv2fJn65sxo2qH/t8sVxY0bXqV0LX3Jq1aqJrvAN5MjRY3v37VfJx/ifgWzerJmzs/Oh/fs2rFtrYWFubKz86ce+vXvjYgmuylSrWqV4sWJ5nJyWLlm0Yd2a8+cv3LhxA62VLVv2+JHDq1YsNzE1tbCw4KvdoYAeBw8aiHZglooMHTLY2Vnz/VOp2FMRESACRIAIZFcCfxVQ0NfXxxlr2JAhiAtgZV6zZg1curexsZ40YfzRwwdfvnp1+OgxgMPKf/PGDfv37kbswNzMTCBMsobo3asnTnUwS0W6du5coYLynnGchrfv2Hn5yhUYDx440NLSEkEEPo+PbGhoKEoLFypkbW2F8Pz9hw8wtn79+thYWyOLBb9YIvn69Sv7SqEqlSsfPnjAwSHxEotryRLGJsb+/v6IC+DLGRocPHBAhp8sFXJ0REIEiEDmENAxB8wcCNRr1ifA5XI5dDBnof2Yhp2VP39+rNjx5QrT6tOr5+kT7iOGD+vcqaO69OzRfe/unSiFDYIC+DqEizpTJk/C161ChRKfC2zSuNG1K5fatm5dvlw5FxcX+1z2vXr2aNemNY/Ha9G82YO7nm3btEZdNKIShCGePHp4/erlTRvWr1+7WkMO7t/7zOtx/76pvXZB1RQliAARIAJEINsT+KuAQv/+/Y4dPlS1SmUVptJubtevXB44oL9bqVJly5QxNTVt3arl8KFDca6qXKnS1csXR/xvuCDpIw9FChfGqe6ep8fWzRs1TlrIsm8Amj0r4bULaKdD+3YIWAzo369Zs6ZsvwhksCdamUyGcMb4sWNxtmvVogVKEarAIP+bNnXh/Hn6enqDBg6YPnXK5IkTdu7YhrgDDFSCoSJswZ6q0dq5M6fQBbpjDXhcrqNDLgz1wrkzPt4fUhec4O3t7dG1QChgq6e0VcT/BFRKpaQnAkQgQwn8pQNm6NiocSLwWwToYP4tXJlr/Ls7Cyv/EiWKjxo5Yv7cOeoy87/pVatUQan6dHB1B99V1DUwYL/MIDyBr1W3rl+bMX2amZkZa6MqZbOqLb6q5cubt0H9eo0bNdKQihUqmJqYqCwpQQSIABEgAjmcwF8FFHC+cXUtyZ6oWI5I4+SENBI4Y929fWv50iWOjgk3AqAIepRqCPR2dnZ169TROGkhW71aVfY2BFUVc3NzBCwQFEDvrLJ5s6Y40eIMx+fzEZ5v364t0jhxohTdIYjeu1dPAwMDNtundy9EClR1oVRJxw7t2VM1Wivq4oK6qiKM4fDBA4gmaJynVQbqCZzgMfG0GHMZRr0ipYkAEcg4AslbJgdMzoQ0WZQAHcxZaMfRzspCO4uGSgSIABEgAr8k8FcBhV+2TgapE+AL+DKpJHUbKiUCOZNARs8argcHzOheqH0i8G8I4GDGIf1v+qJe/oYAdhN21t+0QHWJABEgAkSACOgUAQooZObuEAoE7K2PUlm2eplCNptOZh4iWafvLDdSuB4cMMsNmwZMBLQSwMGMQxpFWfTjN4sOG8B/V7CbsLN+txbZEwEiQASIABHQWQIUUMjkXaOnJxLHxYglib/YlMkDSo/us9l00gOJzrWRwwcEp4Pr5XAINP1sRgCHNA7sLPrxm0WH/buHEHYQdtPv1iJ7IkAEiAARIAK6TIACCpm8d3ClQsDnR0VGxomzSUwBE8khXw3/5aFDfaUjAUlcLJwOrpeObVJTRCDTCeCQxoGdFc8mOeSsQZ88me4jNAAiQASIABHICAIUUMgIqr/XpqGBPpfLCQsLjY4VZ+nbPjF4TCEmTvx788+O1jQnnSUgjo2Gu8HpdHaENDAi8McEcGDj8M5CZ5Occ9agT54/PqqpIhEgAkSACOg4AQoo6MQOMjYyEggEEeFhoWHhoRHRWVQiEU7Ims9u6MRBQIPIYAJSiTguJgqOBnfL4K6oeSKQaQRweOMgzypnk5xw1qBPnkxzBuqYCBABIkAE/gkBCij8E8xp6ARXlgwNDRRyaWx0hCQuViaTKhTZ6k2NaWCQVhOyIwJpJAAngivBoeBWcC64GBwtjXXJjAhkUQI4yHGo44DHYY+DHy4AR8iic8miwwZwYAd87ALsCOwO7JQsOhcaNhEgAkSACBCB1AlQQCF1Pv+0VCgQmJqYGBkZ8biMHFdToyOjI0KzgdAUiEBmEYiLjoQrwaHgVqYmJnCxf+rS1BkRyCQCONRxwOOwx8EPF4AjZJYP5sx+ARzYAR+7ADsCuyOTDgTqlggQASJABIhAhhOggEKGI/7dDvDNw8jI0NTUxMLCwioz/lGfRCDbEIATwZXgUHCr3/VEsicCWZ0ADnsc/HABOEK2ceosMREAB3bAxy7I6kcRjZ8IEAEiQASIQOoEKKCQOp8sUEpDJAJEgAgQASJABIgAESACRIAIEAEi8O8JUEDhXzOn/ogAESACRIAIEAEiQASIABEgAkSACGQDAhRF81yrAAAQAElEQVRQ+MVOpGIiQASIABEgAkSACBABIkAEiAARIAJEIDmB7BZQSD5D0hABIkAEiAARIAJEgAgQASJABIgAESAC6U4gkwMK6T4fapAIEAEiQASIABEgAkSACBABIkAEiAAR+AcEfi+g8A8GRF0QASJABIgAESACRIAIEAEiQASIABEgAplMIA3dU0AhDZDIhAgQASJABIgAESACRIAIEAEiQASIgC4TyIyxUUAhM6hTn0SACBABIkAEiAARIAJEgAgQASKQkwlki7lTQCFb7EaaBBEgAkSACBABIkAEiAARIAJEgAhkHAFqWRsBCihoo0I6IkAEiAARIAJEgAgQASJABIgAEci6BGjk/4QABRT+CWbqhAgQASJABIgAESACRIAIEAEiQARSIkD6rEmAAgpZc7/RqIkAESACRIAIEAEiQASIABEgAplFgPolAvEEKKAQj4E2RIAIEAEiQASIABHQJQIxMTGhoaFBQUGB9I8IEIGkBIKCguAd8JHfdVlUQUVUT9pezsjRLIlAqgTgF/AO+MjvuhUFFH6XGNkTASJABIgAESACRCADCchkMnyrk8vlZmZmdnZ2uegfESACSQnAL+Ad8BF4CvwlLd4IMxijCiqietL2dDJHgyIC/5YA/ALeAR+Bp8Bf0uJWrA0FFFgOtCUCRIAIEAEiQASIgE4QiIiIMDAwMDc3FwqFDMPoxJhoEERAlwgwDAPvgI/AU+AvaRkazGCMKqiI6mmp8ns2ZE0EsjgB+AW8Az4CT4G/pH02fxtQkFWtQUIEiAARIAI6QgCf/rcbNCUhAulLIMsdVxhw+T3tdVAwsF9KTEyMQCAwMjL6pSUZEAEiAE+Bv8BrUkcBA5jBONGMUkSACKRAAJ4Cf4HXpFCuqf7bgIJme5QnAkSACBABIkAEiAAR+FMCcXFxhoaGf1qb6hGBbEog5WnBX+A1KZcrS2AAM2WK/ogAEUgDAfgLvCYNhkoTCigoKdAfESACRIAIEAEiQAR0gYBMJsOlIV0YCY2BCPw5gX9YE/4Cr0m9QxjALHUbKiUCREBFAP4Cr1FlU09QQCF1PlRKBIgAESACRIAIEIF/R0ChUDAMvTfh3wGnnpQEsvIfwzDwmtRnAAOYpW5DpUSACKgIwF/gNaps6gkKKKTOh0qJABEgAkSACBABIkAEiIAuEaCxEAEiQAR0hgAFFHRmV9BAiAARIAJEgAgQASJABLIfAZoRESACRCD7EqCAQvbdtzQzIkAEiAARIAJEgAgQgd8lQPZEgAgQASKQZgIUUEgzKjIkAkSACBABIkAEiAAR0DUCNB4iQASIABHIPAIUUMg89tQzESACRIAIEAEiQARyGgGaLxEgAkSACGQjAhRQyEY7k6ZCBIgAESACRIAIEIH0JUCtEQEiQASIABFImQAFFFJmQyVEgAgQASJABIgAEchaBGi0RIAIEAEiQAT+IQEKKPxD2NQVESACRIAIEAEiQATUCVCaCBABIkAEiEBWJkABhay892jsRIAIEAEiQASIwL8kQH0RASJABIgAESACagQooKAGg5JEgAgQASJABIhAdiJAcyECRIAIEAEiQAQykgAFFDKSLrVNBIgAESACRIAIpJ0AWRIBIkAEiAARIAJZigAFFLLU7qLBEgEiQASIABHQHQI0EiJABIgAESACRCBnE6CAQs7e/zR7IkAEiAARyDkEaKZEgAgQASJABIgAEUhXAhRQSFec1BgRIAJEgAgQgfQiQO0QASJABIgAESACREC3CVBAQbf3D42OCBABIkAEsgoBGicRIAJEgAgQASJABHIYAQoo5LAdTtMlAkSACBABlgBtiQARIAJEgAgQASJABP6OAAUU/o4f1SYCRIAIEIF/Q4B6IQJEgAgQASJABIgAEdAxAhRQ0LEdQsMhAkSACGQPAjQLIkAEiAARIAJEgAgQgexOgAIK2X0P0/yIABEgAmkhQDZEgAgQASJABIgAESACROA3CVBA4TeBkTkRIAJEQBcI0BiIABEgAn9EICY2NiQ0TCqV/lFtzhdfvwePn4rFElX1iMio+4+8sFVpfisRFR3z4tXbPx7Pb/VFxkQggwjAI4JDQrH9s/aDgkPu3H+k7kRoCo4G/Z81CId6+vxVbGzcn1WnWkTgtwhQQOG3cJExESACROCPCFAlIkAEiIBuEDhz4erICTM++fhqHQ7CDVgXqSQ8IlKhUKhb3nvktW33gcioKJXy2/cf23YfxBaauw8ed+w1ZMD/JgweNVklvQaNmjZnCVqGgYag8eOnzs2Yv+z6rTsaRZRNTkAmkz3xehYeHp68SMc1crk8OCQkMDDolxIcEgJjHZ9O8uE9fvp84IiJ2CYvggbRAZVPIREaFq4xx/cfP63fspt1IthD4GJwNOiRxrbX4NH9ho9X+RQSfYaOHTJ6MlqDQXK56Xl/zuJV+4+cSF5EmuQEnr94+f1HYHK97muiY2J+6VOsASwzbjoUUMg4ttQyESACWZYADZwIEAEikAUJYHWB65wpBQvSMiGEG7AuUsnilRti437vIqehgX7r5o26tG+lkpLFi2rtGtGEK9c9zpy/wuPxTpy56B/wTasZKVUEIiIit2zf9fbdB6BTKVUJXJTGahxblYZNQKNVj1Isa1EkFouRZgVpdvmh2oaGhmntDpYvXr66c/c+DNi66luNloODQ3r1G9ygWetfCsxgrN6ULqQRDvub+3oQaFD5FBKTZy5ATOG35iXg8xvWranyKSSqV66QUgtPnr3Yvf8Il8u9efvuqzfvUzIjPUsADrL3wOGHjx7joGU1GtuIyEgc5OpegLSff8C1Gze9P33WqIUslDdu3U7pMEZrEI0uVFlUf/X6DVpG++hFpUdCq8cdOnL8lz7FGsASjWSQUEAhg8BSs0SACPxDAtQVESACRCDHE3j99v34aXOXrt7kfvrC38CwtDCfP2Pi+uXzypV2RTtffP087jxQic+Xr7GxcfcfeT178RoXzLHQEsc//oALqldveiL6IJFKX75+5/X8pUq0RgrwXfnMhStbdx0oV6bUolmT9fT1Zi1c+e6DN3okSU4gKCh43KRp9Zq0vH3n7oChI9p26v7w8RMNsz37Dw0cOjI8PEJdj2XJwGEj6zVGxXvqejZ97catrj37ffH9ymaxvXPvAbv8UG0nTP0PexlF6vLy1ZvmbTp17zNwyIgx9Zu22rxtJ1Zl6gYaLVtZWbof3vfQ8zorTRs3HD5kIJvW2MIMxupNZXo6Kjpm5vzlM+Yvi4hMvDHnd0elr683YdQQuFWLJvVRNyg4ROVTSLx++wHe5PX81YP454ngUyxziUR6/dadsLBwmVz+7v1HLzW3+uTzBe0kl/sPvZav2ZLL3nbhrMlFChVYsGzt3QeP4W7JLUmDi/aLlq2sXLP++YuXp/w3u36TVhcuXdFghbhAnwFD3U+dYRiGJRYZGTVl+qwWbTuNHj8Fntir/xDVrSVIIAvlyLET4UHLV6/T8Itv37736jf47LmLbFMaW7Z611790TLan794map6Sh7Xo2snlQft3rbRpUjh8yePqjTqCVhqdJeOWQoopCNMaooIEIG0ESArIkAEiAARSFcCr9++n790LRYhDJPwrVe9eY879+/cf4RAgLoS6eCQ0EPHT39Peq8vl8uYmZpYmJsJhULY3Hv4ZMW6LSrxvPcQy6otO/ejolgiOXPh6unzl2H27Xvg5Wu3xHGJ17qhTEnwPX7l+m079x1BNGFg766ODvYTRg62sbb8b+7SI+5nsJpKqWLO1GOpuXTlGmyPHdxTq0a1jWtXNGvccPyk6V5Pn6mAYNlz+uz5tq1aWFiYq5SffXz6Dhz6xferQCBQKVWJuLi44ydO1axeLX++vColErns7fbu3IJlyZnjh6pWqaQn0uPzeNCrJDgkZNa8heXKlr5x6cx9j6uTxo/es+/gw0eJAY6UWmZbwIINl2HZdJbYPnz89OMnn3q1qpmbmaoP2Ov5q5u374UljeDAAIe3++kLqIK0ShgOY2JsBLfS09OD8v3HTyqfQgJOFCcWHzhyYlv880SPnz7fvGMfzKKios9fvp68CxQlFzjO/iMnlqzemNvRftTQ/rkd7IcN6FWmVInlazdv3LYHo0peJYdrdu3Z7/X0+eF9OxHhWjh35qj/DVm4ZMXZ80lW+yfPnOPxeM2aNFSx8vC8c+f+g01rV2K5fnDP9tDQ0L0HDqEUB/aOXXujo6OPH9r74Pa1OTOmHnM/ee/BIxSp5PpNDy6XW7d2TZVGPcG2c+msO1v93IVLDx97weCXHgcbiFyhyCzPooAC+JMQASKQKgEqJAJEgAgQAd0mgCVH3jyOwwf21o9frqgPNiYm9uzFa8dOnZfKNF/E6B/w/eTZiyfPXlIkfVGCevU2LRof3LFOJR3aNLe2ssCF1pmTR6OvgIDv9nY2sA/49sPJMZeba/FeXTt88vH1D/jmWryooYGB592HFcqVbteyiTB+TYvvuwhtjJ82D4GJ1s0bDe3fQ09PhOrmZqaTRg+rV7s64hQjJ/6HdZrq0hxKc7iEhIQ+f/GyRbMmbLDAQF+/R7fOWMmULFFcRebK9RuxcXFVKldUaZCQyeR9enVfNG8W9hSyGvLE69mr128bNqjLMIyqSCQS2dvZWVtZWllZYhe8f/+xUYO6bGhJZePj44tFVMf2bQwNDbE6ql2zupNT7gePHqsMtLasKkXY60dgIJ+fJEihKtW1RFR0zNmLV+3tbCpXKKs+NrjMleseuw8chX+p65EOCws/c+HK/sMnsMJHVqtUKOum8ikkRg/rj906d/r4NUvmIOgAb8plZ4uK3wMDzc1NXUsU7dejU1R09Jt3H10KF7S1sYZb5XXKDV8zMjSEGQaDomlzFh87ea5KhbKTxwyHQ0EP5xrSv0fndq1u3XkwdPRUOHvyqCLMcqYgwvLY62m9OrWccjuCAIJujRvWh1s1rF8XWVa++H49csy9W+cOFuaJcboqlSquXraoRPyTXM7585VyLfnu/QccBjiwP376VLN61dyODgzDVKxQLm+ePChim8IWcYFjJ07VqVWDdWRo1AURQ4T2+vfpaW5mhuqlS7mamZq+fvMWNr/0ONhAgoKCY2Nj4ZJI/2OhgMI/Bk7dEYGMJ0A9EAEiQASIQA4jgGXGhJFDLMzNks87MCg44Nt3R3s7LO81SosUci5VohhW+D6+fqqiiMioHXsPr9288138AwjiODEWThqXW1ljXIiOjIrC119kP376XKRQAVQ8ePRkYGDQJ5+vew4eu3H7rlgiOXfp2vY9B7989Q8OCZ08c+HS1ZtCQkOxnrx203P4uOmDf76+ccSE/+49fFLQOZ+xkdGqDdu27Nwv+dOfosB4spMIRUIzM7OPH71x/ZGdF9YbWJNgy2YjI6POnL3QqH7dXPZ2rIbdYn3SpmVzAZ/PZtW3WL2cOH22bBm3okUKq+srlCuzce0Ki/jlk4fnXUNDg3JlZ7aNOQAAEABJREFUSqsbII1r6VKpDAlW+DyeKP5mFjabUstsqXKrUMhl8u279jZv20lDDh9zVxro0h97e0K1yhXYJbpqaOERkT6+X21trE1NjVVKNmFvZ1uzaqUXr968eK1cDbJKQDt8/DTc6u595SVrhUIBv3vs9Zwt1dj6fvW3j4/TffH1L5g/n/vpCzv3HYFPwbPgX3AouBWca+uuAy/fvEXLi1asRzQBXoxr6c9fvRk1aabKrYaOmYqASC572zy5HXYfOLZo5fqoqGiN7nJmFgetqYnJp8+fpWqfM3Ar1YIc++jg4WNWlpbVq1ZRR2RkZOhSpDBQQ4nPwJCQEMTg9PWVN/LoifQ+ffZhGwwNDfv+/TuMYcbK/QePoqKiELZgsxpbNNiiaeMqlRJejYF4Bz4A7WxtYBYnFktT9jgYsCKVSvFR37PfIA236j/4f4hlsDYZtKWAQgaBpWaJQJoJkCERIAJEgAgQgb8jYGJspBd/qT95Mx+8PyNGUL5sKdX6U2WDr7CN69eKE4svXb2Jb88qvXpCJpff9Ly3euP25K+Rw5oK33qtLM1h361jmyoVy9avXb1962a4uJ3XyYF9b5xQIGhYt2a7Vk0tLcwtzM1aNm0A/aTRw/g8vrGRYfGihVWCUEJkVJSdjTWu004eM6xzu5ZaV8LoK6eJibFx9y4dN2/fOXTEWO9Pn6OiojV2lofnna/+/vXr1v4RGOTheReLnF8ievHq9Z1795s1aRQdHe1x+054sl+OQJDi3IVLWq+mOjrkwvLp6PGT6AgjuXX7zsvXr4sXS3j15i9bxtEYGhbWtVOH4YMHqIuNtVWUjq11o+JvT7C1saqe7A2Ivn7+gYHBriWKar37o3aNyiYmxmcvXE3pJgW5XPHk2UvEFz5/SXyBBbvX4FPgY21liWydmlXgMlUqloPXwKfgWfAvOBTcCkOCMrdDLiyMWzVr2KxR3YUzJ5mbmeBKu8qnkHApVEAikejricaNHDRz8ugBvbogSISWSfDpB7e65XGnW+8BT589x1JfLperY/no/eni5avm5uYr1qyDL+BoVy+Fy1y4dGX0+Ck+X3w7tW+DIqFQ2LNb54ePnwwePnrW3IXDRo61trKqVaMaiiBwqAOHjlatXMnezvbhoydwZChTEoQGdu3db2piUq6sMpyXusepGkEso3gxl+FDBqq7VavmTXA4IYSnMsuIBAUUMoIqtZmtCdDkiAARIAJEgAhkEQJYz9y8fc/K0qJA/iTPyauGnz9vHlwCffD4qepNCsZGhj06tx3ctztW+DDD0rFrh9ZhYeFH3M9g9QiNSrDmmT5hJMIEBvr62D57+Xrdll24ghqY7A4FXF89dOwUKlYo69aiSX2hUPlIf4VypdGLStApurazs8EVQqzTjI2NYE/CEsDCft/OraVcSwYHhwwYOqJxi7Y3PW6zuwPrnNNnz2OhkjeP0+s3bxcuWR4REcnWSmmLiufOXypYwLmUa4mvfv4Llq7AVsP46fMXX75+rV61soYeWYdc9iOGDcZqqm7jlnUaNZ84dUYB5/ylSpZAUVpa9vcPgGXD+nXr1q6pksqVKvC13UkBy0wU9vaEGlUrmRgbLlm1EQLaGA+m6eF5HytS1+IuyCYXBEfcShZ7/e79x0+f2VKRUNi2ZRMc7TjsoeHxuO1aNsHafs+BY3BSaFQCb5o4eigcVl9PH2G4Tz6+G7ft3nPw2Cefr/As+JfqDgUot+85hCEVdM4HJzUw0EcjSKMXlfTt2QkrWHMzM309vcIFnTEw2JCwBIoVddm3c0ujBnURVJ3y3+zaDZodPHyMDSvIZLK9Bw4HBQd/8fX97PNl5tyFI8dNQlCArYgtPjC3bN9178FDRHmMjRPuUjE1NbGytHz/8eP9h48Cg4KdnfOxr8yAPetQzZo0FEskm7btuHHrNpQpyfGT8OmLfXt1t4i/VygVj1O1gAG/efuuYvlyKp9iE8758+MIUZllUIICChkElprVGQI0ECJABIgAESACOZXAuw/e7z56l3YtbmGu5WkIUBEKBTWqVgwOCUVMAVmtkj+vU6N6ta5c98A1VQ0DLP5RNypaec0cF0u7tG9ZsrgLrpE2bVinSYPaWOTgOiqujrZp3ghXWTXqamRDw8KjY2IN4xdFGkWUBYHcjg79+vQoU7rUxrUrOrRtPWf+EoQPoH/42OvFq9ctmjXmJX11IopSElx6vXzteqvmTbF21WqDBfMtD0+XwoXyJ31fo8q4ds3qp44emDNj6sC+vbFYbd+mFZZSKP1ly7DxevY8l729edIXHEIPyZc3D7Y6IlFqtyfIFYqw8AgIEhhewLfvD588K1Qgv5OjA7LJhWGY6lWU967f8LgLmMkNoEGwoE2Lxi9evbl8/Ray6gK3CgkNi4pWuhXM2rVqWqViWYbh1K5RpXnjeh1aN8OWx+XCK+vXrp56ICY2Ni4kJJSNNah3QWmWAMIB3bt0Klem9MK5M8eN/h+W+tduKHdHQMA3z7v3hgzoe2D3to1rVmxcs/zVqzfnLylfQMtWLOCcH0Xuh/ch2LpyzXqs57FuX7ZyDY7hs+6HTxzZv2f7pnv3H506fQ72KNp/8HD5smUKFSyAbOry4uWrDZu39e/TE16mskRaq8epDIKCQ+B9CJGoNKqEvb2dgaGBKpsRCQooZARVavMvCFBVIkAEiAARIAJEID0IREXHHDp+SiQU1q1VjWESX7yn0TbWRWamJk+evtC4UqoyYxgGLbRv3axwwfwqpSoR8O0HvsseP3Ue4QAsnx49edazS7u6NaueuXDFQF8PF0gLF3R2P3MhOiaGvfSnqsgmZDL56fNX1m7euWv/ESx+7GytWT1tUyJgoK/fvm0rp9yOj554YRmDS5kuhQvjyjMuX4dHRAByUEiIWCxOqTr0l65cQxQAKyJUCQ0LU8jl2GIHoYgVP/+AW553mjRqIBIpX5nJKjW2iCBUq1Lpi+/XAgXy1/x5X/cvW8Y13us3blWuWF6o9toFtBwbE/v9+w8kdEfY2xMA9u37j3fuP0Y0AfL8xRscpcdOncdEGtWvJYy/10brmB0dsI6zffX2fXhEijeMVCjj1qFNc/b3WTUaQXwNobpDx05HRkU9efbywpUbzRvV69Cmmee9RxhGxzYtEEpwP30erpdSwMLjzn241YatuwODQ3I72Gu0T1kNAgiDNmpQD1f4PTzvosjXz18ikVQojziO8pMzf/58hQsXfPnqDYrUxd7Otmnjhq9evwkLC4fXvHn3XuU1efM4lS3jdvvOPTgj9K9ev61VoxqCO0FBwWKxJDo6OjQ0LPm+8w/49t/s+TWrV+3coR0+eNX70upxKoPHT7wQUizorPkR/cXXV2WTcQkKKGQc25zRMs2SCBABIkAEiAAR0EkC+nqihnVrdmnfKk9u7ddR2VFbmJvlz5fHytJCJle+ae9HYPDAERPb9xiEBQnn5z9EHFo0qY+l7E9Fwv9Y0L559wHt33v45N37j4gdjBjc98DRk3cfKN/5j9ItO/fr6+m1atow4Nt3je/HbBM8Hpd9C4O1lSUiESbGxsdOncOSiS2lLQjg8uYx91NYwSLNChYksbGxFubmWMZgMYNLqU1atm/QrPX0mXOxquncvc+dew9Yy+TbmJhYr2fP373/0L5LT1QZOmIsqmB76MhxlbHH7Tt6IlG5ZK9jVBmwiddv3l68fLVXty7sgZGWlm/c8ggMDtb4NQq0JpFK9fT0cAwgrSOCOBnWe0+fv1qxbsu6zTux0oNs33swKjq6To2qCASULFYklaEaGRoWLpDfxsoSXgAzxGsmzVgAtzpw5ASyrCAe0bxxPbgem1Xfvnrz3tbG6stXvwePnlpZmE8eM+z2vYcnz1xS2igUCCW8//ipf68u31KOwiAUAmMTE+M2zRuVKlEM/X5P+gOxKM3JgtDbuQuXsE9VELCn4t1KeTOXibGRgM+Pikp4gaVUKsXh7ZBLGZe5c/e++6nE579QC9ExLpcrFAh4PF5UVBTbIPRojU0/e/4iOCRk/OTp8LiW7Tp7PX22edvOCVP/i4mNZQ3YLXx81ryF1tZW/xsySOuNJxoex9bCFp8D+w4erlWjmoXar8ZCD4mLE9va2LAeimwGCQUUMgisrjZL4yICRIAIEAEiQARyBgF8x61YrnTNapVSny5WNeNHDBrQuytW/rA0NjLs073j/wb1gbT7+XOP0GsV36/+WNh0bNO8epUKV2964pqtS+ECHVrjOurDoOBQXCBFKSIRtapXblSvltaAApqtUNaNfeS7QZ0aWCAdPHrK+7MP9CQsAVyp3nvg0KDhI594PcPy4Kuf/+Llq8QSSWm3Ulg/HD2w+6HndVaWLZrn6JDr/Mmj1bW9+4BtTV9fb+2KJaw9tru3bXRwyIVtj66dWAOsarDQKle2NBpnNdjGxMROnjZz3aatSLOCJdbOPfuLFS1SyrUEq/llyy9evlq2am37Nq3YhRlbi90GBgWhQZOfz6KzyszdNq5fa/3yeaysWPBfgfx5IdPGjzA3My1cMD8CAVg9pj7C3t06TBw91CL+aSORUIgYBHwKovq5x5Sqh4SGPXzyFO7QvnWzC1duwIULOufr3qmN9+cvHz5+OnLi7NlL1+Bl5cuUQptaV55oGVVYt2rbsklEZOSZi1cfpfCjEjDOgRIdHXPi9NkBQ0dcuXYDMbvAwCAc3s+ev6xbuyZo5HZ0tLO13bh1+2efL4gF7Nl30Pfr10oVyqHI189v0dIVR92VP2dz0+P2vgOHEXozNTWxsrJ0KVxo09YdL169Dg8PP37ytIfnnapVKiLc0KVje/gaKzevnINzDR8ycP2qZVjnHz7mPmTEGEQEEL066n7i7dv3Pbt1RiQC44EgDoUeWYGDaHicSr96/UZMp2XzpqxGtUWb3p8+s6EllTIjEhRQyAiq6ddmerVkYMCrXUswaoRwzizRzu2ivbtUIly6WDhtCr9zR25R7e+VSa8hUDtEgAgQASJABIhAZhHApbDgkFAIvqqmMoY8uR1qVK1UtWK5KhXLQkoUK8Kumt68++hx5wHk7bsPqur4tnrp2i1LC/MihQs2rl+7Y9vmew8d7zNkzLlL16pULId1V4vG9U1NjMdMnnXs5DlcVFdVxMVbkUh4w+MuIg7qsnrj9t0HjpqZmtjb2qiMKWFvZ7t909pSJUviCuftO3enzZyLi6srFs+3tUnr4yFcHpfdj2mB+fHTJ/+AgAb16qgbKziKoJCQgIBvKiWWXk+8nnbt1EGU8mMRKmMksMqaOG1mzepVO7Zrjay64EC6f/8h4hfmya6vqpv94zTia4gFsGJmZop1OwQX/BGnU40ERzV8CqK6lK0qUk9YW1nWqFqxaqUEtyrrVlIY/6zEF18/+BTkybOX6vZ37j9CyzBDyGBgn67XPe72/9+ELTsPuJZwcXTMVaNKhZJFi0ybu3TTjn3qC060aWRk9PL1W/iRulshvW7LLoDYd74AABAASURBVEDO6+So3ksOTxsZGS5bOLddqxbzFi69ePnq/MXLnj1/sXblksKFCoIMSqdPmSAWi1t36Fqvccsjx078N2VCkcKFUNSyWZMObVsvWLy8QbPWo8ZNLl+29IC+vRiGgSNMGjfaIVeunn0H1WrQbMny1b26d4UxqqQiOHJ8fb9KJBJ8RN++cy8kNHTQsFFomRX1+4a0ehxCIavWbrh249b0yeOTfyD4B3x79fpN8Z+/wJLKMP6yKBMCCrwqVURbN6kWtOmQ2LpZOGuG8L9p/J7duWXL/jERwcTxfzsYtYX63zeF8fzxXNiKvMqVhHNn6507rX/lonD+XH7HDrx6dblFCnMLFFAJr2oVXtMmghH/E23bon/1EnYNv3MnjkHGvrqDHR5tiQARIAJEgAgQgXQkgCuo29cv/d+g3snb/OzjO2LCfwNHTHQ/fcHMzMRc2yvxUKusW8nundoYGmp+DcAX0xXrtkC8nr8q7VoCYQIYh4VHfP7ytWXTBoYG+mjQwd7OQE9/xuTRtapXRgQhNCw8X14nXNEdMaRfcGioRCpFFVZsbaxQKyYm5tpNT3VBiEEuV3Tt0No2zUtltsFsvzU0NBw9Yuj5U0dr1ai2Zf2quTOn2WqLuVSvWtn98D5cKVUH4lKk8OWzJ6pUUr4jUF3PplF64vA+bNkstiWLFzt74gi2SKsEl1JxQXXG1IkqjVupkjDDVqXRSKBNVct37z8cNnJsrepVx4wYhmU5a/nt2/cWbTuVqVSjbOWaG7fuaNq4IXphi3Rti+DCzMmjIUiojw3Lv8kzF8Kt1m/dbWxkaGVpoV6qSufP69S3RydbayuVhk2ER0au37ILbnXlukfhgvkdctlBjyXi67cf6teuDi8wNNAvmD+fXCYbNaRvzy7tzl285uvrZ2drM2xgrznTxorjxDExsajCCuJ07Vo2Ad6bt++puxXSuADetkWTgs75WEvasgQQAujWpePFM8dx7C2eP3vjmhXqbyHN45R7+6Z11y6ehsGF08eqVanMMMr3KYDwsMEDbl05d/7k0euXzsyZOQ3RB7ZBS0uLVcsWQnnx9PEbl8706dkNxmyRaouDHK7U4+cNQUiwPsvq2bsYVFuUqirC1zQ8DtHh/2bPv3rj1vLF84v9vDCMyNH2nXvgVpBmrTuYmZmyv8CiaicjEpkQUOCYmnDz51ctaNMhUbwYr0F9XuNGgsGDRGtX6d+6Ltqzk9+9269XxUmJch0d02Ewamv1v23N0THpANOcMzDg9+6l535MuGwJr24dxsKCw03DjoaTGBpyixcXjBiuf+60cME8pNPcJRkSASJABIgAESACukugQP68o4f2nzhqyLplcxfPnmL5m5eCcXF1w4r5G1cu2LtlVZ/uHdnL3WamJv9NHImLqOy0ke3UroWTo0PlCmV7dW2/cOak0q7FGYZxLe7Sp1tHLI1YM2yhbFSvFlo7uGOdhmB4VSr++cUhNJ6NRSQUdu3UwSH+Qe6sNc0K5coc3b97xLDBWMKpRm5jY71j83qsyiDXLpxq2qiBqiirJGysrYYP7D16WP/Vi2etWzbPOd/v/UqFS6ECqxbPgmft2bxy4uihbLQCiBATbNGkPgtBKBS0a9XUpXDBEkWL9OjS7r9Jo5o0qI0iONqQ/j00HLmsW8k1S2Yf2L5Ww622rFncvHE91m1Rl0SDQLvWLYoULqShZLPGRkYW5ubqt6WweqFQiMgdogBsVn0LpYWFefJQgrpNuqT19PSmThp3cPe2Yi5FVA3i07Vzx3bwKQgiiZvWrjQ1NVGVZlAiDevMDOr5D5pNYxWhkFuwoGDoYL3jRwQj/ve7YYU0dqKzZrzmzfR27xQM6MfY23EYZSDtT4aqp8erVVO0fo1w9kzGxuZPWqA6RIAIEAEiQASIgM4QwLdb1xJF3VyLYwWC9O+OC1XMzUzNcE0o6SUKfM9mGM0vG7hUW7Fc6dyOuVD6ux2RfSoEsCAs5VrCxCTDlwepjOGPi3CllGGSHCoMw0CJVRkEy7M/bjkTK2IKLoULVCjrhsgCVv6/OxI4CHwKngX/Uq8LPVpW1yCN9su6lSzonE/DGEUkf0mgeLGi2IN/2UimVEfwAmEFja7hTfApCPwr+YGkYZwu2YwMKKTLAP+iEXxK8Tt10Nu2mVdR+11ef9G2LlbFyl+4fKlw4njG0eHPQwnqMxMKefXriTas5TVqqK6mNBEgAkSACBABIkAEiAARIAJEgAgQAbWAQraEgbBMvnyCGdN5yd57mc2myy1TWrhyGa9SRQ6Pl75TYxwchOPH8vv1Sd9mqTUiQASIABEgAkSACBABIkAEiAARyCQC6dNtdg8oxFNizM0F//sfv3Wr+Fw23PBqVBfOmM7Nnz99bkxITsjAQNCju2Ds6OQlpCECRIAIEAEiQASIABEgAkSACBCBDCago83niIAC2DPGRvzePXmVKyGdzQSTwlKf+eWbDsQSxdevslse0sNHxLPniP+bCZFu2yE7f0H++jUnKoqjUKRGRijkt2guGDQwNRsqIwJEgAgQASJABIgAESACRIAIEAFOTkGgQwEFxZcvWOL+gUiWr5CdOatcFccm/nRK8h2IJTe/a+dU3tEo2bbjD3pnq8guX0neIzTQswZ/sMV40ELqwuTLxx86GFNL0UyhUPh+laxbH9u6bWyrtuJRYyQLF8tOnAIxCPTiqdPjuveKqVVXPH6i/N59jlicYlNCIa9tm2x8o0eKE6cCIkAEiAARIAJEgAgQASJABLIzAZrbHxLQoYACRyrFEvcPRLp3P5brWBXHtu0gPXRYERmZEgxuiRL8dm1TKpU/ePAHvbNVOLjCr7XdqCjW4A+2GI/WJhOVBgbC0SO5zs6JmqQpRUiIZM06hBKk23Yovn9PWqiZk127Hjd0eNzAIcqwgkymWRyfV97o0asHtyz9nlM8DtoQASJABIgAESACRIAIEAEikAkEqEtdIaBLAYW/ZoI1s2TREsmMWYovvtobE4l4tWumcpOC9lq6qhX06M4t5ar9vQkKhfzRY0QHpDt3/dbw5c+fI6wg2bQlpbgMY2Mj6NH1t9okYyJABIgAESACRIAIEAEiQARyMAGaerYlkK0CCuxekl2/IVmyFMEFNquxZRwdedWqaiizYpZbtiyvcUOOUKhl8HK57Oq1uFFjFN7eWkrToJJu3SZZvkIREqLFlmG4JUvyO7TXUkQqIkAEiAARIAJEgAgQASJABLI8AZoAEUgrgWwYUMDUZbc9ZZcuc6RSpDWEMTTkliyhocyKWX7rlozWFzEqFPIHD8UzZ3Oio/9mXrITp6QbNikitD0/oq+vjGUYGPxN+1SXCBABIkAEiAARIAJEgAgQgfQgQG0QgUwjkD0DCsApu3RF8SMQCU3hcrmFC2sqs1qeV7MGt0xpDsMkH7j8wwfxkmV/GU1gm5UePSY7fETraxq5zs789im+jYKtTlsiQASIABEgAkSACBABIkAEkhEgBRHIPgSybUBB/vy5wuez1h3FmJszTk5ai7KKklenDmNmlny0iogI6f4Df/ykQ/IGJevWyx8/Tv6LkgqxmDE2SW5PGiJABIgAESACRIAIEAEikL0I0GyIABFIkUC2DShgxnI//+QrYeg5eiLtDwsoy7LAH7d4ceVTG8lvT5DL5R63ZSdOpe8cpEeOKUJDE9uUyeT37ouHj5SsWp2opBQRIAJEgAgQASJABIgAEdAJAjQIIkAE/h2B7BxQ4AQHp/QaBcbG+t8xTu+eeDWrM9ZWyVtVBAVJ0zuagF5k167Lb3ty5HJEZxS+X8XzFsQNHS5//hxFJESACBABIkAEiAARIAJE4O8IUG0iQASyMIFsHVDIwvsltaFzS5Xi8PmaFgqF/NET+YMHmvr0yMsuXlL4fJEeOhzbtbvsxMn0aJLaIAJEgAgQASJABIgAEciKBGjMRIAIEIFEAhRQSGSRJVK8alWZ3I7Jh6qIjJTdupVcny4a2W3P2PYdJYuXpsu7HtNlSNQIESACRIAIEAEiQASIQBoIkAkRIAJEIAMJ5MSAgkIu58hkGQg1I5vmFnVhjIyS96Dw85fdzKiAQvLuSEMEiAARIAJEgAgQASKQAQSoSSJABIhAViKQEwMKnJgYRVBwVtpLamNlChbkCARqivikQqF485ZuH4hnQRsiQASIABEgAkSACPwzAtQRESACRCBHE8jWAQUTEw6Pp2X3RkXLX77Uotd9lYEBV+sPXsbGyt++0f3h0wiJABEgAkSACBABIpCpBKhzIkAEiAARSE8C2TmgwNjacrhaJqj4FpBFL+bzypTmmJok3/+KqCj5Z5/ketIQASJABIgAESACRCArE6CxEwEiQASIgE4T0LLe1unxpnlwjJMTN08eLeZSqfzNWy36rKBi7O0YPT0tI42Mkj+j33HUAoZURIAIEAEiQASIwD8kQF0RASJABIhAziKQbQMKvNo1sfxOvjMVPwJl124k12cJDWNvzxEKkw9VERSYRe+5SD4X0hABIkAEiAARIAL/igD1QwSIABEgAkTgrwhkz4ACky8fr2EDLWtvuVz+6JH8eVa9mM+YmWl/K4RU+ldHAVUmAkSACBABIkAEsgABGiIRIAJEgAgQAd0ikA0DCogmCCeO4+bLl5y0/ONHyc7dyfVZRcPY2GgdquLbd616UhIBIkAEiAARIAKZR4B6JgJEgAgQASKQzQlkt4ACr3kz0dJF3FKlOAyjsesU379LV69VeHtr6LNS1tw8K42WxkoEiAARIAJEICsRoLESASJABIgAESACv0cgOwQUuEVd+K1bCefO1jt5XDh5IuPgkJyB4ssXydz5stueyYuykIbhZYf9lYWA01CJABEgAkRAhwnQ0FIkEBsb9/jpi4iIyBQt4gvkcnlQcIhCoYjPJWykUimUKErI039EgAjEE4BrPHvx+kdgcHwuxQ0cKiQ0DMbqFlDCrTSU6gaUJgJZl4AOLVCZfPn073n+gYi2bxVMGMerW4extU1+YwJHJkMcIW7QUGyz7n7CyJW3XRgaIkFCBIgAESACRCALEqAh/yMCiCas37rb/fR5Lo+Xepc/goJnL1rpee+hutmzl28mTJ/37sMndSWldZzAh4iQS366exOuTCH/EhXuHRH6S4EZjHWQNmIBh46d3rJrv0IhT3140TGxy9ZsPnHmokItVOfj6zdl1iLP+49Sr0ulmUIAvgMPypSu/7LTUHHsL32KNYDlX/aVSnUdCiikMso/LBKL5Y8ei0eOFo8Ypfie9d8ywOdrCZf8IRqqRgSIABEgAkQgdQJUmiUJBAYFz1+25vbdBy9fv+s1aFT7HoMgHXsNuXpTy02attZW7Vo22XfI3T/gGzvbqOiYYyfPNapXq1ABLe+iYm1oq2sEFBzOZT/vjW8eR0slGmOLk8muBXze8+G5T2SYRhGyWLpjAa9RC619jAhFlXuBfqgOMw2BgV90BLtKUW3ZRmCPjlRKJNA+evGuv1ozAAAQAElEQVSJDG995XDd83t+KTCDsUaPmZ6NjolZs2nn8dPn/fy/DR0zFT7Fyp6Dx5KPzdBAv2uHVpeu3YIPsqUIRpw4faFEsSKVypVmNbTVHQI4aDe/fXLh60ccqMlHhQObPYZVRbDXOMi/x0arStkEVu/wEXgKm2W3aOqy/6cjn16jiNWktNVanTVGX6iuannZi7u/9CnWAJZsCxmxzZ4BBcWPQPHsuTH1G8UNHCy7czcjwFGbRIAIEIHsREBkbWVTuyYEiT+bl2XFCrb165q7lfqz6lTrrwlQAzmdABYt1256Tpg+L69T7t2bVh7csQ6yd8uqmtUqFSnkXL5MEt8UiyUIHKzdvPPB46cCoeDQ8dNIQxavXO/9ycf785d1W3ZdvHIjpzPV+fljXbHp7eOSxzcueOb5MMjf1X3TIM+zWI2wA7/57UvNszv73Do17fH12ud2D79zHmshtojd7v7wvMXlg89CEq+6waC/x+n65/egSqdrx1DrQaA/a6zaholj0Sa7SlFtj31+A4M7P3wbX9yvUiLBBgjyGZvdb9b7Q9shrFS2cezqXJxNa2xhBmM0pSMil8sfP30BtxJLxJtXL4JPQQ5sX9uxTfNc9rb1alXTGCe8Bn508epNfX2985evIw1ZvHLDvYdPQkPDN27fC7+D92nUomymEICnwF+KH99wP9Bv8fM7pdw3w5vgU6rBXPH/VOfc7kYX9t369kWlTH6Qj753UVWKBJqF78x4chNplSCuV/n0djjXuAeXa5zdNenhVfiaqlQ9obU6a4BARqvLhza8eaR6U+AMtxoffrrV1qpNHQ2NLzXootKoJ2DJNpIR2+wZUGCsrYRTJumfOy3as5PfvRvHwCAj2FGbRIAIEIGsTiB3+7bltm2qfuF0pYN7i06dBEGi2rmTZTeudWjR7JezMynqgiqVjx2seeV8iXmzXCaOc126EGlooEdpKi0U/N/QaqfdISXmzEzFLPsW0cyIQHoS+Pzl6/Bx089dujaob/eoqOiA+BszIyKjlqzehKJhA3rhqql6fzK5DMskQwODMqVKtmneuEQxlzfvPiJbt2a1gX26VSxX2j/g28s379WrUFoHCVzy+7jm1YPRxSpML1W9ko3jzmrNX4UGDvY8GyOTiuWyda8fmAhFt5v0fN92yNCi5XB19ILfR9UsIiXiw59el7PKVd468e1jq17dvxfoN79sbVQ5V7+TkUA496kHLFW1VIlWeQpfatAFgq71eHwDvoAt0uPzF5StDT2kbq58Ih5PmPTRGyzY5ApsWHOd3gaHhE6euXDrrgOd2rawMDP7+MlHoVAgHLBt98HL1z2GD+xtY22lMQF4TVycuFSJYq2bNapQ1g1+hGy1yhXgVjWqVkQafgfv06hF2UwhgGP7ZeiPw7XaIMI11bXqoCJlVr68v+51wiNgJ7+8G+x5TizX8oSLuUh/Z/XmOMJZWVK+nvr4L/p5f4uN6l3QVbXs/xIVPvXR9WJm1vea9X7bZtAQl7InfN6e9n2nXkuVTl5dVbTl3RMuw/Qt5KbSqCdkODozybGyZ0AhAa6eHrdgQcGQQXpHDirDCgla+o8IEAEiQAQ4WO2XXrvSeWA/w7x5uIKEL4IsF55IZFSwABb8ZTauNSvlyiqTbwsMGVhy4Vyb2jWFZmZJHshiGGigRylskldkNVyhkGegD+HqiViNbm9pdERApwnkye0wZ9q4udPHu5UsVqhg/pnzl2PNg8uqBnp6MyaOsrTQ/itRRQo5V6lYFlKxnJupibEqC42VpaVOT5gGF08AF07t9Y1a5inMYxisXhBTOFK77dpKjfR5fAGXN8W12oKydWz1DVHUInchrPmfBCc824LaCC58jgxtm7cISpGFIAZx74dfcTPrNnldoCxoYtHSqdDnyLDPUWEoVQnDYcyEenb6RvmMzSBewd/sDYyq2eaGgYjHtxTpOxqaQI/u3oYHY6nmYGCMIpWEiWOD42L4XJ5Ko7MJC3OzCaOGLJs3DSG20qVKrN20Y8O2PZNnLvDx/Tp76tj8eZ20jtwptwM8iBX4kXoWaa1VSPnvCYSKY58Ff69pl8fVwha9w18GFylzum6HAYUTlutchhldvMLIYhVQqiFchpNL3xgHOSs2eomXrhF92/fxRRFTSzdLO1WtZyHfoe9TqBS8g8dwO+UrZq1v6PHNV2WgSsAseXW29GnI99O+7zvlL5bb0ITVaGz9oyPFchk+CjT0/yDL/Qd9ZHIXDMNYWgoGDxStXsnky5fJg6HuiQARIAI6QMAwT55Co/9n4lJEGQhQKOICA4M87367cAkS9uKlNCpKOUaGMS5YoMiEMRYVyimzSf+KTBjr0KoFP/5NsQq5PMbfn20h8KZHzFc/hUwGc5Q6tG7pMnkCogbI/luh3ohAjiNgbmbK5XLlcrmxkaFQKHzw2Ktj2+aODvbrtuyME4u14liyamP7+Jcs9Bgw8vXb96oslB537mutQkqdIoBVfYg41i868ec8sGLBah+DZDicomZWpeIXS8h+j42SyGWIESANwcLj8KdXLmZW1W3zIMuKVC6Hnk2zW4Of9x2wWXZrKhTtq9lqTPGKyPpEht358bVurnxWeso1VUVrh/P1O2OLohvffBA7aJOnCNLqIlco5BwFei93cquGLH5+R91SF9IItPH5fIVCoScSmhgb3XvwpEbVirWqV169YXtwSKjWER44cgIexAr8SD2LtNYqpPz3BHBsGwtEnyLD1B89cDIyxYKfHUwTxwL9CrnBj9isxjZcEnfk0+uTX95FS5O8uMTzh693RGgX5xJCtZAZupDhqP/ZhIDLFXK1r8G1Vkc9BYez/vVDuHb7vC7IahWpQo5Pg9ZXD2u4VYMLe79EhWutkl5K7ZNJr9Z/r52oKPn7938sCm9vRWQkJ6V7qHCOLV9OtHgBr3Kl3xsVWRMBIkAEsh2BXC2bGebNi2nJomM+79nn2a7zs0lTX81bCHk8dIRn+85fjx5HEQz0bG3z9+klSnpXZ76+vWxq1WB4PHzkRr7/8GzClLude7AtPJ82427Xns8mTo149x6lDJdrU7N63p7d0VSqQoVE4F8TqJa7bFPnmurSMF81W0Ptl+WhR2mj/NXzm+XWGKihQL9u3kpoTUNf3r4kGmf1rA2yGjbplcVqJyg45OpNz5kLliM0sOfg8U5tWyyZM83X1//Q8dO4Rvrg0VOPOw8g/j9fvsh2PXpY/4M71kF2bFhWpFABVRaaKhXLsTa01WUC7fK6IILQ4drRnR+eYdGisbbhxP97EOg/76nH0DvnC5taNnTIH6/jXA/4/CzkR9u8LrhOu//ji28xyjgylliFTC2ehXy/+PUjzKA84P3SRs9A4xYDFKnk3NcPiEE0z11QpWETUB77/FrjOi1bFBwXGyERt3QqhAvCKhlYuLSZUBQhiWNtdGQbHhF598FjBNp6DBy1dM3m6lUqrFk6W19Pb+PWPebmpq/evIdPQdhHIVRj7tCmOTyIFfiRehZplRklMpeAkMsbUKT046CAuuf3vA0PDpfEqa/5Ux9bmDiuy/Xj4x5cHnH3QuXT268FfGbtcdhve+flaGhSw9bpkp83hNUXNrUQ8ni7PjyLlIgRGjjy+fXnyHD1WxhYs5Sqo/R+oN/t774mAtG4B1fWv36EdqDUEMwir5HZkCJlVW6FRAOH/BESsVTbgxsa1f8mq0MBBcX373Gdu/2xxHboHFu7XlyvPrLTZxQREVqhMLlzCyZNoJiCVjikJAJEIOcQMClWFEt9hVzx4+Yt7y3bNSaOUMK7VWs/bNgkjYiM8f36acfuuB+BKhtzt1J2DepxhULEC0IePX78v1HB9x+oStkENE9GjEYpbBg+37ZeHatqVdgi2hIBHSEwsmyP2dVHqMv8mqOPtFw1sFTH5CPs6NIElnNrjOzn2l6jtJhVwXEV+qI1dX27Ig2X1B4/vmI/O0PlI9asDVpQt0nHNAIK5y5dO3n2YnGXwssXzFi1aGapksVWbdx26879yhXKRERGej1/+fDJ06279u8+eEwqlaq6joqKxlVWSGhoGPSqLDTiFG5qUNWlhC4QsNIzOFCz9aj4u7Ifxr+UsfP1YwgEqI8Nq5393i8ROLDXN9LnCVCEJc3hT68dDYzr5cr3OixwyYu72EIPGVe8EtYkgz3Purpvqnpmx9uwoGZOhXBdFEXJBauak1/eFzWzcjGz1ijFOu1laGBjx4JYtmkUvQ0Pgqabc8leBV1V0iZvET6jQ6sSjBBu9eCR1679R60sLeb/N2HjivkN6tQ8cOTkvsPu5cu64Uol3OrJsxd7Dh7buG1PZGQUqrASGxsLD2IFfqSeRZq1oa0uEKhjn9e9TntspXL54ud3Sh7fNP/Z7bSEFeBBfQu7vW875HaTnrb6hmtfPUQsADPCYf86LKht3iJGAuGO908hUEKKmlkPcyl35/vXcie3ljy+cf7T27kMjNAvitQlpepofN3rh3C3gJjIr9ERy17e7XDtaGDSn5aAzbuw4LJW9iqfYhMuplaSDI4mcDgc3XJdDOgvRf7ylXjGrLhOXWW3PTna8DE2Nvyhg+nZh7/kTNWJABHIUgSSDBYRAaG5GVTyuNgwr6dIaBW/E6eeTZr6ZNTYQI/b6ga2DeoJLZRXcWO++r1ftQ7RB/VSVRp6lEZ99oFGaGpqU6M6EiREQKcIBMaELLy7ecqN5awcen2OYRjEAqo6av60m6tNkWhpTGhsRHGrAnlMcqU+C1TvW7Idw2G2PD2MNlXGPuF+qnT6JrC26dK+1dK501o3b2RqYnzx6s0R46ebGBktmj15aP+eg/t2H9Snm2Muex6P175VMz6fj965DAPLw+5npsxaBJm5YMVnH989h44jzYr35y/GRoawJNFxAli6YOXQ3blEpfiXMvpFR054eEUsVz53xo58TPGKXi36TS5Z5dzXjzvee0F578fXuz++tspT2Eyoh6y6IEJxrE7bLVWbDncpV8rC1snItJVTYXUD9fSL0B9fo8Ob5i7IqGvj01cDPhvyhdXjX6wQr0jcoGsbPUMsqBJVP1OFTJQnl5+5TP4fnwa1a1RZvXhWj85t7e1s7j54PHryLP+Ab/NnTPzfoN5wK4hbyWLR0TEd2jQ3NjZihwuv8bjzgHUibJ++eH3p6k0kWEER/A7exxrTNtMJ5DM2+8+telEzq6muVYe4lN338cXuD89TH1VFa8cz9ToOcymLwx7RhIrWDj/iokPiYhFl2PrOy0Kk38SxQPIWehQoeaVh1ymuVbs6lzDgC9rmdbE3SDhmWONUqr8LD34a/L1T/uIeTXqer99pTcWGnyPDVNEKtvqXqHDf6PCylvZsVn1rJdI3F+mpa9I9nd0CCiwgxffv4hGjZOfOa40pcPPn57dtzVpmoa38wQNOZOIzcllo5DRUIkAEfpPAvzJXcOTxLztIqb+w5y/U702AmYGjo0lRF4bLKKTSHzdvRX1OuM0P8JaeNAAAEABJREFURckFpd8uXZbjOifDmBQralwkxW+lyeuShgj8AwJyhfx9iM+pD9dYmeO5/mXgexORUUnrJE99I0CQxySXd6jv8x9vrQzMKzm4pTK2/Ga5h5fpbqZnvP/1me3PjqlbStXWeOr69EpLpFJcO+03fNzla7cG9e0uk8sfPnmGq6xyufzUuUunzl3u1bV9ntwObHcikWj0sP5rl85hZem8ac758/bv2ZnNstve3TqwxrTNEgSwvEFMAcGFV6GBAWpvVWAH3zJP4XxGpp4/viJ75PNrhCFcLWy9I0J/xEbLFQpsQ8WxKILwGG4NuzwlLGw+RoRiFaSx7IGBStAOlk+17BLfwsAWBcZGX/LzrmLriHgEq1FtUeTx3beijYMBX3mvhEofLo4L+TkAlVIXEnCfS9duDRgxcc/B4x1aN3N0yHXL875UKoVnIcSwecf+lk0blCpRVDVUeA3rPuy2rFvJpo3qsWl2C7+D96nsKaEjBARc3qAiZYqbWV/7+fxCSgMT8XgOBsZwE5VBpEQcLZW8Cv3xMMi/uq1ThEQMz4qTySBY56tueYArdXYu/jky1NHAuHP+YqrqbCKV6m/DgqUKed1ceeHjMC5rZZ/b0OR56A+kVXLZz5vLMGUsE98EyRZ9jNT+pg+2NL222TOgwNIRL1wsf/SITSfZcrm8qlW5xYsnUVKGCBABIvCHBLJYNWlMjEKqvHjFCAUGDgmrizTOwaR4UaGlBYwlkZEINyCRuoQ8fCwODoGNwMzUxCXJIg1KEiKgawTkHAXDYQQ85TV81djK27saCQ0efXv55PtrLsOtmMtVVaSRMBToj6/Q19ks9wVvj9UPd2uUZnRWwOdXr1xh1pQx8/6bgGVMvVrV9h8+sXL91gXL1p44e+l/g/tUKl+GHcOTZy8Gj5qsLqMmzvzw8dPG7XvVlUjjsmpoWMa+zYsdEm3/jMAV/09HPr1Wr4uVuT5fIOLxsciZ/+w2DNhSRA1weOvx+GHiuBchP/yjIztfP173/J7xD64glIDtshd3WUtsxXLZutcP8xiZJn+lIkpZ8YkM8/jmW/fn6xhZJbu9GvA5OC5Ga92Dn15hAM1zF2QtVVuxXC7k8hwNk/wehKo0ExNcLtetZLHxIwatWPBf1Url6tep7nn/EXxq9Ybtazfv7NqhVYsm9RmGwQg/+fiOnjQTXqMuDx4/PXX2oroGaZjBGFVIMpEA1vnrXz96HaZ8AIcdhlgZApBaCPXZbErbDxEhc7xuff/5xIFUobAQ6ZkKRU9DfoTGxe54/xRuBUFwAdL6ymGfyMSP0BsBn29/9+1X2M0s2c1BqVRH+zyGCRUnvGEEcYpYuSyX2o+nwJ33e7+sbKMlhBcrk1rpGSTvLqXZ/Zme+2fVskat6Gip+0mFtvcpMNZWvJpZ7/5bRWDiQZ81dgGNkgjoIoGcPqaI12/ivisD21w+36ZebYsKv/HqNcN8eXkiEQhKwsKCbv/6ddzKvoKUH1yoZZiffmcH5Eh0lwDCAaZCI7FM4h+pdBDVQMvZF48URz8MeH7HzysoJrSQRd5iVprLIdZ4QsX+Ze2KPwh4Pv/ORlbzj7cOueycHB0YhsHlU5FI6OSY6/bdh1gRzZs+3rV44rvBczvk6tK+lbq0b93MysoS8Qh1JdK4+mqgr/+PZ0HdpZGAgsO5EeAz+dE1hAO+xUbFyWSb3z7Z+s6rll0eW33l4yr3fvhNenj1kp/3+/CQuU89PkeG18uVDyuf0/U6fmg7hJWtVZtaiPSxneFWQ9XvRT/vh4H+XZ2LGwmErBJRgE7Xjo25f4nNYnvu64coqbiuveYHO4IRxz6/djI0LWFuAzN1uez/acObR81yFyya7J0LPlFhUoUcKx91ex1JW1qYF8ifF36E8XAZbv48uZ+/evPVPwDBu9o1qsDdoIfArF2rpvAadcnr5FCyeFF1DdIwgzGqkGQigZC42JNf3na74Y4QAHwHHjTh4ZX3ESEt8hRKfVQfI0L2fnyx8NntbzFR1wI+X/bzzmtkZi7S75iv6PufbgXnwvIecr9Z73zGyodM0SZ6Wfv6YX5j8/q5Et6NCuXi53eaXjyAiEAq1YuZWcNJUfdxcMCXqPBFzz0DY6Pr58qH6hA0iw8BbPsXKo2suuAj4lNEqI2e8tNAXZ/u6WwdUOBwZOcvKLw/aaHG53NLldKi122VIjRU+wDNzLTrSUsEsgMBmkP6E/hx/YYsNhbt6tvbF5s2pejUSWl8HkFgasrweKgoDgrGNi0ij4uPqTOMnp1tWuzJhgj8MwKmIuPxFfsebLGcFffWax2MbY+9vXjw9VnVGOrlrZLLyPZzuN8t30cvAt+9Df5kqW+m9SaFoWW61s9XJTAmdJPXoShJjKoFVcJYmLHf6uRyeXBIKK6Irtuya8D/JkycPl9PT2/JnKnjRw62ir+xSDUSLGaqVCyrLhXLuZmaGBcp5KyuRLqsW0mhMMmt6apGKJHpBHBZfLpb9flla+Ga59pXDx4G+a97/XBgkdKTXZUvwUUsYGHZOsYC4YDbZxpc2Hv6y/veBV1bJfsRx+SzwMpk5/unLmZWTRwTA2cKjiJUHIsVFGuPqAGWUkXNrEpaaEYN3ocHvwsPaezorPFQwxX/TxMeXCljaT++RGW2EdUWy56r/p9NBSIHtYuuqtLMTSgUivCIyGcvXu/Ye3jI6CnDx037Hhj038TR8/6b4OSY5BY/YyPDiuVKw2vUxcrS0im3g7oGaZjBOHPnRb1bxb/QtGnuAkue33kY7zsvQwM3VWlS3dZJAw5iRny1X3msmyt/z4Ilz/p+qHx6e99bp6z1DCaVrAJn1KiVPHvJ3/ttWHCfQqXgm6rSCEkcYhmxMqlKkzyBoS4qV0cil7W9cqTm2V3nv36cWLJy9fhHjSIl4tH3L2L8M0vXKGBirlH3VWggwh/Jf05Cw+zvs9k8oABA8g8fONp+S5KxtuIWTYzWw1L3RREaqvWtEAxdPdD9nZeDRkhTzQIEfI8eDzh3Qfl2Aw6HZ6BvU7tmmbUrq5w44rZ6eYGhg4xTftmByFr5yvo/myGjdj7+sxaoFhFIXwICLt/e0AZBBFZMREY8hmeuZ2IoSLwmX96+hB5f+MA/4TVdd/y85Ap5KRvN53cQm2hfpGGkONrawKJb8RZax4kirfq/V8aJxXMWr+rYa8igkZO27NyPBgf3675t3dL/Dert6KDlHV0wIMkeBBgOp6VT4ZuNu89wq1HZxvFh8z4DCpfmMQlf77HAuNigi2fTXlcbdn3Sot+4EpVgrzHxGnZ5cBEVW5VexOMdqNkagoRKaSbUO1u/067qCce2kMvbW6MVBAmVDZsoamaNBvsXTnKx9NjnN/+7e6GCda6VFeqrmn0bHlzu5Fbnw2sKHF5z8NPLprkLohe2EV3YIkK3Zdf+Dj0H9x06dvm6LYFBwd07tdm8etHUcf8rXDA/Fpm6MEgaw98QMBIIp5eq/rRl/8o2jv+Vqn6+fqdyVrk0GuziXPxZy/5VbBJ/MBhONLZ4pUfN+8KtbjftdbJuhzxGphq1kIWzQJBQSRPHAo9b9MVWpUECngt/Ud3FAA0rqAth09i6WdhdadgVvnytUbcnLfp2zl8cw4iQiPt4nLr7w29Z+Xp17PPCDILw3NRH150Pr4E0u3QAc1QVoTSDJOETJ4Na14VmFT9+cCTaoj7GxkzuxINDF4b6yzEoAr5xJJLkZoyVDr0UN/nwSKPbBGh0OZTAuxWrITF+fgkhV4YRGBubFivq2KYVgguVj+wvMHggYg3pSIdvbJyOrVFTukbApKhLodEjXCaOU0mR8WMc27Y2zKP5wjb1kaM0f7/epdeuLLtlfZmNawuPHWVWKsU3FOCAzN2ujevi+TAuu2ld0emTtf4caf6+vdW7SCUdGBMy4vLcKrs7sdLsyMDngW8b5Ks6tkIftpahQL+EdSGJTJrPzGF2deVvTLraFImTiguY5ylpneQlo5b6ZgGRgeOvLfaN8K+Yy3WgW0e2BfXtx9Av6tl0TIuEwqH9emxcuWDf1tXrls0d1KdbqRLFhL9zZ4GeSDRm+AC3ksXTcVTU1L8kUNHGoUeBklp7tNEzcDIyVS3jtdpktLJVnsLn6ndaVbGh0c9nKNBjQRML9zrtLjXoAnncvO8Ql7JQ6o5wudxObVvAofZuWbVl9aLRw/pXKOtmaJAYbUzLUPt279i4fq20WJJNJhKA78CDfmsAcCi4FZzrt2r9pTG6y21ooooYGguEGyo3RqCh9s9oAtpHoGFiycrwKQhCjRcadLE3SPJzErBJd8kBAQU/f45U2yJcIGBsNG/TSne+6dugws9Pwd48rNGukRG3rG59CmsMkLLpR4BaIgLpRsD/zLm7XXq+Wboi5OEjSUREQmQBzTOM0MLCsW2rshvWWlXRvDcV5X8mXJ7yWYk/q0u1dJ+AvqODbe1atvXrqsSuYf0CQwZi8Y8QAMINyaeQr09PtzXLnTp3NHEpYpQ/v3HBAvaNG5ZcMMdl8gResm/t9o0aVNi1zXnwAPMypWFsVMDZpmaN4jOmlVq+GFEJ9cYtq1ZSz6Y9/S0q6MyHG3EyieoVCXXyVsptYmckNKiXt0pT55qQRvmrmemZWBmYV3VMeMEh2/6P6OCVD3c+CHi+/9UZuULeqmC9qo5JrtCyZhm3NTU1MTM1wRLoz7rA5VYTY6PfikH8WUdUK4MIOBub1/35THUGdfGXzToYGGOpo94IsrkMjHFtFmKQ9Ecf1M0yMW2gr29pYc7+0uqfDcMQEQi9jP3Fvj8bGNVSJwDfgQepa7JK2kyoh7CCxmjhTfApCPwLXqZRmhHZ7B9QSJEal8sk+76SorFuFMjfvedoe9kyY2jE5NL8mRDdGDKNgggQAV0n4H/qjNeYCR7N29zv1f/jpq2hj72kUVHKQTMMlogF/zfU4nfe2qismMKfODQ0hRJSZx8C4uDg96vWvpq3EPJ+7fogz7vyODFCAIVG/09j2Z+vb6/c7dvy9PRCnz57PX/RzSYtvEaN+37tOljY1qlVbPoUJFSSq3lThBKE5uaRHz6+W7XWs33nh4OG+Z04JY2ONnMt6TJ1ooGjo8r4bxJSuVTBUfCYhG9HpW2Liniinc/dS21rqZJVD3cjZFDWPsnF/Ahx1C1f5Q9L7X156urnu9YG5t2KtTBUe3Tib0ZFdYkAESACRIAI6CyBhFOmzo6PBqZOQOHjo/BT/oCwulKZ1hNxCye591KppL8/IUB1iEDOJRD1+bPP3v1PRo2936uf36kz7BsWRFaWDs2bqaBItMU0VaWUIAIKuTzK+9O3C5cgvoeOPps09dnkadGffYzy5cvfP+E5AlAydytl16Aew+d/u3zlyf9GB5y/KIuOCXn85OWMOR83bEZIC2ECp84dYQlBsMChRTO+oWHIo8ePh4/8evR43I/AiNdv3i5b+XLWXKQN8+axb94Eln8vhS3ziXjCHzHK3zrNYydt+2oAABAASURBVJKrlI1LuDjyYUDCCxTY9u/7PwuOCUNpSvcgbH562DvMt7Rdsd4l27BVaEsEiAARIAJEILsSoIBCFtuz8vcfODLlD8gnGTeXm9EBBeXjIQYGSTrViQwNgggQgfQngBXa2yXLv1+9rpArOAxjmD+f6jWNkrAwpZLDEZqZpbFj5ufF3tiAb2msQmbZiUDoEy+/E6dkcXHGLoVVd7tY16wutLCM+vDx3YrVGpP1PXo8+MFDrlBoWaE8W2RVo6q+o0Ps9+/eW3cg7sAq2W3w3ftfDh1G5OLT9p2s5re2enxR28INZldXvhwB29X1piEbI4299Ok22qmQy9XGwPJLuP/1L/eRVcnTH2/eh3w2FRmXsUtyk4LK4GPolwOvzsRJxa0K1audp6JKbyzM2F95UHVECSJABIgAESAC/4xADg4oKDiK5Cvzfwb+TzuSP3qsCA9PXpvJ7cirVjW5Pr00gmFD9Y4e4nfv9ncNUm0iQASyDIGgO3elUZEYLt/YyMAh4cexon2+yMVx8Upj0zS8v83A0VFkYw17uUQS9+07EiQ5kID/ufNx33/wjY1Nixdjp2/sUgSJsBcvNQIEUEJC7j2Qxcbq5bIzdyuFrJGzM+ILkR8+hr98hayGIJrwYcMmre1oWCbPmgiN6udLeDlCU+eaVRzdoiQxG58cPPT6HIzdbIsKePxH314irSEPv72QKWSlbYtq6FXZg6/PXfW5ayYy7ufaztYw4cXJ1gYWKgNKEAEiQASIABHIHgRycEBBKlH4+We5vSi7eUuh7Us5Y2rKTb93p/3EkvA/t2xZbulSjIWFYMgg0dbN3OLar8kkWNN/RIAIZAsC0rBwefxbYBmGy+ElnCwi3ryVhIVhfgJTE9MSv/4oMC/jJrQwh700MjL8zRskSHIgAaz24wIDuXy+yFoZXTIuUlhgbKyQy6ThEVppxAZ8k0ZF8Q0MhfE/U6rvqIxnSUKVB55W+z9Ttj42rJTamxGQdtvWqu7+XrteuLMNTry+pNyOtiseaLn3YfuzYxV2tu9xegIs7/k/rX+gD1pDWl2m3lxRenvrTidGf4sKYm3QhboBpYkAESACRIAIZAMCCd8Rs8FMUpoCN7cjRyBIXqqIjlYEBSXX675Gfu8eR5rshzC5XF6lShm01Oc3acRYxl9gwcKieDHhymWCMaM49ASE7h8rNEIikAIBkbWVY+uWyV+kr27ONzXhikTQyMRxCAcgAcEl4ijvT0hwhULLihVSbwGlVjWq8fT1YR/z5Wvw3ST3jUNJktMI4MDDlPn6+gyfh0Tqwgj4+nbK9w1zf+fnD1Nvk0qJABEgAkSACBCB9CWQ/QMKDL6OaAsocCKj5M+SvGYpfcmmobU/NJFdu6H4EZi8MmNrw2/TKrn+LzW8mjW4lStxuImHCmNkxG/XVm/7Fm6pUn/ZOFUnAkTg3xMwKepSYt5s58EDiowfgzV/SgMwdyvFNzRCKa4Mhz7xQoKV75euSiOUj0KgnYL/G8oqtW6dOnc0Laa8J1wWE/P9ylWtNqQkAikSYBgm5Z8aLTFnZrXT7iops25Viu1QAREgAkSACBABIpBhBBJXiRnWRaY2bGDAFCigdQRyHx9OdLTWohSUuqKWP38uf/qMo1BoDojL5Vavzm+drjEFAwN+l86MufKO5STdMYwiLFz+9m0SJWWIABHICgTsGzUwzJcXSzXralURWUBcIPmoHVu3tKldk+EyCrki7OkzWXSMyubb5SuBnp4KuZzhcm1q13KZMiF5VAKaQiOG5W7XhisU4sMq9LHXV/eTqhYokWMJ4LD5jbnLZAhF/dqex+Xp63H19X5tSRZEgAgQASJABIhAehPIxgEFJSp+s6Zcp9zKlMafWIxluYYuC2Vlly8rQkOTD5gxNuK1bc3ky5e86M80wnFjuFofk46JkV26nEUjMn+GgmoRgWxD4P26DaGPn2Cdz2EYs5IlXJcuLLV0kWO71rb160KQcFu51HnwAL6R8vaEqE/eX48mPFKuIuCza1/Ys+dogcvn29auVWHPjqLTJ+dq3hTVEa1wmTQeGmSV0QQOJ9Lb++PGLaq6yRNG+fOX3bI+JSk+c3ryKqTJcgSUj88oFLHxv/QR9yNQHidOZQqIDjB8vlwqhSXMJMFaznfPJk+72aQFxPfAYXkWfMUy5kVCBIgAESACRCAbENCdgEL6w8S6mteqBUdf+fiuRuuKoCD5vSz8NK/s2nX5bU+OXK4xL2S5zs7CaVMwd6T/UgSTJ/Lq1eVwkx0kCoX86VPpgYN/2T5VJwJEIFMIyKJjnk+b8eP6TfaXbngikZmba4HBA10mjoMgYVqiOBN/q3mM71fEAqI+f9YYZ7Sv76s584PvPVBecGYYoZmZTc0ahUYOR/XC40bb1qsDDaIViDiEej19NXNe8hbUGxSYmSKmkJLoOzmqG1M6KxIwKeoisrKUi8WxX/0wfhw/sd++cXk8fYdcyCYXw3x5+QYGktCwiDfK++BiAgJwLBnkcUpuSRoiQASIABEgAkQgcwlw/7R7Xa/H2NgIx47iar1WL5fLPO/Itf36lK7PSm18kp27FV+/qil+JhmGW9RFOH3qX72g0cBAOG8Ov2kT7e+z/PFDuu/Az/7ofyJABLIeAcQUXsyY/XrhkojXb+TJX/LK4Uijor5dvPxk1NiU3qSIS8dPJ0z+uGFzzFc/RfLgJq5Ff/v2cdPWJyPGpB5NyHrsaMS/T8C6ZnWRpWVcUFDIz5dxhDx6LJdITF1LmMf/MKR6kzwDfcuKFbgCAQ5OhB5QFPrwsTQyyjBvnlwtmiGrIQIzU4b761c8atSiLBEgAkSACBABIvBbBFIy5qZUkKX1vPr1ROtWc8uU4TBM8okoAgJkp84k12ctjcLbW3rwMCcm8cHmxPEz8TGF+XN4zbV890o0SyHFq1hBtHE9r3YtDk/bVzSxWHb6rOy2Zwq1SU0EiECWIfDtwqWHg4Z5tGjzctbcr+4nkYV83rPv2cSpt5q2ejV3AaIGqU/my8HDd7v2fNB7wPs16wPOXUB1bN+vXf9w8PA7Hbv57Est8vhm0dJrter/Uu737Jf6GKhUxwnk69MzV5PGCg7nx9UbiBGwow28fiv6iy+iDPn79zEp6sIqsUU0ocj4MdCIw8K+X78BDeTb5Svhb97wDQzydOlkVaUyNCpBiMG6ejVtp3qVCSWIABEgAkSACOREAv9sztkqoMDky8fv0V20c7twxnQmd26O1q8YEonswqUs/QIF1cEhPXBQdvWa1gcfYKO8R2PieNHWzbyaNZBNiwCgcM4s4eKF3EIFtdOTy2WXLkvWrU9La2RDBIhAliAgi475fuXau+WrXs1bCPHevC3ozt3fGnnU58++h4++XrAY1bH1PXRUtW78rXbIOBsQEBgbFxg+hH0jRrntm6qePo4oAFck/HH1+ue9+1QTjPb1/bhpS1xgkHGRwq6L5pdaushl4rgSc2dV3LvTulpVeWyc3/GTgTc9VPYfVq+P9PYWWVsV/W9K2c3rXaZMgCBRYOggaVSULDZWZUkJIkAEiAARIAJZkUDWHbMOBRQYJyf9a5f/XG5c1du/RzBkELdIYe2X1rGXFAr54yeS7TuQzB4iXrhY/uAhJ/kvPrDT4/G4xYsJF8zTO3kcQRblTQesPumWW7asYNgQ0Z6dert3KF+aIBQmLf+ZA70HD9Hjzzz9TwSIABEgAkQgCQGuSGSYNw/7RgzDPHm4AkHUZ5+PG7e8mrsAoSt10+C791/8Nyvk4SNGKDBzc7WtX9eyUgWBiUnMV7/3a9Z92rFL3RhBq2cTpgTeuq2QyYyc89vWqQ0xzJc38u073yPHOAp1W0oTASJABIgAEchwAtSBioAOBRSUUQADA84fi56e9ovqqrlyOPIPH8RLlmWr3yaIjsaM5F5eKcYUMH2GYWxteY0aCufP1b97W//6lSRRG89borWr+N26cgsW5AgEMNcuiCZ4eaGvbEVP+1RJSwSIABEgAr9N4NuFSzebtNB4huVG/Sb3e/X7cvCw1ubCX77yGjPhbufuL2fNfTVv4avZ8+/36n+3Wy//M+eS28f9CHw+9b/brdu/mD6LNX7Qe8CjIf/7eswd/ao/GqOeTt4OaYgAESACRCAHEqApZxwBXQooZNws41tWfPkiXb1W4e0dn8s+G8xIPGW6/P6D1GIKqukyjPJnL9SjNlpflKCyZxNy5Wss0Qv6YhW0JQJEgAgQASKQLgQQKfh+5RriEd8uX4lK9pMiGl3IomN+3LiZRmONusmzzQvW7lmiVXI9aYgAESACRCBzCVDvWYhAzggo4Or6u3fi6TOz66sEFd+/x42bID1xkiMWp//BFxcnPXJUPGkKekn/xqlFIkAEiAARIAKZQaCYVcHG+as3da7VKH919f7bFWk4tkKfPCZJftISymFluqrMKju4Law5dmntCU2da6qUqkR+s9wTKvZDtEKlQQLKMeV7I0FCBIgAEch+BGhGOZlADggoiMWyi5fEI8dkjxcxpniwRkdL5swTL1ys8P2aplsVUmxIrUChQGviufMli5bQkw5qXChJBIgAESACWZvAkNKd1zWY7mSSy1RkNLnSwHX1/zMU6GNKCBOMq9C3Xt7KtoZWyLKC4ELnok1zGdmy2Yb5qs2tPjKfmaOlvtnESv17l2zD6tlt/XxV1taf1r5IYzeboqyG3TYrUKtu3iQ/UcHqaUsEiAAR+PcEqEcikI4EsnVAQSJBEEE8Zpx4yrQccnVdduJkbNfu0n0HFKGhf3WUIJQQFCTdsQutyc5qeZb1rxqnykSACBABIkAEMpVAVccy133u3fV7+jHMd8L1xU++v2KHo+Aozn64IZZJ2Sy7bVmorrHQEPZstpx9CbFcsujulh6nJ3yLCipnV4LVs1tbAyvPr16fw7+yWXaLkERNp/JvgrPbQ5fs7GhLBIhARhOg9omALhPIdgEFmUwRESF//Vp68FBs1x5xvfvJfvP3z3R5b6VpbNHRkuUrYlu2kaxeK//4kSOTpamWykgmQy3JmnWxbdpL1q6jGxNUYChBBIgAESAC2YZAuDjK2cxJxBNgRrd8H214ciBKEoP0+GuLA6ICkVCJoUC/Uq5SrwI/nPO+ySrDxZFCriCvaa6qjqWNhAahcRGsnt3ueuE+w2M1wvJslt3WzVvZSGBw7mNCC6yStkSACGRXAjQvIpCjCHD//WxlZ87G1KwTU75ShkilqrF16sd17yVZvPRfvkFQPHuu1ulA/+8JK3uMjpbu3BXXsUtsi9aSVWtktzwUX79yomM4crmyVP1PoeDExCi+f5ffuw9L2KMW6nKio9WtKE0EiAARIAJEINsQ2PTkIObSMH+1QuZ559ccXdK6MLJapaNLEysD86s+9/Y0WzSxYn/YbPY69DXy28RKA1bWnSKTy/e9PAVlKoKQRL28lT+G+ToY2aRiRkVEgAhkFgHqlwgQgb8hkAkBhb8ZLtX9XQI0I/hDAAAQAElEQVSIFEh37RaPGhPbqm1MzdoxFatoBj4qVI6pUTu2aYu4ocNhCfvf7YLsiQARIAJEgAhkLQIPAp53PjnG/d2VgKgf+U1zT6o0IE/StzCy00EsoFruMj7h/kffXtDn6wl5Quj7urbLZWS78sGumR5ruQy3U9GmUKYiLQrWQUji8idPtnoqllREBIhAWgiQDREgAjpFgAIKOrU7aDBEgAgQASJABIjAvyMQLo7a+/KUpb5ZCetCyXtt4lzT2cxJJpfNrj7CWGjobJ67ecHaRa0KvA/5vO3Z0ePvLt3z9ypskTd5RXVN3fh3MbraFHa1LaKupzQRyCEEaJpEgAhkbwIUUMje+5dmRwSIABEgAkSACCQhUMg87/7mS5fWnsBjlN+CytgVi5NJfML9kxjFZ6IlMT7hfqYiY1QxEOjZGFjmMrQJjgnLE/8ChfxmuRFcCI2LMBTo181bqZhVwfhKmptvUUGoUtA8by565EGTDeV1kQCNiQgQASLwWwSUp9LfqkDGRIAIEAEiQASIABHIugTehnza9cK9gLlTE+ca5eyKV3IodeDVmac/3iSf0akP17qcHNvefQQEcQHPr0/WP9l/5M35CHHU0toT9zVfYiQwRBahhHEV+rYt3CB5C9BMvL4E1SFnP9xA9t9IdEzMvYdPoqKVb5pMpUe5XB4UHKLxCkmpVAolilKpSEW6Q4BG8s8IiMWSh4+fhoSGpd4jHAo28CN1MyjhVhpKdQNKE4GsS4ACCll339HIiQARIAJEgAgQgT8hcPrD9eZHBp94f/V+wPO6+3shvqBqZe3jvU0PD7jn/1SlYROtjw2b4bEa6QcBz9scGz704qwxVxc2ONgHTcG4/oE+bCkMIK1/GiOtErSsSmd0IiIicvueQ4gppN7Rj6Dg2YtWet57qG727OWbCdPnvfvwSV1J6fQi8FftSKWyR08VYeF/1UimVJbLFUHBih+Bv5agYC1vEM+UMSfrVCKVHnY/c+bCFUQHkhUmKqJjYpet2XzizEV1Mx9fvymzFnnef5RoRymdISB7+lLxPcnv++jM0H4xEEV0zK99ivW7X8WXf9FTqsUUUEgVDxUSASJABIgAESACaSNg4OiYv29vk6IuaTNPNyuegb519Wq29euqJI1NIwQw4Ny0NBprmCGIcPPLAw1lZmWjoqJ37juydvNOlWDZg8HsP+y+euN2lRKJi1eS3CVha23VrmWTfYfc/QO+wR4SFR1z7OS5RvVqFSqQD1kSnSKgiIiK27Jb9uY9R6FIMjCFQv7VX3rlphxhILXf81JERGouNtQWFYqQMOnte7JnLzlxcUla43AUgcHSq7c0WtOwUWbj4hAmSLL+l0hRN0mn8QECmEX3/l9k086/FJjBWNl4Zv+JxRL4ArxGJTv2HhJLJBev3Fy5fqtKiQTMYKwar6GBftcOrS5du/Xy9TtWKZVKT5y+UKJYkUrlSrMa2uoQAYlUvPew9N6jJEey2viUfhQRqaZQJnGca/cRiVT24jWKYKC0S/antbVEK7kcfpf26pL9x37pU6wBLBN7Se8UBRTSmyi1RwSIABEgAkQg5xHAqt6yaiXbBnVt69UxzJNHBQDpgsOH2DWsr9IggdBDgSEDYYk0BGEIl4njWCk0eoRGSAIt5x/Q16lje1hCUAob1hhb1DUq4Jyvb69C/xsGKTxmZOFR/4NZjpI4sfjBY6/w8AjVrBmGKV60sGuJolxu4je9T5+/vHzznrXB+gerIKyFHjx+KhAKDh0/jTRk8cr13p98vD9/Wbdl18Wk0Qe2oo5vs+vwFIFBMaOnRjZuL3vwJGbYhKi2vWT3H7OTxfokZuLsqLY9YybOiurcP7rnUMW3H2xR3MJVkUnX8AmLCoVCvGN/ZOMOMSOnRPcdEdmim/Tuz7tUJNK4pWsjm3WKmTBTozW2TdVW9vxVVOcBUe37yF4lLJtRJHv7IapDH/VO2QABY21l6L7L+O4FVgT1a4kG9GTTGluYwRhNZbrI5LLHT1/8CAxSH4lzvjzly5YSCAQqJQxgBmNWA6+BH128elNfX+/85etIQxav3HDv4ZPQ0PCN2/fC7+B9rDFtM5eAIiYmdsHKiOpNsYCPnbU4skE7ybkrGtE6ecA3+JTk1IXEoabsI7LX76I69o3uPRzuAyeCK3Ek0sSKHI6W1tSK4bnoK6pz/7RXF/burPIgg62ruM75jE7tVWnUE7BU6yqdk4mnmXRumJojAkSACBABIkAEcgYBRA3cli9xbNuaKxBYVqxQasXiXM2VP6ZoU7NGiYVzcrVoblqiuDoJ++ZNrGtUl8XGskpEIsxKuRoWyG9SvKhNjer69vasHluED0qvWZm7fVvzcmWQheg7OljXqGZcpDDsLcqXs6xUIezp83vde99s0gIS9uz5t8tXYZbTRCgQtm3ZZHDf7pDO7Vp269gGCUjbFo37du+EBKSC2tVRrH+wCjI0MChTqmSb5o1LFHN58+4jsnVrVhvYp1vFcqX9A76pog8ZB5NaThMBqTR2yVqOTG54cCu/cnmD1QsEjevGTJote/wM1aW37sgePDZYswiLB8M96xVhEeLdh6BnhV+9MhYYEIONSxlzU46xIfRSzwfinQf0xg419jxndPkYr4xr3LL17H0BiCxITp7Xmz7e+M55w0NbFdExcVv3aCyx0ILs3qOYIeMUP10YmkTBBfqls9AjRNCyMUdPxOHzE0uRUigUardRQKHL0rBuTfgOpGeXdh3bNEcCggSySEBgoD7+l2/ex8WJS5Uo1rpZowpl3fwDviFbrXIFuFWNqhWRht/B+9SrUDqzCIi37ZN5vTDcvxkRLv3Zk0X/6x+3ZI3ktFrsgMORXvXg8LiCejVVg0zRR6RSxOkYczOjC4fhPnpjh8GVZI+TPD2XvDVVs/Ay+Bo8Dn6nrD59PKqjr0QDbYNRL+Uo5EpJovpHGQoo/CPQ1A0RIAJEgAgQgexKAKt6nqGB9+Zt4tBQ7207vh47EfddeY1UZG0V8uBRjK+v+sQRI7CqXCnk0ePAmx6sXh4TG3jb80GfgdE+X2IDAgI9PVk9tkJLiyjvT+HPXyLNikIqlYSGfdqx6+2SFbKYmLDnL1g9u+UbG7OJnLlVKBRYroydOuf4qfNyuTwsLHzrrgODRk68dtNTKpUa6OsZGynXkyo4RQo5V6lYFlKxnJupibEqC42VpaXKTJWgRKYQUISEyl++FbRoxFhaKAdgYCDs3cVw3yZeKWWcjl+1ov6KebySRVHELZAfCdn7j4oYZbSOMTXh2lrjgj9E/sWPIxTyK5WDmezBE26+PPwGtTlcLmNkKGzTVBEcIv/8BUXytx+4uR34lctxGIbr5Ih4hNzbh20NpYnC44kmjtQbMyRRE59iBHyujTXX2go9ckQi+au3/BqVscSKL0zYoDXFjyAOn5eQzwr/eX/+MmnGgu17DsXhn1h8xP3MoJGTsI2NjROJhPAdLsOo5uGU2wEexAr8SD2LtMqMEplLAEt32ZPngro1uHkclSPh8wRNG8CtBI3rKbPxf4iySdzP8mtWZaziXS9emaKPwCmG9tWbMhp+x2EYfrWKjImJ7OdjL6iqtTXoWYFfwNfgcfA7ZfXK5eCJ6IstxTb16koDuFWcmMNkwuo+E7rEhEmIABEgAkSACBCBbEMAcQSenp6Rc352RljtB925i/SXQ0feLFqqwGUTZH6K8kkHhcLvxKmfCs7DQcPerViNQIOBU+6Qx09kao95I+jwcuYcuVSiMv5+5dq97r2xNXNz5XCZoLv3VEVIcIUC2zq1kMhRYmZqMnX8//T19BYuX7d6w7Z+PTp17dCKy+WampqMHzl4+KA+R06cHTlxZi57u15dE54cYfksWbWxfY9BkB4DRr5++16Vhcbjzn3WhraZT0AkYkyN5R8/JT7jzTDKFQ6jXMQyxka8YoUT7gKIi5OHhHLtbBl9PQxbNGYIBAlOXJzk3GVEE7gOytt/FDFJf/5DKOTwfi7vjQ3lP4IUIWHKWhKp/JMPoydieJrrBV4ZV0HD2hyOcgActX/cQs4Gm5djC53s6Ut5YLCgXuKlXSiVolBgIuI9h6NadNUQ8cHjSgPd+NMTicYMH1Agf95N2/f+N29pnRpVRwzuI8I/obBfz86zpoy5/8hr8KjJYeERI4f0hVo16gNHTsCDWIEfqWeRVplRInMJMEIBY2Is/+yj/lSC0q24iUe79N4jRXS0oGmSR/Y4KfkIw8C/uHlzs/NShIYr4mK5+ZzYLLbaW0NBvMDL4GvwOHY88EF4IvqKL1RuUq+utJDJ5D8Co3oP03Cr6L4jEIxQGmTYXyKyDOuCGiYCRIAIEAEdJSCytrKpXdO4SGEdHR8NK4sQCDh3ASt8uwb1DRwccrdtnbt925QGbu5WyqpqZT17O7cVS8qsX21WylVlCT2XLwh5lPBkuEqfUsKyfPm4bz+Cbt9RGZiXLc0VCD5t36XSZK3EH48WC7Tjp86NnTrHyMhw+YIZ5cuUYpiElR7DMK7FXZbMmVqrWqWV67c+8nqu3svoYf0P7lgH2bFhWZFCBVRZaKpULKduSelMJIBlj7BbB/HOAzFDx8t9fBVRURzs8qQDUoSFS85diR45ReHrJ+zUOmkhB5dJ5R8+CRrX5TDKA4NXsqj83QfpzTvKdhBrOHKKEQm5jg6ohfU/1942ZvjE2P8WRg8aI3v8VIDWRCIU/Z5IpZLTF3iuxdQXVAktREZhtMIOrURD+6pEOKSP8v6LyOgEGx34j2EYz7sP/zd++rcfgQtnTW7WqC5Xbanp5Ogwd/r4Hl3a7tx7+Pzl6+rj7dCmOTyIFfiRehZpdUtKZyYBPl/Yo4PU80FUt0Gy568UUdGIc6mPRxERKTnorgzD2dvJ7j2CB7Glv/QRWCJeFjNmOq9kMV6ZUmytlFpjS5VbkUjYs6Ps6Qv4HbwPPshYmgtqV1MWcTi/rs7hyLx9eEUK6g3rp3IrJATNGsDdNKbGtpmOWwoopCNMaooIEAEikMUImLmVKjx6ZK5mTbLYuH813FwtmpXZsKbslvW/K66L5xtTeOVXeLWWv1+z/sX0mTF+/nGBQU6dOuTt2U2rmVX1qlyR6MPaDS/+my20sMjdISH0wDPQtyhbJvLjx+C7abowbluntp6DfdC9JLcnGBcowHB5UT4+WrtOd6XuNMjjcVs3b/zfxJGlShR7+vyVx50HGoJLqU65HVYunFnaVXmTvGrkUVHRwSGhkNDQMKlUqspCIxaLVWaUyHQC/Ho1DHatw/pEERoWM2xCZOOO0mseynDAz5Epvv0Qb9sje/yMsTBnTE1+quP/VygkZy5xcztwCzrH5zmCujX59WvFzlgQ2aBdRN3WkjMX+XVrMNbxD7kgspA7lzwkVPrICxdLoeTaWLO1fmsr9/aRIRhRv2bCrRNqleVf/ZATNKnHr1czUapWTG4Js8yVGlUrzpg0um7Nqu8/fNLwKWQ97z0SCYWL6fT/nQAAEABJREFU50xtUKeG+jhjY2PhQazAj9SzSKtbUjpzCfBKFDXcs17QoJZCLFa+lLFua/G+o6q1t8zrhdwvQNC8kUIiidu8W3r9dsJof+Uj0odPEP6Tf//BzWXHCARsrRRbY4vjt4ypKWNhBr9Tel9IKM85L8dAP76E8+vqUqn8zXte+TKJPhXvX1znfBxx4i1+bGvpvqWAQrojpQaJABEgAlmDAFbOpkVdGD5P397eunpCFFw1dKsqlYuMG+3y8937qkQhtZfw5+/bW6VXTxQcPsRQ7T3/bJu29esWGT9G9a5+VpnS1qpaleIzpyvDAZvWoWWTokl+ifCXYxNZWBjmz2eUP//vikEeJ75+wvk7pbGRPhUCCoX8+7XrUd6fNN7CqKpi4JQ7xver79HjgR63w1+90rO3Y4twBAoszIPvJAkQsEVat2Zl3GRR0YHXb6mXmrqWiPue5J4F9dLsnTY2MuTz+V7PX7Ly6Mmz7XsOup8+z2axffn6HdafuOjKcuAyjKmJ8WH3M1NmLYLMXLDis4/vnkPHkWbF+/MXtMka01YXCHCdHIUDeyKmYLB6gbBts9j5K2Qv36oGxi3kbHhgi+GR7YrwiNjl6znSxHfLK4JCsLbn16rK/FyccAR8vUkjDfdt0hs7VNCkPqIGguYN2ZsXJMfPSh96GW5fbXRij9HpfVyn3LHL1nGS/a6kqt+UEtIHTxgTY16JYskNZE9ecO1tGbOkUY94Oy23M8TrM2ujpycyMjJ8/vINPIiVfYfdIWwaWxSJJRL1OxfgNYg1sE6E7dMXry9dvYkEKyiC38H7MmtG1K8GAcbaStirM7+0q/7syaJRg8Tb90mv3FTaxMWJ9x/llS7JK+yszKr9/dJHhO1bGp0/pD9zouTYacmla8qqKbemLGX/4uLga/A4+B28Dz4IT0RfysI0VFcEhyISwSteRGmf9I+xteYYJnl7TtLydMhRQCEdIFITRIAIEIGsRcCiXNkyG9eWWbsyV4tmXKHQzM212IyplY8dxIVl1USMCxW0qVcHUQBNqV1L31F5ZywsLatW0iytXxcauwb1jQoXhAEruPjsMmVC4bGj7BrWNy9XhlWmsi08ZmTRaZMRU1CGAwo4o8ES82fniv/VALbWL8fmvW3HjXqNr9WqrxL/M+dQF1uVRmvCs13nkMdPYEnyWwTy9e1VYe8O48KFUEtoYa6Xyy7G9yvSySX223eRtZVFhXIIORk4OYmDglkbi7JlpBGRARcvsVnjIoURYsCRw2Y1tgaOjqbFioa9eBmt9rpHHMzGBQtqvFJBoyKbNRTo181bqalzzZQEpbBhjbPQNn9ep8Hxv/KAbd+eneztbCuUK400K907tTE0NFBNRyQSjR7Wf+3SOawsnTfNOX/e/j07s1l227tbB5U9JXSIgIGBoGNrrmMu2UPNDytcERU0rocLlYrQcNWApfcfceLE/GoVVRplgmG4eZ2wXpI9eS5s3YzrFP9eurg4med9vltJbv48ShuRSNCknvz9R7mvvzKb5j9FRKT0wlWNV9mxtZVFNz15lcpxNB6jiI5RJP2BRtY+07e21lZ9eyT8TgpcqaBzPggSrKAIBuqDhNew7sNuy7qVbNqoHptmt/A7eJ96FUrrBAE+D8E1XtlSUg9lXFv2+p387QeE4RQhocojUypRREcrQsI4sbFp9BFelfLcwgVl9x5jdim2pvbsktzXH74Gj2NdAz4IT0RfCOelpboUnwY8Hu/nXUjolBX5F+3nYrY0vbYUUEgvktQOESACRCBrEMDV/kIjhxsXcI72/Rpw7oIsJgZrsLBnzwXGxnl798BiXn0acUFB3y5cSiJXrqqvFRUyWcijxyqD0Mde0MjiYiVh8e/04nDQXek1K21r1+Lyk/5ymHo3ammnzh1t69ZmuNyQx0/eLFzyccPmGH9/jM2pY3s0pWbI+eXY1I0pnaEEfPbuD3/xKk/Pbga5nfL16hH9xffrUXetPfoeOCwJCy8+678yG1bz9PW+HDwMM+xZSNjTZ7Kfr2PM1axJgWGDTAprf7uHVY2qPEOD0IfKL2qoDkE0IW+3LsEPH/rs3Y9s6lLYIt/Q0l0nVhoAmVZlyNQqg5FQF5TCJvVGsnTpk2cvBo+arC6jJs788PHTxu171ZVIT5m1KDQscWmapWedhQcfFyc5fBJL8cQpiCWK2FjGwhwa6e17uBDK+bkywScwRyDg8H5+w0fd0xd5Fcty41/HCHt1kbgrI62CFg0TlDweRyhUxMSqbnBQRP3JSw2Ut2d/+yFI/jpGDkd63UMRHKIZ3eBwODIZRyRk/ujxCtTWBfnk4zt60kx4jbo8ePz01NmL6hqkYQZjXRhzjh6DXC45fVHuF5AIQSrjxMQy5mbQ4BhWhIXHTp0X2bRzVLveshdvxLsOxoyfoRBLU/SRuDjxvqOy569QXSlwSblc+bOpOLq9XmhvLUb5ayxKY/yJhBweL9HjpFKlJ0KfhuqK0DDJ/mP8GpUZq8Rfo4ivylHEibm21ol3J7Ha9N7+/LhJ73apPSJABIgAEdBNAtY1qolsrMNfvX44cEjI4yccBQdXiR8PH/V5115pRIRcIuGpbovlcKSRka/mLVSXt0uWh7/8eb7k4EusIvz5S5UBQgkMjxfx5q3qSXh9Rwc9G5u4wCD2tf+/ZGJcqCBXKEQXz6dM9z973mf/wU9bduDatdDKEhex1av/cmzqxgIzU4VcIafHwn9CSd//EQh4NWf+84lTo7/4vFmy/OnYiVGfP6u6uN+z35tFS9ks9A/6Dnw2fvKL/2bf6diNPU6wu+907v522UrWBlvYq98t4jV6PAR6Vnz27Pds2+nb5Sts1rJyRce2rXCAvVuxmtWkvn307WXLo0Oq7O4Eefz91ZkPN5BQF5TCJvVGsnRpbodcXdq3Upf2rZtZWVlWr1xBXYl0y6YNDPTpIaBM3tvyoBDx/qPRA8fIHnopxGL5V7/YRas4Eim/nBtGJvf1i1u+Xnz4hOJHoPSah+SQO6+sK2NmiiKI8trm63f8mlU4jPJ1jNCoRO7jKz5+WtC6CWP5cxHC5/PKu8nuPxIfO431D5ZG4q17eEUKcR3tsbaJmTArbs0WVfUUE+zrGAvk4zol3MumspQ9exm3arOgdVOuYy6Vkk3IfwRypDLG1JjNZsWtpYV5u1ZN4TXqktfJoWTxouoapGEG46w4x+w0ZizdJafOxwwaI710XREbpwgKjlu7RfbyDb+e8o0Ywu4djO9eYMXoqjvPtbhoQE+DjUsZE6OUfARwZHcfxk6bL3v6Mv6dJnvl7z7wq1WCPsXWDPTFB49HDxqLiADX2pJX0BkeB7+D98EH4Ym8qhU4IlEq1dE4PgriVm1SxMQI2zRTZtX/FAr5Jx/G2kpdlxFpbkY0Sm0SASJABIiAzhLgGxlhzR/16TMWgeqD/LRj15Pho7Ek09Cr22ikY3x8oz56xwUHs3qLCuWMCxeSx8WFeT1jNdgq74C4cxcrTHFwCLK/lBf/zXo4ePj7NetVwwj09BSHhODbMIb9y+opGfD09BRymTQ8IiUDHddnieEhPoXYwbcLCY8tpDJmWGL9n4rBbxUF3b5zr1vvN4uXqY6ZtFc3EWbsk6VpH8nfWIrFElwI9biT+C7GO/cfh4VH+Hz5qq5E+s27j+gIi5kqFcuqS8VybqYmxkUKOasrkS7rVlIoFKAKSSYS4OayM9i+mleqWOzUubIHT2JnLebI5for5iofjeZwhK2aClo1iVu6DpdSYybO5JV2FQ3shQ9MdsBSj3vc3A684kleQ6MsUigkJ85xzc0E9Wspsz//hGitS7u4lRsj67eN7jeCsbfVmzIKSxpl8Dg4RBHw/afhz/8Rp1DdDRGvkwd8l2NV1qiOsla8ht1gmRQ7ZS6/agVh54RXsbJ65VahwEoMV4aZ+HsulBod+JPJZM9evIbXqEtgUBBEXYM0zGBsbGRYsVxpeI26WFlaOuV2UNcgDTMY68AUc/QQGGMjg+VzBK2axC5cJb1xO3bJWhyiBmsW8FyUz+6lgkaYko+IRHoTRyCWB8eJbN5FcviEcFBvfqWyqTSlLIqMVvgFcCQSjkgEX4PHKavXbwsfFHRph76UNqn8xcXFrdggvXVXb+oY9gNB3VbuFyB//Y5XQsuLFdTN/j5NAYW/Z0gtEAEiQASyEgGFXI6vhgZOudXvRGAnEO3ryyY0tuZupbQ+0P582oyHA4b4uZ9k7a0qVxKYmsV+/xF46+fLkDmcwJseL2fNxXVp1iYt24jXbyAqS7NSrnwTYw6+r2n8dnq8RUpjiy9M3DAMl+HybOrWUr7oUduvP6Tv7zskdkwp3SYg4gkbO1f36LpPJXuaLdLtIWsZXXRMzPFT5/ccPKaSQ8dOSSSSdx+8VRo24XEnTT+ioaUPUmUqAcbIUG/sMMMzB/iVyxusX6o/fxrXziZhRAK+aMRA42vuRqf2Gl0+rj9/KlZKCUUcjmhwb4Ntq9Q1CUUMIxra12DHGqx/EjTsf2itf3fjK+5Gp/ejNYM1CxkrS5QwBvq4PKs3ayLSKuHXqmp06SivSOIbc1DEdcxl6L5b0Kgu0iqRet6PGTEZV2v1xg3jCPisXh7wLapFt4gK9SMqNojbvk/QtD56YYt0YSuVSi9cucE6jmobFBwKUWXZBMxgrAtjpjH8HgFc/O/ZyejCYYTV9OdOMdi0XPmbCMmawGGJg1/Yu3NCSQo+glIs6Q22roRTKN3n4lFhx1YcRNxQoCYaraFZQ/dd7E0E8DV4HPwO1eGDov7dVc6iakC9uiI2LmbqPOlNT/0lM3kliibYKBTiLbuVblWhflTrHoypCc+tZEJRhv1HAYUMQ0sNEwEiQAR0kkDo4yeSyEiToi7FZ88QWfy80zWFoQqMjCsf2e+6dGGxGVOrnjxWes0KVNRqa+DoaOam/L1ltJ9SYEJrxdSVImsrx7athaamcT8CgzzvqhunfWyoJbAwQ0hBP1cu5Ysek/36A5T6Dpp356IWSfYmUDFXKQFPsO7xvirxjz9ge8HbQ8gTZrlZm5mazJ46ln3lW+rb3im8Z1FPJBozfIBbySQ/KpnlOGT7ATNCgbBbe66jvZaZikRYk2CxoaXoD1QCPmNlkW6tcTj8SuUMD20VjR7MEYlUw+Ha2hhsX62Mg5zaa3zpqKB5Q1WRLiREoiQvLk3Fs0YP6w9jrWPu271j46T3gGg1I2XmEhC0a8Er9puX8VP2EcTv4D7JYwFpnCP8Lo3VGT2R3ozxBge2JLkFiWGEXduxbmV07pDBlhXMzweg0jiAPzDj/kEdqkIEiAARIAJZl8D3K9e+Hjkui4nBtf38A/ryDPTN3FwLjhhmmOyHHjFHoaWFwNQ0xt8fgiyiCQWHD0EVpDXEvIybyMpSEhYaeNtTo+jPsnm6dKrifrjivl0YZ4yf/4f1m1S3ObAN/sbY3ErxDQ3jAgO9Ro27Vivxpx/Y9Kt5C2XRMXOzkEMAABAASURBVLK4WPXbItguaJu9CRSxzMdjuN6hiTfm8Lnc4NiE94lm77lrzI5hGBNjI3q6QQOLzmX5fF7pkrjkqHMDS8OAGHMzzau1OOzMTZVxEGsr9UBDGhrLMiaGhgb6enpZZrg5daC8kkUZmwx/0UBG0GX09RFW0GxZJGLdijE31XQ6TdP0yVNAIX04UitEgAgQgSxE4NOOXY+HjPA/cy7Gz4+jUOjb2zu0aFZm4xqXyRM0ggXSyMgPazfc7dwD4rPvgFws1s/taF29WvLJWlQsz9PXj/nylX3NnrrBn6UZHg8NYovqImsrtI+EuqR9bHp2tggoSMMjQh5r/sqaeoOUzmkEytgWC4gKvP4l8SkAG0MruVye0zjQfIkAESACRIAI/DEBCij8MTqqSASIABHIwgRwtf/NoqWfduyWxcT+uHYj8KYHJmNTu2aBoYORgHy/cu3N/MWv5izwPXocWci3cxfjfgTyRCLDfHmRVZeE1zGKxUH37qnr/yb9aefuG/Wb3O/ZL/j+A4bPt6lZ3b5pY7bB3xobqhgXKcwV6cUEqP06FLQ/RWRhwfC40sionwr6P0cQaF+koYul8y3fh+qzNREaIsSgrqE0ESACRIAIEAEikAoBCiikAoeKiAARIAJZgMDfD1EaHf182gzfQ0cVcrlZyRIGjo5oExGHb5evqL+KP9rXVy6VMDwe38gIBupiWbGC8nWM374HXr+lrv/7NIbxfuXamK9+6NS8tBvbIJRpHxvPQN/EpYhCKgl/+YqtrrHl6etzeDx5XJyGnrLZmACiCf1dO3j6Pdn69IhqmuXtSxopAwo/VBpKEAEiQASIABEgAqkToIBC6nyolAgQASKQzgR0trmQJ0+kYeFckVBk/XtPEmLFblpM+Xrh9H0dowoUAhlxP5RrPIGpiUqZ9oRdvbr6jg7ikJDQx15aa/FNjBkuTxIWrrWUlNmPQI3c5boUa37D98H8OxvZ2S2pPd6j675ldSZGiKMufkr8jRK2lLZEgAgQASJABIhASgQooJASGdITASJABJQEst+fbb06JebMTP4KRpGVFVdfTyGVSWNiMGuzUq4uk8Y7D+iHNCsIHDAMVyGTSSMjWQ27ZVfs0qjIdHlDgWPrliXnz3Fo3ZJtnN2iXyQUPx9uT/vYMGaburV5enrhz1+mdIcCVyhkuIwsftbohSTbE7j+5X6LI4NneqyJkigPdcx39JUFVeJ/6KHzidEfQ79AQ0IEiAARIAJEgAikhQAFFNJCiWyIABHIMgRooKkTMMqfP0+3LpaVKhSdMcWiXFmVsUlRF4dWLfj6+lEfvSNev4HeukY1mzq1rapVQRGyEPuGDUQ21nKxONbPH1mVWMS/jjHa+/OPazdUyrQncjVv6jJxXJ4undgq1jWqW1QoZ9+koSrkAQOjgs4KqTTy3fufNmkdW57OnYyLFI77Eeh/+ixbN/lWz85WLpWKA4OSF5GGCBABIkAEiAARIAJEIBUCFFBIBQ4VEQEikOEEqIN/TCDy48f3a9bFfPXDcr3EvFn5+/TiCgVYwLsuXWhcqCD0X0+cZIcUeOOWODBQ3yFXyYVzy23dWG77pvwD+uJSf7TPl4CLl1gbbM3dShkVcEaUIehPX8eIyIVt/bo29WqjNci3y1ekkZEIfJRatbTslvXot8CQgXwjoygfn2/nE/pN49gcW7fM1aIpRy7HgFO6e4JnoC+yslJIJLEpvLIRQyIhAkSACBABIkAEiAAR0EqAAgpasZCSCBAB7QRImw0IBN+9/2TUWFyxl4SGCa0sGT5fZGGBiMC3i5ehRyk7R6zAP27eGuPnxzcwMMyXFwEIWIa/fPVu5RpZdMKN4rA0L1dGaGYWm36vY/Q7cerj5m1xQUECIyOEFVT9vl2yIurzZ/QIScvYEIbI16cXz8Dg+7Xr3pu3oZZWYW+7kISFR3p/0mpASiJABIgAESACRIAIEIGUCFBAISUypCcC2YEAzYEIaCUQ9yPwzeJlt9t2fL1gMaID/mfPezRv82ruAujV7RFiuNulp9fo8a/mLYQ8GvI/CGIK6jYfN265Xq/xve69o3191fXJ028WLb1Wqz5a0yiCBvr7PRNf1uDnftKzbSfo0SkEnUI0+k1lbCJrq5Lz5zi2acUIBQFnz7+et0i9R5OiLhX376p59QIrBYYN5gqFoU+fsg96qFtSmggQASJABIgAESACRCB1AhRQSJ0PlRKBf0qAOiMC/5iAQiqVxcTIxeJU+g15/OTbhUuQf7zkTku/Wm0QFvE9djzkide7ZSsRN9GYGgITwfcfRn78yEr4q9c+u/e9W7Faw4yyRIAIEAEiQASIABEgAr8kQAGFXyIiAyKQIgEqIAJZncD3K9dut+2Y/ZbTwXfve40a53/mnNYd9HbJ8gd9BrLyaPBw7207ZGoPcWitQkoiQASIABEgAkSACBCB5AQooJCcCWmyLQGaGBEgAkSACBABIkAEiAARIAJEgAikFwEKKKQXSWon/QlQi0SACBABIkAEiAARIAJEgAgQASKgswQooKCzuybrDYxGTASIABEgAkSACBABIkAEiAARIAI5hwAFFHLOvtacKeWJABEgAkSACBABXSPAMIxCodC1UdF4iIDOEoC/wGtSHx4MYJa6DZUSASKgIgB/gdeosqknKKCQOh8dKqWhEAEiQASIABEgAtmeAI/Hk0gk2X6aNEEikF4E4C/wmtRbgwHMUrehUiJABFQE4C/wGlU29QQFFFLn8+elVJMIEAEiQASIABEgAr9LQCQSRUVF/W4tsicCOZYA/AVek/r0YQCz1G2olAgQARUB+Au8RpVNPUEBhQQ+9B8RIAJEgAgQASJABDKdgL6+Pi4NRUZGZvpIaABEQPcJwFPgL/Ca1IcKA5jBOHUzKiUCRAAE4CnwF3gN0mmRrBpQSMvcyIYIEAEiQASIABEgAlmOgLGxcXR0dEhIiFgsVtD7FLLc/qMBZzwB+AW8Az4CT4G/pKVDmMEYVVAR1dNShWyIQI4iAL+Ad8BH4Cnwl7TP/R8FFNI+ILIkAkSACBABIkAEiEBOJsDj8czMzLhcbmhoaEBAgB/9IwJEICkB+AW8Az4CT4G/pOXjAmYwRhVURPWk7VGOCBABP/gFvAM+Ak+Bv6TFrVgb7QEFtoy2RIAIEAEiQASIABEgAplCQF9fH9/qLC0tregfESACSQnAL+Ad8JHf9U1UQUVUT9oe5YhAjidgZQW/gHfAR37XrSig8LvEyJ4IEAEiQASIABEgAkSACBABIkAEiEAmEdClbimgoEt7g8ZCBIgAESACRIAIEAEiQASIABEgAtmJQLaeCwUUsvXupckRASJABIgAESACRIAIEAEiQASIQNoJkOXvEKCAwu/QIlsiQASIABEgAkSACBABIkAEiAAR0B0CNJJMJUABhUzFT50TASJABIgAESACRIAIEAEiQARyDgGaafYiQAGF7LU/aTZEgAgQASJABIgAESACRIAIEIH0IkDtEIFUCVBAIVU8VEgEiAARIAJEgAgQASJABIgAEcgqBGicRODfEtC5gAKvaRPhf9P43br+Ww45pjcDA17tWrzGjdJNatfiGBjkGHw0USJABIgAESACRIAIEAEikH4EqCUikMUJ6F5AoZSrcq1bsUIWB6ujw+cWLSoYPRIhm/QStIY2dXS2NCwiQASIABEgAkSACBABIpCOBKgpIkAEkhLQuYBC0uFlSI5XpYpg0EDBuDGIXDA2Nr/sg8mXj9egPowh3KIuv7THFfvEuwD+4gI++kKPrCD9637JgggQASJABIgAEcguBGJiYkJDQ4OCggLpHxEgAkkJBAUFwTvgI79296QWqIKKqJ60PcoRASIQCL+Ad8BHkjrNr3O6ElDg1awhWrVc78JZXpPGGDW3bBn9q5dEmzfyW7ZANjUxMBBMnqh/67r+PU/R3t2pWXI4gpEj9C5fEC5bzO/Vg9+2Da7S6x09hCxCBlorcsuUFm3dpLd3l3DWDBhDRNu26B05yGveTKs9whPC2TP1z50Wzp8LY6XMn6vMzp6JIq1VtCrRPnpBX8oW/puGLdLQQJ/cXrRmFeaemnjcEAzox1aUP3gQ26R5TPlKyUXh7Q0bxffvcf0HJS9NSYPW0CYqkhABIkAEiAARIALpQkAmk+FbnVwuNzMzs7Ozy0X/iEDOIZC2mcIv4B3wEXgK/CUtfgczGKMKKqJ62vohKyKQgwjAL+Ad8BF4CvwlLW7F2nDZ/zJza2AgXLpYOG8Ot0IFxsyMw+MpB8MwHENDbskSgonjRVs3c4sXVyqT/UEvWruaj+W9UIhChpfadLAs53doxxgbwzJRhEJelSrCOTOTxxR4lSsJZ0xHFwlDYuswDJM7t3DsaMHA/qxCtUULwgXzePXqcvT0VEplQk8PSuHM/xgnJ2X2V3/8fn2Eo0agFw7DJNoyyn4FI4bzO3dMVGZEKipK/uRJRjRMbRIBIkAEiAARIAJpIRAREWFgYGBubi4UCnH+T0sVsiECmUMgk3qFX8A74CPwFPhLWkYBMxijCiqielqqkA0RyFEE4BfwDvgIPAX+kva5p7YCT3srf2OJi/+8KpWVi/boaNmNm7LrN9Ca/PkLpBWRkVhUc4sXE86ZheU99OrC79xJuHSR8lkARm3hrW6hluZ3aM+rVZPD5XLQy+kzcYOHxfXsLT16DFlYcZ2dBb17IZEoBgb8Af3Y2woUISHSLVvjhv1Psmy5/P17jkLBEYl4zZpyy5ZNtOdwBN27cl2KYMBoU3b6jHjsePGUacrpSCRQcku5Ipyhbq81jTaVN2UYGKAX9IUelf1u3KTw94c9Y2TEb99OGeNARkMwrytXZWfOqgtbi6PgKGQyDXPKEgEiQASIABEgAjpIICYmRiAQGBkZ6eDYaEhZnkC2mwA8Bf4Cr0l9ZjCAGYxTN6NSIkAEQACeAn+B1yCdFuGmxSjjbHgN6mOljfW2/P2HuKH/E48ZxwkLU3YXE4N0XJ/+8kePsbRmbKx59esp9Wp//BbNlHc0KBSKT58UoaFqJVqSvDq1OPr6HKlUetxdPGOW/MED+ctXkvkLJ

346d ago