CryptoAgents is a multi-agent AI analysis tool launched by CoinW. After selecting an asset, 13 AI experts with different roles simulate the workflow of a professional investment research team. They collaborate across stages to complete data collection, bull-bear debate, trading plan formulation, risk review, and post-analysis review. Finally, the Chief Decision Officer produces an analysis report with a confidence level and a traceable process.
Scenario: On October 15, BTC pulled back within a week, with the price around USD 81,000. The user holds BTC and wants to understand the current market.
Typical answer from an ordinary AI Q&A assistant:
"BTC's short-term trend is weak, RSI is about 36, MACD has formed a death cross. It is recommended to watch lower support and pay attention to risk control."
Such answers give a direction, but usually do not state the degree of certainty of the judgment, do not present opposing views, do not label data sources, and do not explain under what circumstances the judgment would no longer hold.
Five additional pieces of information provided by CryptoAgents:
An ordinary AI assistant gives a conclusion; CryptoAgents gives the bull and bear views behind the conclusion, the degree of certainty, and invalidation conditions.
The above case is for functional demonstration only and does not represent the current market view.
Go to the CryptoAgents page and select an asset in the selection box on the right. You can also directly click an item in the "Popular Coins" list below.
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
Click "Start Analysis."

During analysis:
The round table on the left lights up stage by stage and expert by expert for the current stage;
The right side displays progress in real time, key indicators (RSI, 7-day change, MACD, volatility), and stage-by-stage arguments.

After analysis is complete, click "View Full Analysis Report" to enter the report page.

"Historical Analysis Reports" at the bottom of the homepage shows the latest analysis records of the day (up to 5). Click "View History" to view all reports from the past 7 days.

Currently, 21 assets are supported, subject to the actual display on the page:
Cryptocurrencies: BTC, ETH, SOL, HYPE, XRP, ZEC, BNB, and BTC/USDC, ETH/USDC
US stocks: Apple (AAPL), Tesla (TSLA), Micron (MU), SanDisk (SNDK), Nebius (NBIS), SK hynix (SKHY), SpaceX (SPCX)
ETFs: Direxion Semiconductor 3x (SOXL), Direxion Korea 3x (KORU)
Commodities: Gold (XAU), Silver (XAG), Brent Crude Oil (BZ)
Q1: Is there a fee to use CryptoAgents?
Free trial.
Q2: Do I need to log in?
Yes. When not logged in, clicking Start Analysis will redirect to the login page. After logging in, you will return and continue using it.
Q3: How long does one analysis take?
Usually 3–5 minutes, depending on data acquisition and analysis conditions.
Q4: Why is there no content in a certain dimension in the report?
The data source for that dimension is temporarily unavailable. To ensure the authenticity of the analysis, the system will not supplement with outdated or speculative data. Analysis in other dimensions is not affected.
Q5: Why are the prices in the report inconsistent with the current market?
The report is generated based on data retrieved at the time of analysis. The retrieval time can be viewed in "Expand Data Support and Sources." Market conditions change quickly; please refer to real-time market prices.
Q6: Can I continue to ask follow-up questions about the report?
Not currently supported. If you need the latest judgment, you can initiate a new analysis.
Q7: Are the AI's conclusions accurate?
CryptoAgents cannot guarantee that judgments are accurate. The confidence level and reversal signals in the report are used to help you assess the reliability of the conclusion. Please use them together with your own judgment.
Q8: How long are historical reports kept?
They are kept for the past 7 days and can be viewed in "View History."
The analysis results of CryptoAgents are automatically generated by AI models and are for research and learning reference only. They do not constitute any investment advice. Parameters such as price levels, positions, and leverage in the report are only AI research illustrations and do not represent operational instructions. Please judge and confirm the trading direction, position, and amount yourself. Digital asset prices fluctuate violently. Investing involves risk; enter the market with caution.
CryptoAgents is a multi-agent AI analysis tool launched by CoinW. After selecting an asset, 13 AI experts with different roles simulate the workflow of a professional investment research team. They collaborate across stages to complete data collection, bull-bear debate, trading plan formulation, risk review, and post-analysis review. Finally, the Chief Decision Officer produces an analysis report with a confidence level and a traceable process.
Scenario: On October 15, BTC pulled back within a week, with the price around USD 81,000. The user holds BTC and wants to understand the current market.
Typical answer from an ordinary AI Q&A assistant:
"BTC's short-term trend is weak, RSI is about 36, MACD has formed a death cross. It is recommended to watch lower support and pay attention to risk control."
Such answers give a direction, but usually do not state the degree of certainty of the judgment, do not present opposing views, do not label data sources, and do not explain under what circumstances the judgment would no longer hold.
Five additional pieces of information provided by CryptoAgents:
An ordinary AI assistant gives a conclusion; CryptoAgents gives the bull and bear views behind the conclusion, the degree of certainty, and invalidation conditions.
The above case is for functional demonstration only and does not represent the current market view.
Go to the CryptoAgents page and select an asset in the selection box on the right. You can also directly click an item in the "Popular Coins" list below.
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5w7HmiRhzmYkvycGDtAwpTk/pWs38oaegYTBrgDTMFeLRgVDwOjYwoy+xlsCOAoUoz6P25GfiloHbGA/7VcwpwadU39ZLG4dUFMLTQN7lVAHDJqZMuYBTSG242UMlCEGGgGVYlvUOZYk4MB8gwrUjxJtalEeRtUYqS8d5ycJalOGeOBIbAelARSUUsaMqQS+JeyhVPNg7n1zMbcoi9V9ByZqkSgamw9oBbHxE3Y5BhQC2mMeMA+kF+vj9ShDBTEAbbuYD45lJAJHSjBwlAY+BszYwjKoHTCCQe2cr2reN+cZONmN1ankN8cWibS/4nY2GQONJZ/8yEgqgUE+M2qOjE6+UopCWvSQbZKFMw0A2WTGjWVQO2CUlLa8DeaaIKUBwJRcYnXEgpMNqpWVAWgNpVoHfGlxDOlzBixxMDDwjShWoox12VN0lDI673+SXEVqBmxTMZAu65ptuA4kdZTGWxwFnC8lCFR2CChxshurs+o3x5aAdotnoDcZFPt+QCm38MOx5oZA42i+kFtMwi1KTqHAj4SAPgVq2iADb5WasqvIInsH9FWlKO2EdpnSIDeKpRfEWlTewgzkAr2Kro9BQAVuYaYOjJojY0iMjX5GMbaegWTg3qQu66olrwNQFrYorToMNA/4ucpvxjIzSF4zgbcU2osCqgW0yTwAmMa4sIRY8Lw5ZoW/FjQsx4iWYh1QjZs6xCL98X5RCu9r4XUgraiXa1bc81wIYUktgW8J+wWAaoHksqjahhggFqRH21xxEvClK0sUyBazmE1wftoDivCymK8c2oWqiFKHPWhGPkhTuapBwfsMq9AIgToxsrO0AiiwHv+fC/ZnlRtCBlEp8DMQ5b6klkCWWAvLUC1mNwBY09zUpggf/FgcM1wHXsREevI8HKPSMND+puvcysnAxRhwiiwpVSzKwEnIEcQsYK5qYQYBuUuLkfuYNe4dsvKsi18H0gHHVB74HNAikF0oBEroibchu85reTFLiK+DTcwg4FrQmE7ucO4qB8xVla9eHigNSmTgEr4COlAAQzTGCYj1ZS7b62cQ8VpejyUk7HJsF1rSukXMv0BsoMBG7hGlqoFlqH8gCRmz7NinwC4YHKWy66itCNbBEH8txLSZOUrhbVHf55Qk5kd9ypz3lcrcNswAwgAfqA+OHNCGctCuvPFiyuHtglOixMFLimcAhsC3s8AtYGSHmN2ALa7SMqCf9G9zMnAcj4C4qcT96hzEKPASJqypzBZV/P5yKnmelPqcEu4v1tiyseuAtuhT1WQgdqJVVgbsw2nrfYYAAc9US51CsgDZxi3Dt0W8Gt+I4JsBlOm14DvJomOJvrK/Ssy4qcQ96cJ2ekYdikEZszBF8etAvvl+YKBd1p1/3dIKN70fUERfw2MKeMuyqLGkQAkzKEiR+brrgAq+LYkB9RxjyIDtLBe8J7JC39WuEliGH5cS76tjjb4CzB3C4FimX2yHLykFA2WJFBXIQOPHGADeLhT8POmxzx2QWAeco5eVhQG7Ix7Yn/OCotO4jiX5IIlDGJRzvmwHW8MeSikDffIc4X2VJrw/amNNZfaTNkC7rDvaACjhVvw6oB51ZAEM63styI7Xo1349cUOAQ0zc4zrrgNJ2cCtoMQKx4Oi99WxJB8kcQiDco7EdrBVI4hWOH48ZQvHlia8P9Snri+zn/ogxoCaACjhtrEMNIoi/JilWQfeQ44PeYeCIDmj99WxbcMM/BzgR4+lYL+AEQyOUW3M6ZujNKAERRlQJpZUQZTrWj1AXa/HPKxTEnYGAgeFgHnAdsT6eD3KkFgH0gpjwTrgSIE0XdjAtKDEiuwpOuoxdyjKQDrsz3awPYCCUspYDFP4ltCuUtlg7n1zkDZkN1ZHLKhFomhsPqAVrwewT9iruNdCIL1YHz9+wLG2FIMgyVd6LU8g/zRf5d43zVRSconVEQtqkSgamw/Ux/dNsssxoBCE1gPmgfRifSqaAWjbxXxwLCMROFJiHThKAx8DZtxYBrUDRjConfNVjf6CeQAwpSxWRyw4cpNIa5YjxKTUYyler7B1oLHoBU37TV6qIN/g5ZRojowuxiAhhwI9YhuoGzBqLykWMHCUxlsc4G0w1wR9C5hybrE6YsHJL9otKwPQGkq1DvQ+GQDU5ww4Gn0CA8HGSpSxznYoOkoZvV9QYF1yFakZsE3FwMsCFf1HsrDkKA0YQU3HNs5XtUBlWQRrlMXqiAW1BLRbPAMea1OP7jLlFsgW7fuc5XIyCGhK/8jjdn2d3kGRvoDR+wUFjgNFlUmRbSpFvSzsmbwO6F2sRX04X9Vi/krbaW3E6rKj6EgsoN0KZyAXOECUnOQX6AtnwNE0IlAiA+qB/khLPlMRiL/XsnfgWOVWmIEsUwg1Bj6FT6sOA/gg/2NxAwykVVoGEAsPTlRVi3GRHGFQS8Axt+Q6iHuCQLNjpD/eL9/AepF1IEnIIOo1Co5D1JK8DgK2UxazG9Y2xIBd/CY9reBwDL1uaYkCn/I9SDkj17lWoWLov97/aICDcRosAFHqABSQu/QCn7OJRrmxEN9oL2BkO9i5WAZ84UtFWlGEqXpXNANZBsrKIArIufj+CgBOAwpRMtDcgXBWgc+B5PcDBGDgyAEj28HOoTbFkCzOlpZY5UYPw1QapWfg4NjTD+ftqjdYkl2H8LWgOhjWx4D6CV8jmrXzRkDH2YS4xGmn0ZTuWnDMAYKC4x+1uAI4pJ97wH7wJSk5JjyIV7si5aHD6gNyU7vKjnZY92nY23ndICYJZeEd9NITRAewVQdI4Ji0AoWAYvmosoMDB1FKA+oDqM4KrWsEMLAn1VigXugrWPKtcbvs6iSLMUjhIA4KZWUAWuF4UGBOI462vD8ci1W2K5UELFPHewofAqYFDKQXxtIzkD6NOG/JW1ZJo3k31MQdHo7h/PigX/KCYkgSXwcFDGRBLdSiXcd1IUnAfrJLk9wcY8hWJceRpaP2gAKnRDL2YdWPww6UgGVpBszhQ8A09A+Uhdq+5NjCKr2AgkwWvw40OjWkzxECWmGNG3uyPwuUyNew5LXpF1shBmBrMgP4EDB1bKEW7bpiGVCFBuS7Y9H5sVnQmqLA0WEv41is0pZSEQLLsh/E8lAmO2BwlCIWw3Wg9gAKNImyMWBfF/Z18hUKGoEy+sXZgWIKHV9Gvkb7jnVt1KEf4RwClvSmwxr70aoUYlFs1Q7qBPAhxiASRLxMfsuqY03t0qIlFgNKAuahxXUZAGKgIUPvqOdAH+GDgwMdV+obvCU/X2mzDWEosEtfvcixD7VpWJrJDNQckcMqcJ+CmvJVNpxfBw4B+/G/LQoC7XJcRwFbmXITgwjoa4QWOIoDc0UWQHcZQ92A8oA1ySihHVUcpfCRKWV+SMT0HGgXPjjpqF21gP2Vsy5rgdpUZ5T/zCihryqw5LVpmN5hUzJwyesgAJxzUGAR8kHjKw9lLHn/wTbpKbJMmUrSBQOnql3Pkja2xNrBBtnV/BUDWpGGYskMxCRA2RnQKvcz09hGOzE/OItQpvYI6GuEntB7pzLjhhiA/gDsww5MweBfC8xphSlnxyYO58uQDisU+Yawt1JpeykUNjUDR4gaQyMWy4A8uIvIA3BOWnQXgHRDT+WzZKEEDI6t8JFpbI7SBUPcFovcHGSYKQ2oPxhkL67NKjf5x4wWub9UoM9eO/6BMCKhoyn1BV9rTgJG1R370Z73I/6eqCa1MefmaE9jOMDrQoHzppg2I4zqD+aM62PANmpCwdESfGTqx+YUY2ukeAZOCnENqFLgIWu0QSEtFmUgEtSMhK363whpaRAosI11Wkc4x41jEKE552SNPtF8OHrAEQLWKPNtYdlRCkFkS6leC+rLrtzYQ2mcJqvc5D8zWi2BgQtbEwyoKQm9YuZ8LbSxfgZUpq7GZ6mYdRAyYBtC/zaOgZMhRubcx84x59DcKFMajsGK30L/Qf/iDBzL1GM/r+nA4LhWKWMpwlZm3FR3zLlxHCT+N7LOOaqVJWrTrm8HyzEp27Ubnf4vsKylVZiB87oaXyzAENAfIOyvVsgA5cWvA8cWbcw5tnPM2ZUbhUplmcXYVj4GoR3QUyhwHFR2BvRTXoMcRSAsq8bo/Qdnw/0FBccyNchOuqxQSBn3Fwuk75ixnbYQNjJTvfBrQRIwOPYo4ByTylYE7B3x6yugyfWtA/UK6A+9hYJjT8guKxtaB+rmnKNmvLdmpShRmBf4V1YGtBGEtjkRVkrJQP4kGDjofUZmPANakacB56jXgHzzOeWB+nnu8K0oBYPQTlxfllXWvAOEQWXKuQ4cBS5mE34E6nBMr6FGyeQ3QC2HcM5QZybcaANFXwtUYwt7kq1vB8uhXf9ZOqK6oymO4sD/uaqDgXVq+rmzn/N2gWQGYDt7gNawvnUQwPFP2g4KARPHXhqBRW5hSaxZoS59VYEl6aEQA9BX+BAB7dE3XwlYVsHXi6yDeBOphWM49qQXtMsZgWLWHe2GfpS8DmSXPeL9NB57ggZoDSED2VCNuQNtMkHYRyUHxxrrTDU3arEUbr6X9x/UEgPpOpbZwjG9rov1pQgMJTOQNkegvvZzAo989WO4hF1vMQLWKeP6kulyMXC0Qdsc1e9d2dW4TokknANV/Dhg0DgFuhRwkyzcR6BeZWFQ1vNTAX0X/wBlYSA27EBS7OXUF7TDHcNUJbECGcoyGIQ1psa9yt7xCv+/sxlcfKAl2vM9wzLVWIBjj5CzY5lj0a50KWadsnXWQXkZgIEeO9AdJvQm4FgqOY4EBo7OEnXY5ljXJlnoH9i2fgZaq2Bw1OQgSjkV9ZHQW/KWVWIDAkc5N8fJhmM49mEr/ZIXFLNOWWVloP0c9xWckYN/32bR+70pGKQQmtMA/D8APwpJ0Q/HOsmRqVpVAoPKfO2qnUUH6lJKT0EzdI9CUMY5qORoT83qHeoGMYl6MNKO2kM9x6KD3mvh2EY7FEB2i18HVJKCt8Ex1Ul1sBxv4g4vaR2A+v7zAYACBgFrji2yETBfz/8Fjuu8NnWZe48pcHTYz7UEBtJTu7oETEL/wLHYmakvObawmrDMckkMqMkuSqVNRSiwLBssOs8ADI7WqUe/2AqKQ1niteBY10YdaspH+eaKXQfSi60DFp2YM4//P4rwfcrLOJasOtrzzUwk3zADoCzrQB5z8UF2Azjm4Sb/VXKcbAAFx1aW6FfZGdBz9tMYshTGwgy8TDz5FlXAABxT0UGBo7OuNIjlocUCX6WnCIiBhvS+gnoUl20dqE/AnoArBQMwRLh+mXFTP8d+HJ1ryfl14BB4h9RGFb+VgYH6so/mDt/EAAAQAElEQVR605IvhTn91Egch0KWHDNFoDgGMTU4/mm/OzAEMUu+kT6rjWJtBWzpqwRs89r0R5pEQ6mjKXkGvuc61rWp7qhNLdp15WDgEq8F0D4jxwRDaJl2EXj7FIUljqOyRgVbwOAZMJc2M3Cq3pbKkA77ODCwIWAmmoqB2nydNeqo6DjZAAqOrSxV0Dk6yC7HcDTtQLvM9X5AMX2N+LHoHsuAc9KiTwCkq3kpB0MQk7DIkvQUgarAwHGyWmvyOD6fQgz03sBGYuJ8WEAJDMhHTNgMxz/4yJQdHdQnYMqcFYp8GdJhhSLfENMAK/G9wTJr1FHByVcohPsGpV4HoQ2XeC3QBufF1G9OdjmG/HDxkdUeAfd9hJEzYyNV4BwLoD1G6bIFyllFwDbVVXaUwkem7OigPrEZskIRJdrCipNuAMQ02BC3xCI37SNm1Iq/H9AvUDs+pgtb9fkA0gq8ABpVmiww4+dmx0bNzZt3YE0qvgaw5ifDzo5lEIwDWOJATFVyhOhlFAVsD2VgcDFQTm6xDGrSLgeTxFED3gYSQTIXVSpRNNbKPrTromA97Omi/FBDNQ4J0HrAloAlJyWWHSMYXRBlCgZKaFe9pe9YDhuSGaiVVhx8U9R7CwbHOuUbZBD4OTKN9WHGno7zDfxOgW+Pyl/KvB9QcEoSUTXvn5fIf0nKwiBgT6eRw3wdBhTTBz+GU7l4BmqJJhiA9mg3cMwdoP3BqoiBEkVHXSe7lHMDKHdQcJw3/d/MDDhqzAOWyECeQBLuewcFso0y95XCDLRvqMpGcFZRzsoXKeLMCjEIQhlTMDpqO2o72g2g4CiN5dznQRIDEuH7qrSChI4049Gx4OgrfGuUqSTqleSrpCW+FmTXSQNQmmDAGu06KNBuwNxXkuwGErBBGZsDzos1lkBLLLHdsQS/DmiDc1aLoqOuY91FEQvOa4KpXgscmq2s0UbAku6GAnMHBsqYJjbJnJepFJUFtqlXBBzG1wOlm5hB4Edd3zqQb9KSn44ehfXiGHCnQwxokq8LkeJ8uDZQIoPA64FWAdl1AHUDsmeVUtlwKPk9kf29lmM/B+0DFvzm6IjzpSg1WPCVCFwUrNOuZx+owhE1asUx8KYBaP/qn1nRdeBdQRjoidcDvQIn7XxObmLg3fMaWD8D9XYA+5aOQSBN7i71CdRtAwwcHF9jDgpKHfsHYSRPScGagwL95T4vHYNEj1hv1aOxcmkYwPvtnHxBrJ+jrwHiwZW4DgKvH3hHA7DibQXcB6xBgTPhALSnRsbiGFABLiptRemGufa5N+0Ax0JA65J5fTBQxiYW4mmgEWL1aKysXhF1idUd1l0HvhmFGQAuQCK4dRioMQIXDUCLG70O5IGLxoeTRZVJL6D/jmVGx/myxrECCgKOq8yFeSKV3LFBMUqpcvWKaIhY3dFvvladF1FX7Sqzr2OkxFGTGVhV5qMrkQGoLV8dZIUV7imVOAYl2thKgWOTY9XRrnxjkRIw+nb2clHEAnV8iS3lYADaDGPUlzg4rZeCAccq3zrQaPTVjxaowvE4Kl/zrEFBreA+DGfGlG1ODerj5dIMUHoG6kx9nzlacSwpguUAYBrGIgwAtkjPcSzuI0c/oRBbB8UxUHMsunXWgRoitAVvN2DKRaoKVA44zwBhWB8Dt1EMOILvz8lofA7nx/JlybY0A7GVH6BHhX1Nfk8sGwPtN9qlOZX8fCuagd+D8jnuO3xQrczrgLYCzl4GvK8sO0YwlopBAAb25PqMFeFYIAG/3Ipj4MIePgXHAf83xWWBPh8AlIYSV+hzojRpmWNxROrE9ZSDwYWyUr8WZAWeQOB7AnqfYYqYJc4lyjIYKPH7MWA5gIsy81v4GgO1AvoVIFARCQZQoD5Hge/vKHDUBmMAMA1jNFbi/NZhQJmTn3FN1jmWvKcY8D0LUskcGcCH0K56B7TroqB2rCdtIHZ8Q4sIoJ5sl/MsO0bWOJeoL/ky7aq37MkWfCgNA9BGwG6y6gD5wjS05XzJrXcd0MOYr9LmOyTXV+Btqg6WwBAvK3f0lSJucf9pQ+NGQW0Xzpfvg6ywTNeYyiIY1rsOaFe91cPRFtW5JTNQSwDZlR8alTUo+H6JdcA+FHqZlBndOgycl0IpP9cEcQY0uH4G6sFIX+FDlBZUkDccNwrWHWdM+5WVAddnwP0VeuoAebxVMHCcCXdgoNwBnKNjqr0Btii6+DqQGttDWajlSskAseB7lWYd8L1Ww3NIrgutE/UEnF/kDvpjbf3vBw4M4foCe3AXelssavNl2VebYw1lZgAGh03JgC4h9DFkoHLpGTj4iXKfCZtjZeMZBNBbcsFrAQy0TMNBKd4PqOw3x9SVch0EVA6oH76T+T2FjWMgG7RIu9y4uvXupQEc1AIOqBLEzasxYQsYHbUdghgDB3gZGBxl3EfFMJDfjhqgLpKCZIUZSEIbGjcKavuR4PhaoEscFQxqlxxw2hFw/o816DMSfKCMbJ0vR+HH8JXwteDYI5BBWXReibOKM4Ba6bJj7gD5EoBlJkxVctR27KvhJQ1lYHBwAf3bzAw4Kj1zsfGjzLU5aN5ORfkrsa+UzCCgXjgf0B5LZORYgmcQsBQATBUddZ0Y0K6koQwMDmJA/GwFy0TJkj6PqeSgEKYqKaomX+FtR5lKErBXkq+SrmcdOLUzyobT/1CEQXadL9KuHPWVJLuco/zyXakXcF5SY5EiltjuWIJnQBv0Cr7umIZ1F0UsSKaio0laUsaqo42A/QoxoIxNiY2qZOVTyqK0rbJ6RUCXfD1QurEMaJ1mmEYgvx0rgfclAIv0Eozrey3IN+pKmdHROccesgUfZFEFR0MBtA58jWME1Fs/gwBiBdoFNA5tqA/Zs0qpHwnrez9wXssByoMA8eDoiKShXUp9pTwMHLS+5Ak4hqKjc45+uihigTq+5MAPxuDUwxoLdq6WpBxXgt83gScoQCRFRvFUcpUVo9RRzj5aBwFidYd11wFxA9D/BQfA8Q8Mzo/FAjdX4joIqE3fuI+8FedTBNy3AftpYyuFzutBKd9nHBSUOkqkGdAvyRQlC3Ote2/aAY6FgJYlo0H2AzMX5omUdnzZsbEiGNBMbFuXQcAWvRYCjshZ0j86BFbopUolvR84zkW+gcH5yN7MaSfKzG9OZlhiC/eDN+3AfqzT+qZjQB9c4Md2PtWYSISSGYDa8s1BM2eFXqpUwCB2ywBnGNfhP3xqS8tn6hRrYp0lFzDXxj7enMqKbKOyFgOYa9iEEcKSDFyAuiNLbxyhtlIwhHlomRbiY3ixElpT5u1yXF8Ga+zh/Q1idzkFlCEMMZ2wEkANTOGD+sTblfuGKKSjKakZCl7OAnW4qSlWiTewT0zKBm7Soq8sgcbCUky3QhjIlqNljuvggx/DOxyUnYG3wES2ZJr7h8YpALxJMFCuZjDhFpstS/F95PtQiarhxjYqhxLHkqRhTf9A4CWhr+VbB7Ilu9HQFECLlHmHg/Uy4MqSMudAfTD4PsxpQRsbWInClwEkmqnuwMCEW6gGlgoxYHtiYxvb2Q2gEdUQ61UcAzA4OKbawtz3ZR8xkjRsVhv3uB/XUZTkK3XBsTSOXmPKHTsqwiescEsw8DYo8H2YS0l6fuAku5KpmXJfZMJNo1HKUtyOXwcUJTa20Sa7AYkxfI2uKVd74PdXfI4ODmFgzk1aVEa8PdFGvVDmWIqCCRRIBvBjBd4u35nhAB/DBD6UyEDv6OrgB44i3sebBAPlapZcOasUslROBk6GENBNeh6zIVlAq1Cb0+zBQI9j7axwYwPbS88goHasGzNttAgOjNAGgPgkxQAMAWPSPo03g3KNDibcVKUiSwn/CrixgRvbqMxuQLIRMPA90cGpQFdKYuA99ToJX1mD7xfv41jjCA4+UAr4sYKkdRDANxck9D2gHu3Hffd9QOheiTnLxTGg2Gsw4UY7FMh63I4kapDYR1a4cTQgPoZ0wFAmBvrH7a2wozYaBWfrx3UqgQkUKAX8WMkMKAKDY4RP6AXtsX+Cre/D9g2tA6pEGGVGlmhFNXBHIgyUqCGsMGWFG6VAfAyODoXiGFDXwc+CGg6y6/tyf3CPoSCwTXqcA5j7HhJBgT38WCEDzVFNjnraECahF+yvdij4PiyUh4FjP9piyk3jM0tsbORGKRAfIxyday2A4x8L3BzbA0ZtfkaA2miXUmAzM/Bj+iQKuQEGHZgw89s664Dua3/5Rs1P9bDClBVu3ly5GdDAZmFAd7VxHXh/fVIBDDRvTsGbU1ljiJPypNcCOK7nSF1H8F6fuWRhmb4gLKkr1MYYruOCHvCBen6swL8nSsdR7qivDWESs8ZXGNcaFJwSRvpCCwgVooipw6+DmE7x6wCxwN4xPS+QL6xTChpBGHyNYwRw/GPBb5qvqpIFXtFBsrBMX0KnEAa2UVnzA/P4qwc+sIfGpb4+I0kn1FYqhTCnFitlYEB7HIp9oMN6yDeH0HUvV4V1L2E5tE+BfGGdJUBlKMRaC60DyRmp6xCfkYPGCbUrGQPvVEBP/YzpJ5JCADUwhQ+aN6eSKPsCWyUrkUHMrgxxnVKbvZQqsug3GSArtoN6LKEgUE/jcr+F6yBKDTCqDxjCnFosl2cdBP41Ji9lydtRgdbCjRLWmYZV+cK6r6jsC1HQIZoI4JwawTKjNla50ft4hT6q6CWBL4WJtDjzTckAjn8xXzkoRwMFkLNiq9z5GhMVmIUb/WSdaVjVHFn3FZV9IWZX6yAui3egLjfOWAKWOEeVNF4YvQEmbKNDeq2DufePveADe3i7Ub+/AhelBhjVBwxhHrAkmwHH8MVQTFFoDb5HVBkUvNTbDbxdKlJDKVvjfVn0EtZD+xSoD+ssASpDIQpIVhEM/LwdzWlERTAw92NFva9BlWXAqXBmBe+JAQWKzPzmmGrPSOaoqVyRYnExBkBlZuB3Vfy1IFcdfPBylljlpj0Zq2zgPdFrOmhF+Nche/lzM4UYBGwHo0MYwjzwFdov+n5ATX5MYqtjKearr7GHtxv415jGc5T7LVFQTXpqVZlRfeLtytkMfu6lcch95ySknpczZ5WbmmKVeEOU9XiZRW8gnDlYDkuxdr7PSAaOo/fvgHOUTUc9+OB8GmoXZaA2WlNGfUcbzLy+k1fe36DsDLwFJrLrB47C22XZmwQDy0wheULNV+IN6hMvg0Fa3itfDkux9gSDwPtaPgay5ehBFEyg4MfwDgfeLsjEqUExUZCUfVlnqhbA9wEDhdzYjeUooDKARDM7eBETbqEaWOI+hA/qQyVfVsI2tocSx5JkYc2/Frwk8L5uOQYxfxKTdIi5BSSvL4opgCbti0y4qUoxS4UYUJTY2EaDfhSOoZo3ovZi1oHEjvrKEct9X44kRlBw8YR73I/rqBkFEyhQCnAsjaPXmP5nOQCKYQIf+OqC6gV2vQa7MefGIYFNwIBGuYWz0jpwcoKDyde4L6GMampzD5AEEQAAEABJREFUYKvK9NjPV2VFNrA97ONY2hCDgDrs5xhjGy1CwtAGAM8NHDCmFLC8GRk4vsHHfXHwe5IOOLC4iRmQhPOT5VgcDwz0hSlZKE1iG2uW1BeZcIv5x1LcjiSsSi+MqsTmFOcsHTXyteA0SdYdxy2eAX2ULnXi7b7q+9Guk/+ywtzFW1RWJfDvM+FrIfA9khJZhNoSduP+0RcoBEqiCPswk0mEwReZcKOdUCZbYYkd1RBWmLLCjVIgPka8V5kYlP5crd+BfqzAM9Ac6QIUk5LQCzJUOxR8HxZKwaD4czN+ljKAcBzEAkfm5lvjY4Sj09WAqmxk3XFc7wurjtLA93YQ27BcEQxkDwzMmXq7juuMkVUg7h99gYJXiAKhOuLNYNgUDKBx5QvHc+Aa5zhgXvEMwOAYuQuUckzP3pdDuXzx0/dJMgMvkGbs/BTkISQlE2U0wMUdSlUH4NiEeAg4H0KnQhCaQOA0WfajirqCB44By87rsICwppQieq1SBOpXcBdLlIqhHbU62g6o7KIOYA4FR53AwTGqiphcelDwg4d2fRVqCTgeZdRliWKNEaENir0dLkz1YzmgDqVeR//swmrAOrc4A8ey7LJPQIWAfnrJZmUA+u8dAegDGOQLM7ofMON86Q8L9DSgRkA5ZWGJ4mIYUBPFMaC2Z6G8GAbwNmWbQ3DMgHUwBLQF7q+AZUeZcmr4mi87FqESfWG/sq8DYGPWgfM+aR1wfPnKDw5a1WA5YFvc18TcgwA+lJVBzG44nizIDsdU0SmJ1TcDAz+nQPsqHN9xnlq/jq+xgPNGzNeKYRDR5IjPMedrDAFHC8cFy2ANCmqO1YOiDALpK4La9Fvt9FU1KLioN1WqdRBIlYnGKg0DjhgwqheUBwF8iOelWgcbz0BzCzh+wMEd32uCjWYABlorxIBsaduRbRBoh4T7C35c1anPMncmfAhUZynOgEW9dsLXsPaX7JEcfQ1ol83sKjuhXUdboQWlTs2gCOzByP7sF9pilWuygEGEarStdvoK1qDgor6r9FSNxyDe7v0N+/nd7xUC9qGMOiwxVZn2aTcowgBspTKgPJA2WI3lsflRQtMB35MCFjkHylUK6GvAMoUFDGjD0ZbaaYhNjpGbzyRlf/bbIINAHRTVN+pNbSkG8ppeJDEIeUoecC7BBhlE1B2grp8IyskA4D5gXyhodFmLMSJ30A/549jEjUpRKsjXsI9TO8d2SeuACgBlYVQvR5FyFOS+H+vcEq8F/xqTbapxXgF12LzuOqA5arBpXQZgP3Zgm7ZobG7yNQJHe+FcZEARgItCwQXSUSn0M6C2aqEt+kS7LghHBV9j8PphHye71HfFMHCUA+yo3PNEWJXI92OdW7EM2CegDpvphmPG9wPacJLTn9CQo5xbcl1l6lHKLQqX8FUM2IvtkoF2oOBol7lk3i3vL/Xi7d5WGRj4frKk6FhztB6WORGWuamqyPn5zIsC+hpwYI4VkwfsHbDMZnaVHfpKf5zknAeV2eQYuSXXVaYepdyitCtN7a8CBiAX0A4UNgsDPxAd0d5mOYhFzk9F1qAW/z7mXwvyl+r0MaCOb/c+l8BARjRvWgH7QP9vNsRAeoq+L+0CZBWOq5HBEKidOXcAU+4b56gTb41SJn1FUJPtTJ1eC8xDrQBgmb0QBkexZhrWvLucn7QkUUtJDNiTbiilr35uGld19WbuM+beKHMxkFEfozG/1SdpHdA3KPq+tAtQTzpgkJDuqp01Ds6Uc9xUDOgyB6D3AUcMODDHCksUy6eY30nrAL5dHanPMjtTlFQvxCDg3GiWegGZey0lrLOTGphtCgZgCBgdR3LMtTHnPpRUNe83fQrIVnW/DiRMei2AvRN+B+zP9+Lw2wNio7qsMfeZ8gAAwxZlIKz0hW6oBM7BMcIHR1E4U1+V3+VlQB6BtxvQlOwqU666yhEm8S1YzzqgTsDoilsHcc5s575DzFdHfW4URhlDHdWd2umT4/sBmMOHsMUl6q4IA7Vz3ZdnHWw0A41Nf+SnL8YY0FdV6ShbND9m2rYYA3kjPyL0jF5x3oi/FlgOQik95FwCZcpVUDnCJL4FXAfh+gu4r6gFdmejSswCRlc2BuzBLcoo/xRBb7g/mboKXQfeOQRxv73j9FX7hOWA44GtGt2/b2s9qQ0M67wfVFUGnAvn6RkEnC3njRLXARW0W8vBwHdxZMvhnB+PhRhbWgVF8Iy5LwJy9v+/oRBlojWgCKoVsw78mwetBg5hYM4BA2r7OsuI2VU9vqdQ3P+FQG44qtFX9aPNwNsJKKNcMmahrxKV/FpgKwLOJfD9ZZeSTcaAnALH16LjINrCPD526C/Z0R+1lpoBAjou9rLHsuZSEgOpUF/7LqBeQOZ+LI6pui8HTDfEgDag/uwnW/AhyjT0w5ug7YA6Lvn9wFEnwEYxcLQZ0LajnYA8odeC/GE5YBtUVh4E8CGex98PnKQBfQhYkL9kzlLAuQTqp3JAJfoasOwoUx6368uODbFxAvbbcgzofyBn+FqQPywH9Dfua7im6Gt5GcTYOtoMaCZhV2WnRFL6sCEGai/vOuAQei34sZPeD5z3KQJHuwHnjZiv8HIHiAfL5WMQYX9aSLLraIuuUK7UMefms7AeaI6BypTTFwTkEuvjuF4DtdNXUAYFF+UAgAu8ESAmD2J56DfXJvsh8KrwaSEGbKdtR7uBtxNbB7QRMHp95UHAvtziefy1QJF0wvUrf2WPEo4Z0K6agyS7jrZCS0qdmkER2IOR/dkvtMUqGWhuARUCVh3tBWqnr6AMCi7qu0pPVcTkQSzfpAzoD2JB6yv0m3OgPKBcvgYss0g3NNeQraNvaveOs6z2MJOU/TXHQGW1RP3+DagQ0JZjlF23XgbwQX3CQsCM+4V2y7MOwLETvsb9iuf0B7FQwIBjUa5R5av8lkoQOGZkEAS0yHmylrCrsvyTg2wNWA55qiFaPINA9hSp46LeVME6oIybRmLGtoAZ/fJ2WWXNp6V8LYA+eX3l9B8K8Tw2Vy+i/95vb5fjURhwzIA6LBasA/Z1tCWvQrvh+wWoG9bJh2VvSx0LvRYicLQnu+F8HXwQAxYkK7Ara7F2jolEP8mpTLvwvnI8Vp3aad1xfQWBA9TOOYGyMMoy5YFygBNioi2cq0qJdeDthvKAcymRAc3RELtGGLlRN6yzQeX4WPTFBfJTMUKPaJvtkoE1KLio0th6UTH0M4i3e1vxfuEooF0k7IKabGfqimHgKEech7eFsBow9+yUSxTQh4ASbZI5JYoRJYxRRgkjNMmcWyRukC2gQxHljJwjLUa8HsVh7u0GiARUoAReSWUJHAePsOIYQZ0oHP90EsRJ4pNQL+BOYhO008DC/7P3r02WJVmaJvSuE3mpynSLrK70qILKbhiQQeYL9IAIIMIHqOT/fwJEBgFakKEHgWmZ6a5bRoSbHbOj8zxLVY8dMzczN79ERmR3qe+l6/7q0rV1bzt23DNyQCxGThgEcqkTgH7ALi7iCJED8mYE+9AAwamt8Mxr6nFUNCX4mbhOUAF/wA7neq4HBJzjRCwMo3HmHPR8Vg/cx0QeqbAYe4Ipq9qAof6wB+uo6CWeAGMLTm0FzfSpx4GfC+kAeZ2YsHAfagaztPFRQy5R0kPcFWdEYRztnXM6Q2sYM6KIT9tDfSck9sk5qzB6mnHzHODL0olkcXKIU96xulnT/88iPYY/7oFnlAOI+0DmIUxcJiKHARYXwtJ9AIkItZa8cK0aFQPgPOfYa+IUNSjpH8hdaxxaJOUZUeBG3IT9nJDYZ+NXUGJuEH76PXA/yX1v2UdC5e7AXo6Wp4W9xTGYihT9FQMO/Z+jIdce0FttIug896D7TEw7B30LY+Z3rLD0/clzgO8AttAsTN4BlEOYuHCSF8eG2/qL54BgAMU19R7XGgOuVbFGRsvTQk4cg6mw668gsJ9TgtDvRHARI0IQvkwPBmvwVmW5+1pZH31W7FOTsJxX8rgH6Ac9hYteykqdWr9sD9i1+OAKj8aCVOgzw/t0/is49Ha6J9zKJaevXLFW45fJ+ooYe6ss9OMezHV+yj2gQvf0J92DE3fBmyKVE+QNK+wH5AoC5/QUh/ervFmY2b0mPt/NOM9BETy41/rm+7iCKeo8dvBHPxs9VwSIa7zQ+xxEnCKlE19zDqjD+MYcoKIA6PkSZeMWnoGhmGatJywY+qqeu962ginHvHGstcDVPOOYPQcYPrsHrC60tZb7l1ibFRJkSg7LeEV9CifkgugtMW277AGGXbu4IaawieUvDwNd/AJhXlvqCExP9SBAEcdlbhi+E0vcGsy+D8wDfeDE4tWxrVNr9wwf+uHi501nFXbue3VtWJYedMIjVsWxfScULeASo5902IC0hzM8iOGiPrS2a/nUHoD0I/XA3rJ6xZ0ifOEeFJB9bcEusUavho3rwPnqEKbqA4swG97vg6K7H/csVB+Nw6vPwSt64PkCdpY1qEglz58DA3uPxJb7kbYwUJTtA5zrcNGDfGoPIi5n1lqpkEWo74TE/sB3tQk9sKlBrN3NwjJMQMeKxIyc/RmJvVx+9gKRDOewRmeGAxy0s315sY3wYw3uVU7QgJRZJ3CuL9eDoqaFmyDf96DQ73ugRpysezcrtpxDB134LPcje8BSQJkIjvi9zrQ6X/a2iPT6vB4UsK4nFft2XW1BftyDSqipXJR9NUMPgtkwcsIAo2D62rHPFzZ0O1YEIxLvjL3kB6wVJq6pux5K5sCXJBfnq3RW7nEM7PugAFVe8T4giFAimQusQyJugvy4BxjZV7WfuJp60K0YRk4YF752fKkegAt6PtiDHUcwNX74ZyNBhIa9hU3M53baDhfvRC2zvW5KjXVkK08r6R/Rg/m56sC7Jo5XnQPWNPaDPejCOtKaPrYH9cw7UdSnesBvUqzl6W72A/Rg4jJzvb4H1ktCfto9mH3rc2DBz56DxH2kx8f3wJ8pX/IczFo89dTveaH2+3OAwnXQbSByP1+tf+B9YOwHemBIfA93L07MBR1YCc7VvcTSFwf20EJiD0KtFWoudHnjjJ61pIPCsNjix7TZhR7O9SnFn/49REs5zTh7iysPeoD2mh74JiiSReraC9xqDSvro1MxRmRmjF5IS9/vg7U3nX62JmBeFz3QlxXnCkBbJXHjvgcdhAlPkIt4eRiHR+9E3Fgn0uyBlS69neCqKrtYULjCavNdO9Mf94CSQ/NjXBE7001ce65oSvQx54ke8AOwPeUM4MpM47KnAkHESqhKL7UiB/ukMGZEEZ+25xXn4KfVg0pm5fbA7YRRCgfs1hr4fQ+Mn5Yp6VF/tgfgNkDEBM9e8Rx91rMA1IGfjUL3/eI+F+Q6rJAoM09d4eAEnaCi5AMuOJfnQFZYAqC4BOUedyJWSGvcYSSaFgkxg6lIOTQ34HD5LICrTYQgnJ+F7rP4FX0f9T5g/wdIaBYm/wDyIUxc1k68G/oAABAASURBVIMcBtBcCEvfzwJ7KSK9vmgPwI2glX4WlPudaKEVhrWx530OPqUH7LtYQ9wP9cDVCPVi7fd7cNBTuBozaCjUKm4cXZ9R1IyOl7t9QBrEwnrWqjyYCov+CsLqAXdXfHC1oSUIn3UOxGuMwRo8TSz3+BzMdXx7JoR6JX1/YBfn4KCnsDVm0FCo9fU9CIMc5rlmgXFAqyBQ3ykO71eBq23GMf/A54AVWPo1PaBeyp3PwqBEFGr9cA9OxLJEX+Q0H8yFHUxmrwPvA4zAD25TRdusjdkeYPi472ZCYugteOZy73x/UHJYIHgmFYwTG+77UKwQHYa1wR6cA2z4KZKYAaEAeADbyI1beAaGYhrgBoxCn9eWcBKX9lcUN86z54CgT+vBiUyeT+pkB6Fk1hvY1CCWT0ZCLc44vFqfwgm5ID5/EqONLI3YNGAx8QDyaHn6hm78gx9oRRNUhZl2NaiMHfRuoAy4+iEncgJWSSM9eIxjAwa2QONAGUGr9KgxBeOqcUNUGAPcAQeXlIF1foAi/uB6ZHT8IQuC2BAV6jBauTIyY3Me6irkET0QZw9YpGNDDsb3ejCWPWQl6bUH8ogZ1Q/DAQTqw1qSrvaSWxC2QD9UD9ZyrJCcWK8S5N2Dve8wtnxgT/rDQyd/vwfhnlZmfBF9ucbDHiQ/xR64o4qVuwcpa2z5wz0Y9CDs3USRRikFVIQH5wDbE+fgsJrmCXj+WRj0D7y4EvIZFwNrFy+CcCZPbAgv9wuBCnLxLAz81jZMgQryHMxIKz9pgfalrvwlehCqmSvXox7oeXUPQAnDXs33waAvGD61BzShe0BjCuzRZ3nvW9wtf0wPqIl6gBQA1Er6fsGwh7F7YGSIkB70gLgRB/eFdyJz+phhB00H0sBmffChaWTjXp6DSsVzMMzguR/7HJQ5ibj3PfB8nZLuA6yvU2bof4Q98PCzx8/vgd0FqHtrt4YKfcNOz7UUWh6cAyzrWRj6FnkOBtlkescgFHzj2XOQ3D8LM/PxOSg+cLFaAnjjUtPoWhNcccweGFIpDKPPwAlpX6eU8OYRoXjgkA/0dOyItqAPwZbm2fW9VsAUeTM2SEZrOSXmYMmiAy4uEMSUwgDpE3sQcIuNFvyH74GV86x0D9KDyvM5PUgue+AuRiY8vFcwItjsJbb+eTAwqh9y6nNO3rM9oMKOGWCk7+ZhEB9lMSSUvk6vOAeDyEPGLBI5YQX0AVeuiJyoD+TCfoKTg5RFB1xcRN3P+sbB+JEJD88cA/bSs5CQNw7Oef8cUCG4XVPl1T04gea6h0ES53hmer/amjZnDiN818qLvB3LygRoOcFf0wNiqHXmkZLRaErSf7w9sD/21l0+14OhM5/WAzrKoRr0Nva08vnnoF+a1ApWF8ak+NI5mKtSS4ycdGBbXFT1fA92Rohimby6ByxhV31HjUyUxz34ioNMGP1wfckVpNP5fYDUKx+IzeWz8EP3gHtm1VZTTNL7PcBBdZc/G8Nea6z3QWbG0z0YeJPnezDue1ATZ/YApU7k0t2P6MFEII1uhxovSVxWy2jfnEOvx6MepMfo+f4cqA5qtaZDTqVe6FCvM1f+E+gB+/eOu4/HPdCWtZswBpS8qgczFGz6wP0acQ2Izx1YUtjC8BzAcuJPmtQkMoZ89lbxwPlKKjn/LtbWjMp5KF6+D+aOjJMMc09GbUpePgfGx1Uzx8SpdRbnNgb33ThrLcKKeGggcskenoNDW2sm97OAIYM/fxo9sNqkPrEHZGY8OgfegzAue1DooSdlA3kufcYU3z8Hs/cffw5cwHvBuUS0hhFl8VwZI+uOfh9MmzUNzYt+sB50b0M1YQzOF4xa/vR7wB3mhrIjNkSvH52DGnbY3hPxXg8GOTxj3LJBZz7vHADV17yvobdiDmzzHLDIeh9pa/+Dc8A+iD1fXevgPg1MAy4utVJnoJJGepi53wfBfv8spMeX6sFajhWS99+J1tfLMW354NMGZb0T3+9BnulBgZLdg0ZIzp8PoreYoVXUj9UDd0QVVOiepayx5Q/3YHQP5kY4wWBNiJL9J9SDrJ13D3rz6Xuc7oHy6tH6buaEV6t0mC4QOAkFLd/DZ2GkxgTuiMbFFge8fzc/5MRNRePMIohz/nxwAv8QIYYpELeun4UDcQWNnLBKsL62TF77A647POCdvomFX7CojY50HYKQK6kZa2YYj5+FEPXqHhAbxmCt93/eDDyHvKoHlEVwLNv3wYGCK1ZorZJeacsHV4TyRXswWDOLDiM93NskVWri5wJzrNVzVpohY97vgfUeHvSgUgnnwPj5rj2E7aY/QoIj7n0PXEEMCWdfJxGQyEOyzAMAg58T6TMjMm70IViMGB05KnBJ4RSHe2m+ngUjs6IOIz1EnKRKxp9kD8Ku2EUNuDI96H4pjwTrfhYGsrpkD0ZCF8ntGQX/eLYHyf05mJkb9+Sjmkpxs5kTwBuVmkbfL9bpGDESP1MduGmVZOTELMH6OoGj8NI5cH38fQ6MDauPeO7ELLQ07rQ7V+vktK8S+AEYrpC5KIzK+IgeZJ2vU++vqP0AcuVPsQfpLtACdjD4HolOZLZ4pDRDA/r0cwAiuK4j7gmswzoHp74/WjD2daKXCgc85CEaG85TsKRrtRr/IUAbiThfI75sVMvSy0A1OeTqrSLrV5ZTTIvKCNX/CZaRQt4Lbty0rx1MI/5LCYTz5SFXKbMbd6BWkkpVIWdtcHStgw0hYNQnIeaUy1FlI6Skes/GiRvGAbq8Rmat+ol7tgfm4JeBmq5VZdqq9zkytRH/TFxi2gfvC09/QGilpx+nB7PSLoBqZ60DFftLPaC3BHER959ID/oksV027fHOusl0LejbsXjf67FCuNdE3e1+to+cvvB98BwYKG6lqlRefBaMqLz2WTDaZ0He0Ewjz52DYh/pUKZBKIxZ6wd7QEBe3QNBoXKxB+cLy2f0wGdslr33PLWc3w8s2teX7UFD0qUBvd+Dwo3n8Tlw73hK/l4PrD8PzsEJbG5cqioO5wrnwC1qgKqw6EjxR4zCaoB865j6Gnn+HIBrCiguKzNFpJxr1QL1eW8Pyoh/zj3ovmNuADw/Vg/62XRDH+qBtUqDiumBojSY6K1MyhAHW19YnumBK+YDPRisJEzJz70VH0vj5nwO/FA3zwE26gmjmqh1IKxLm89CwKxeH0sZAFdfuekxHp2DNjINssFF6mswkyeTIg6meWmxZrmWcT4HpXqOVcP36BwMVjKs5J/Rg0vYAvCL9wDM/Ag9OHzEOZg9cPeJ8+yBsvcHy+eegzDe6wG4mP0ZkL7XozV17nb/XKi2WIOCGp5ZrIam0RWHGf8nnIMweAPy+RMBlD2/pgesSPjoZ2FweuP609h2cRHOV1VloEnpPRealxb3KZ+6eL4TZ4Q+7WrE2ANFTdBYdUduDXGYU6lXnAOjK7wlxpT2/KfXg6J06CN6EO4JSX39dHrQ5TB5CkY/Cyhc3tOk+ONz0oe2Mgf3brRdA/TZPZiwILH+ll0fyxPvA6wEjfj5YHjKXX8a225vEc5XVRnVlCefhR0q2gs9EKFWLM/F0z0woFLPPQuDfOph7qty6ta2kmp2Nxna4x7gWLlIxI483YOQe/GzMUlVWX1THvQgDNeB9TWIGdwHC03K2Ao8DG0QOgrHArk9GiDvQzuQsdfuQdvA5V6eQPcK9bSZycpoJ5KXuWF95aRcn3l+yNAHrVykUMQP2AP3F1anPyzGFddrWjXMm6dn0ZM9GGCQysb7MxJ9QEw2RpLCcP+9hFj5tB74In2A+/w5qN3b7ME+t2g9kOdLUxlLWVzp/ePLXqdvnp5FH+oBuY07gNoYitif78HCtnfZsjytWZOYnLJwIDBOXxiVL9UDMOcFqsVDu/5zD3BZ0YMeJNXPwgjpifuErBeWbIw42EFjKc9ob+nU1KGP6gHxJH9OD6y3a20c8Hp9lC5+5Fx/140/DvgP1QNxuwbWCLT6h8TCI9Y6rM3GtW96ftI9oPL0GVGQ2EH3U3nW73amhm4P3KP7lwobzm4L9s/rAfcUrPjMN9/T6N56HtJr7jg5tGpg+UR/HEU4pLhs1fscmdZB+Fi4BLUP3tfg9Tpa2tNLPaiaiJ/Wg6KOUJPvQHH2uuq5GGPVqp+4uRh+dWjVMMHw4wmo6fsVxrRV73NkaiP+8Z4RkLQva+A5n4Np+nF6MCudFYxne9Bd3KGD6NoK/FEP0vsc/xH3wD3bA4hrQPlAD3hY+LnfkZn9yRrjFc+CoaxJR6vkmR+bMvp+DTgCRn1FFGLe/9moxQqqn/+KNaWjfRbUs8bIPLMzei2GbxA9wpQ4IcrCUMwHejAyXt8DML3KBR7gYvmYHnRhIiVVxb72rveeDajk3BPEvgax+qTKwx7QSUwYN1gcRuZBrVjXs4DENeIffydHSdoXhmB4Hr8Poj3M8Ae4lVq58zU1utYT6Aipqjic2fGsUQNUhUVHij8f2wMA+hrk0oOWa+IvNrQ9+J4SQ9faHpRBleP+HHTfMYMo0P3nRG3Jqe1hdgEoDnmlGjfr1ox4Zk+gI6Sq4nBmx9GsLlVh0ZHiz+pBN7JwLx1pXhN3AuDn2nZQpujs9sCVSTnvazm71ukRa1CQ56B0n2PV8Dw6B4MqDSv5+RzMOqtxc+5B/x4Cdk7YqCeMaqIzA2Fd2ubPm0r1+pUJAldfuekxYm+tO0R7pcdAZKGW10TeQJQiDvK8tFizXMugytHnoFTPsWr4PqIHH/89ZS9I7WFfW7Y21r48B+xlep0HsdYuGadNGuD8+D2oV5wDq/XMztayBwzO8xwk1fcAyxM9wJpwxzwHAx6ivdJjdCbm6eqDNILfNCnkbt/WJ/fA4iRg6oeTcVPGeIGJRmFcqdJfLHPC6CVHJzqpiMfySHPuHMX98BA3cuoZkI4vfEVGxO5/UVJtz9washcgxIlfqPM/0YDUNgxcY6KmcQmvVNIU0vTCXQOWlffFegBuhUV7vbnW1guzlPaFoX/3AJU8/3VH6QcnH9UD8tdekEASF8kFOW2NKS6moFNK4hphrLzuAb6k4vjkcwDu3rM4rrV1y5Gy1uCGrFqJ6mVH/lg9iINaZXnQAy3VFT7uwaxXP8RGuFJVKhy3E9wLjm3vWQu7y9Y756LPE9P7RZRQGV+gB2Cx8OhnDMFFWbOoIk1h2RkTakVDL9jIPAeIKf4khxOulrRJxGTnDvadVFWSQiY4Dji2UsQuG0yf2wNXzhPvA3EL/Pk+QOj76YrWbm+xfW4P2A8o67KSic+mvVJlBYXM3jsKjq1anrMZ1poUcczcE+bMIaa1ElVaRp56FozKMz0w6/N6UDQM4v7Oc6Acqg216KqkNWo0BoqD3nKlavqLc6eZjGCMVoQ4zKzOqx++B/2T1RWtxN5SgYXSd1ZXgbjQmZNVP0LMeL8HdP8cIy5674VwcLmAKJXUB3ogfojqnF7fvDDEtFbw2/QR54DsWvU8H7r/AAAQAElEQVScz8FFD0JNoKYbz5rF+ijpgd78vL9q9fN60KuBAwd3Is4Zy7RTw+f2YCICt/b+xXsgbr9TQrXhWeAesZ+puRN0Y8JgM1ypKpXsWqIfm9ZgDcPMtqN3Dp+9gpweYj48B0UNpR+crM8HRoX3QXWO00Sd6xa1Zo5POgd+KJ/pvQ7rq7mW52tYh/W4N8iYXr1GH7EqI4uIYRoEx1ZIwRoGljVX5/gzN8tnb0afWaIqjEFM4a0EnN0D4/KlelABbjBxuQa4SH0N9phhQOL8qh50ZDEvzMAbN6xTTLDzXOwv+fgeCAAutZZik3pY95QwH6aavOYcCNLvAwSugJs1frgeWKBUH92D+a/wLdD8A7tVltSD/mP2gPUpg11RhzMKZ6D7+Pgc8NwEHxnE5qPOwdM9qEy8gHffg17mVeeA/I89B/183O9RicX7nhbCJK12AP6KHgzy0mPmOE8THtYTM+D88D0YVHGA5tV1sL5aMZ3fB20z1ggJJwH2vVJT8T7TW6NC7Ri5VfpkWqVK4fB9MFpCIU9EaZrwsF4VkdDDHhQhg6SC5EH/3HMgzn0PqJZLfLGThz0Iw0olxMo8B1SBFBK5tg8nlrCXyVxHqo5+ugdEFpQBbqWqwoTsHsMYUGX/LGQx9KDrx47be/LsO1FcookkqUifeSyQXLwTcXAVthCdV/VgRlZI5PpSPUiqwITuz8Gs+afdg3xiD0jjHnEbE7at5v2sQoFe6oE5ldUbFPPy3DuRNYpzWS4C7vlzR5H4oXNgDrnp4X2WUCp9jEp/Uyh/+wqFa+X1Z3BqCHF6Hj4LpOGzEtyEjIlrndDn92A0pqsU9ZSLgPsxPQCA9Moe7hLUNBRCKTSFOL1w14CFNScjMNKMfnUPwP3oHvSaruXK+zO4+qC3rl+J9a3P4BSdfOAcJEUYlDnc5VAsZq7S34TxFT8XiMqX7QFFsL7lSOkeuIqVPuzBAV/X+6oeDFATfy5EidysIfJQdkH2XPqbMKJPX6Fwrbx+FvBlxX1yD6i94griW4mIU7ccSUt66N890DDYT1FBJeCcn4XGe+pn4wiR5Iz0WHtRHhEXyQXZV3VkYeBC7wzXQM3K+1APOGiZeSSBy5UqMYvze8LoBcd23wOzkq13zhkkjAGmtWIsVLRPPwfkr70ggSQukouy56KKNIWiWA8WapWl86ilY7XM6MfngMSszLBpLyAqSSGz9zjg4O49azFn6y5R1BNy0oN1+34RVRoG97TwVgLOPgdG5Yn3gbiVkEM+PGsvLTYukouyZqVUIC505sQ1wlh58xygp/iT9He1O0ZzrGStBe4Bsarw1BM9wNwodi5IBDOTRuyU00NM7xe20vBj9ICFH/QA3Vop50M96P38BHpAqZnvRKS1FyTumL1FslDue7GvNIUbQ89hWfUnFYyZ50A5bRF3nGPM8Z7JE26mV6qMrxTnLj3wY6uW54wF/5wt58s9C1m4ue/BxWevQU2u2oW+qgd0wQJHxeH8JXsAOrDV5bzUg5GXn4UCZV69uxd7kE/pAevnk3swa0rgT5yDtlOxbX6pB8YVNRSxAefxO7FmA5hZh7lcL8U5yBwX5yCv7oE/cyey9yCsL5iW585Br15j3lPrpIZZi5kjwWY+QhxYYM41cz7hu9rE/EMKpHmpB11en9WDg+BVh7iJogFV1e07ZI62IZZrdRQKV/UPqurS3Nnd+k8/pIelFtEF/EidDgE6818JDSIO7StmFK4D5KUFKmVS+ckzqGfk1Aan0bUiAVPU0C+xOAZoG0ddqrxfN2ilD2qnCrmNCx+VqmLFAToxXKWtOVMqQwZVRyy9Ru57YEQlxBbExlMv9cDwxgrDDKgQucbqAd1Am9d9Dwboh/ivO5YH9uEeiHVqfCbqDija6kEPwGWnG62e6EHFP0a8tgdfBRjaMeJ6Yc/VGDVVdBx9lfZqMT90D0adWMjFRuoDPSAwNXqOrOKf+x4UznkOjJkR6ZiKm6zTx/dAlNkD11EDimt0rQqDFbhfrI3GNSBjYeerHtRNAp79LHD/vngPWI8V3HN6MXTqVX+pB3MLlT2KXB7H7rU9OC2M7X9ND2oHi2Vr4IvhebkHGZVizVPG+XQWNhIf9JOoVEfQyyTzHGDthZwqjgJr9yCYnnonluE6TYBKucyCeB+cFgauvj61B50MLqg5Naf2J85BRqVY8/0eYF+1ytBS3QMR0djIHTcPFi1ZvgJLvXgWUkh8WGMm5qA6ScCWMHOVcs2oB+cAG25KnLm8XIh8+llYoYTX+d6hhISI/JoejDw+B/dYlowG3AE8LzQ2/5PtgSVSbaQKY+Tcg5zQNbIr7hcngxZVCnl8sAdJrXsdpH4WXnkOeh1zEmaI5ZmzBxVEh+YPnYNQw/zZ2NFRZzJdBlXLo2fkwsTe+FGNYCWf0YMRUD/mHBDL+r4PYAnZ8iaw1Jsly8PtCOT7gM9eSMERx+AembefhcEZbD97Cz0xppyaqtNGz8ilceQEbrAhJfDOb9yBWCnkAR5Vx1G8IxLsuMMYS661XtRr5LlnwW6XjS/geR/AEnMSZmiEYRSMq9pKLLLnwJ+5rRUGrp9mD5KXngV3N3ugNDK3Us0rOb+zRuao9rBrDJ/Wg40g3pRHYyLzvIL86nNQQkDV+Qh9HkTAMoJ1nxTkV52D1/Zg4nJk8iV6EMag2kBVFXfw2mfBaBLMlJE6LeLVSNthccxzkHVPtc59FM+VO68TuazvM4aUpNYfJMPRmiVIM7d7wELvPQs8g2Zfvg/EpcAEX0Co7DGlgS1QlfqIPRjISAn2zl21ZlQKeWRm6cOSHvjkeigt2ocG6EEPdHYtSYH1bA/Aq2T1zaj0qJV72YN7766ITAKM9Z1ovXrSuZXKHlMabalUFY7xo/dg3uVi7xAVdctyv8vqfbCjAeH0HFx6B7GdedkDZKKTzi0iEPuaq5kTrFUV477UOQiYI3O8fw5cK6lH52BwvmZV9aP2wPfMoB8jz3w+oJeDWtNjhGpb2qa2DE0Xd8f7VWFfyZriqN2DodP4AXp7CKsUIqnOGx7b7JK31nP+4XPAnTW4EcwtMApML3X8WAJVaWd3fD4YyONL9oD174Dv/cwpjvqhezAOGazrZy93GjpcmX9cP+jysWxVhTry8jkI0eKOzDHQzUMbENfQMhDgzRC9w90DZG4w88ypRz045SPOAShPnYOk+k//XOCz18f3gG49ew6CM+A/7sE8T5QfxyCihpI7lwfLiD/+4mhnIY3Usz0IrapUAg/jEmuuN7D+MXswulYXDXU904PsUU/U/eEeVFXuz0HAACeBh1G7xb1+mO2Bzvv3gZZK8BX0Medg51BCHPtZSJ1Umx73YP4upst1531Rm0QFmqmjGUZ3cCoEr2fOQdHnD/VAiOpnWMQkYL3cg9d+R1fpP5Ue5x6cO88jQH3t5v1a1PCxPQAhswegdG/h4FfjDrZSKeQP94A41k9mD/pnLr83Tm0k2CWj5jl4bQ9WVqXHD92D8RE9sCBuNWzusthjPdmDMC560Id6pPh+6tl34iClseRpZNM024MT98R7lzUGeim/cA7ab4xoAsEXw7rfB+zliR5kVIo1Hp8DEvPhHpDbCzkVKZUCy/pf6sHGJaEvspIyC+LnwmlhZI2fXg+ok9rms1CrT7sHSa367UGKWO4dc8J9LwxNhiNj7EubquYveQ4WOOxTzwGVWRTFydCQ5jt4IHUPOMDzng7Wmb56sQdJJatvSulRWmt26kEPsBnwqecgC1fkU2O9/CyMDO5UetQwoc61usPCU/cR+Un3II5ZcWTs7dyDnHBqZFfcL7pCiyqF/EP2oFg1Kf44QyzPnD3aU5SC4UPnINyHUQJsWueP3HlVrzN6Ri6tI/4+GmxICbxXY9+v60FH95ko1k+PykvnQNzis3KKXN4HMLJKddJARWqGOD3EIncP+JnbWmHgGl2rwiBrf04cGqAfvgesMFLrXyWM4iBxE4qHRXlQwomXAiwnCvZfcMBUQ7VeTTGtJ72SP4ZOKQHCdv3nVUQWuKgeXUinsfJpDTFxuFhzp5GiSUkioLVWKqAm1ts3biTYXHXaKof+V7ZEdUzhTVx/WMMgvsJwQqYacUOU+yaQi1tNrt7TR/eAttIPD2UJEOr4mB5Y1smJxBNEfaG2OAC01modcGrMRQ+GsW2rZ3uQp3qwcAPuoPaAUcTZD1bJ6YkejOApMyaFWqsnjF2Td+REHekxDnfwirgIZOsfiAXJYVhDDV45aU8CbrYdFYDkdCJEP3nUml4PGeus60RksbY8cR/BVwnpzOzND7ooWL1f5NaIvSUiw0XBLeJmbnJ6RQ88drMHYbBO3OOJOlC5PqUHogBjNtRaUoOCTtSujkyt+ZgenCphbz9MD4q6TtQYRkGrB5hQ8lIPRtiLQc3J5Qq1ykJ+bbsxRewrz0F5Y8gZ5lCdeAVuPtCD9KKnzhh1AgHLq85BkUN8meJkD0b6NYDpQQ9wD9YZYT9kTU5Q63D8Ra0wFk9HOMfhfj6xB50Obj65ByOmF+9TaxuhfgWA+4nCWTmFgpOenuoBHtcnbxBLdELsECsOMGX4H/bASIy6P6oHJiTDHNZpaOrEgBEf9trPkfL62RhqS801R3MsngNiTH+qB1SXgfNzeiBGQl1hoFTjIVNK47qHdjO9+hwQC8TsMaDI4sb7wL0Me6r+mUuc8h+xB10CvWZ7VhVrnBWieqFYKyyE5b4HWqj3yR7MRLFSIle8X1q1oSmCV4kFuF/3/WIP/LAmVnJ66hyQT3GNC+orzgFYBBbrj7KqU7CQX1HDteGiUMRpM6icNGIL0Zc/G0fv16cxjMJLj9pWZCBjnfiFxHWCi2MPiK6LHqRt+F2vMS57QG6NmG5vjRroUdAFPfUsWO/9O5EdE1+sb+5gfSxkWncaCnd6IBgHSwgqJyPIDXm5OAdj1dp5xIibtlVr2rWpKZebEKf3O1Kf1YMuTtiI/7oesCbrj7Kq0TsL2ZicocxRSWH0+Bn0ZA/w249R1HHOLDo0SJ42tTAG1lox9ZE9oBAQYhlRdtn7c8A6lR4F/qf3IGncDFAaLgqf14ORALJ7wAqthdE9QMuDc6CDnLYVinuD/JlR2KclqVOs9cD71KjuPzdKucCcPSC+wnASY1x8Pjgl4BUgo7wzY/Y2VEi49cLQuBCKOOBjUDmxRhcQ1hgnoQhMBnUFHykJfAR/QcilHMdoTak8B2gf14PqClK7B6wPWK9Nka5dYA6wPSOIeAs6QawtU/LFQG3F3kZZ6QgpeNK8qNesNiAUccDjDJCCYEQKcbyAUyM9BnUFu94whv52FtYVhE0Nd6oXrby6B+QGJCsgOZSVwzhhCfIpQQKt5wH2H6cHrDtO6W3msg4rQQ/7bmdRFzIxWtUU/7g9cP2ROrkyVcxzkKKRo7xbg/tf7aR9Xe/UMCEUlgfnoJXCCeBTPQAXJx3AD37MR0sP6kBXLBdT7mcfe/9cj+q1GQAAEABJREFUwGNO29YaBY7vg8aoqAXboI7Xn4MB8CBtwOkB+WGdGpUfvAdxzWKncpcfyKWQ+iF7wN4ePguDNQdrDrj7ppM1UsSN4t1CnSd6ijMnyiOCOtWg1ivtNi1ONR3Kl+fA85VqXAJEhQYiNiQErmEEPCkXQ3v5fTAMTD7mHLgv6LN6sH7esHAssZgqDLfvvrshWujfZ/dAXPZJj+rRs1ApnPiKhR/0YNoGdTz5LAzuIhT20RA9keMa6xnz3qcGF7HgD1Y6gQfLiWXtH0w1phdThUEpFSc16Yfrgd8jFevy5CbUmKd6gN8ehNF7Qi/kYv8D+rI9COhJb78nV/L3AnqAXjYR93jhWQj3gBAug8nnig3HEto6/WJiAPClHgyxui/VPxvD+KF6YLVu3nIla70/B9b7uAdf7nvKuvg95PE5eE0P8uAcWCu7Wb0Nmxq9mVOKOPuHN6cnnoURPGyeiyzu1MlsJy3izh7w97ZxPPh+CsOIfjBmNhavpQtxcsIGJOgISy9ivlgPBqtb6wgbTu33AbWhpFYPwjh9VA9IADnguM9+BDB9Sg961/Sg7HdjAlTU+zk9OIHK3ub7YID6fg+sPTxPRZzngFVzelUPCrwumJSCvM+nvKYHo/dIyuak16nAw9aQA6EgrkJ+ZQ+Kn0tkZJgDmgjiYsirekDOKAoA5PRCD3ATCeSp4MTXttiD8XQPiBk58Yf9kDUiN29x/NV42E7pCOc43M8n9qDTwQ3399N6MGJ6jUFN7DkjLSTzJxPOSheMpaATEeNRD5JyfdygGZ0AMojEFFGZgikPe3BKNLJkiunVPSA2oJpjPrK4sQb2IVbN6tPyeh/Eymqu+eAcgMM2CR2NZt0tJM0Gzh++B3ZqUOKJNZfcta5nGuus65Qge7/CaBs6Yoo6H/SgP3uByf72O5EFQmBCzg/Vg8F6g15baa+TwWq5H2zPWmGzHGJjhPeP2Dx5DsIovCO7/sselPlh7B54z6mjLnoQbSmDMjEuv6fETrzp4qLFfXR40uypc5CMi2fh1IHFPsx9qgfixoFgHCxuv5xchdyAmYsejAK3z/NMHPrbVmTQD8za1BATNyFO73ekXt0Dsmt0OqeO5hwKC9dAHXCcQa74JykWKeywzFGxtuGkoV+yO/fUWcVGgEjQ0gIAZUZhOUA5j2qcQieG+bQ/hRxQOlI7JA5rIeEgvgs6taytiD3YFCx3xMGos0EQRxq3EPV1wiADvWvVgewaA06tQa4VUaxV2GE4vQpsL4ytooMzt3IiqyB7204CrYNYQAaeIrZyPx70YGTWqts04tPAOKgp1I+EF4Qu6IQ8IyrFQa04PqoH4A5wzQu1ZVS48YAeQFRWrWmqrIFAISNMWjr/QA5KnTqvwPIfzAQtrNHOMqOwHKCcx8f0oDjsc9UCEsqpcbRV6iN6UHFTzOBwv3oPYRzQsVJrum7lEFrQdKVHoXi5MobON1d5UElBh7yuB8YOEyE4V59ZNECYC8Jov6mpfoAeDHBH74GluHcZrFmsiT1RZsbWJtT0QDAkTOqo6VwUAst49B+zB6fznoqirHNwT+Cq+qjRG6v6ZA/c2+4BCL0n0k1D5SJT3Tg0WxX23GoNoAvTM+cAkCK2skcRO1AK4kL8Eufgj9WD89PQ5V88C2ufD88B+6M/Y/k6BVPowP37IELO+4WIixncbi7N4b7Ufhb2vXzmfcAymWs4kwtG91Z151KP6qvOwam4t5RXlNQXgrDgNkMN9xY1BhYFFPprewBysioWo2sNoyBwpt+VDqmP6oE5gsjvn4Vx0QNX+On0wGogyn26B77//5g9YD3OXWIPmb/EOWBvnpGnnoV5nzMHcef/JUkvf8COsc/8IbXPQXAOqO0TobAVtZLgcUIzr1DlSfcWdXgO8FoPTn7nPCRtCwN5ECTu6kGFP7SkgGkXUcHWizBhbjWeWRUCqwMfvROXb/agRMj90Lk0xCd7UBTBGmUPylimrlF7qCQp/7zQgzs/fxaxvV+EYrGgi9M2FNZI1w+udjElVMPbZVjHKYw0CnAhrhUCqwM/3INOA4Ar54HywR5wq9LrKZAQ9gEVtvqiPaiNmnrcA/vTS39OD8qKu/iGYrW+UD6vB40yb8eaexHMfQ7go38/qqRYzJhBL588B8R0ldWfPw1fLQaSHNPJb2YosagRt151DoqMAquvnAeAr+sBGdbei06MEpH7haet9z9zAcX4aT2IqBc9qPRw7Ya9OAf2UVuNzgnPi2FBi8JI7M/9+6DwQNi5ch4oz/eAeN8H3IKOF7d3aw/wifgxPehcFhTH+hsU8L6HAlVbClx/Hy1CTzvOnPYO354hBCoLgQ9U5Gd6EPCrI9Y8Zlr2QH+uB53xZA9Gxsa0dLAG9MFzQFav7n723sAJNaZ3VqAESz19DuIYHUlQIkYvPDIzDxEaR1oYiedA/CKikp5r4M7FQPery7YYRC+DLbyUyoynegDI0EcsYqcO5j9aD1y0XJCpFx5Ug049Y797hucLm7H0uIgoVfm47AFW9M/qAbhewIA+573Ce++Dbi4x1uc9NJGsUGP67u4u1vkcPPm9hPui9IgBXNBVc+5BEtdYPuWKf9JzYefKHEWs17KICU5UX3sOJtBMWbOImn+wHqzPHbHernWEnbCkz8KU8qEerLCYOayYKQwx/4g9mKtSzMeegx+tB9bKM+a9rsFcdPAA0Tsu97NPsl3FlA+dA3MiwnM9SPq/iAUD8tAMIfszeLxnglBPtfcV54C1CA+sMxIywXBHcYj5+Byge6zSsdZBAiADvfCBkD0qA1ELnKtrxUIY87IbIyBrETLtXZA/YDZC9fsgjCffB594DoDj1VEQnSw1CYFCfpwecM8sgV7m3ANqw1bY/HyA+HHngN4OemtebPyozA0fQFRWrWmqrIHwih48/F6ChC9wDsqfuV2FNUD9c+FTekAu9TD376PjmR4kRHiN+ogeDLKIp5+v64GxIyGrd4J4fhYqDCeMgbhf9WP0wCo+2AOC2LNl2qwyHv3jewAOW/0SPTh/Vs59DxtX1XtOjV2rS9LboQ051J1RSBSCPZ3PjK006YoDAb3v21LTuSgElvHoT/Zg+Q6EzqtYRbCaKmLXqtYmJ4yBqKleeQ7+mD2gssQy2bNldm/XPh/2INE3fxc7zJQ4TBZFjo74sAeHaRT8sgfeN9bJM+8DXfunRcyFGpdlxs6t0XX8dL6npDh2S6nz57hym3YP/Bl4SO1zsPfxmT1wmZ9OD6wGGvmBerBw6evlOWDF/rkQe6rS55kge8u5S4o/zNwCjk1GZQ0Eak3WJwTUdC5uAqsDD+wFXQSxjC/i8RWxlT2UdC4d8cnfya3JPM+BKRu37VYSLJU6VRzAoM95epMHzwLeUE/HWt+LPajU6gEfs9wEaWLD0kAHWoG0ASsMMvCRgLyDK+pnzRAawpWAMLYDLeSGzfqfV/B32qGeOZR7qZ6SAqBGgChk+SEhnkpRuPShZ5FqsaNKcirnkapKoffUYEWt83USjIRn8HYbxInbtY6sQSa1qha5aBlOYYPEu+dEr+EF7oVGSAgexGlt3OwBCLhW8eV7UCk2VSz1oR4QwlXd2/serK8M9rZSCbWqlj1AGJjyI/UgDg82dXm/VENNQd80kOtL94CHdCSpV/SAkFlSEspIaNgom0bFgmQPbPSWgDw8B8SlIs6cAls69jg+0IMQVyxeST7lHJCVLrUnQMALpFoUxpUheDjo7O3xs9D+zEEZMXi4ybA3QaaLGZAfugcs8V4PWJntMBfPLQFxFH2m1PU+CHvrUnua/pCk2j1I8h9LD2puhB39NHoQ+pwenBfk6qa3gXs0awz2OMaB2bepQYiy3k+hTCoOIcc0+xxEBW9fhqQat/WWubefeA661nQRwIkLFpLXgccl1DZe8SyEOtLjh+xB9QpzqTr3AAmZuulBuldP/FyIPU+KDVeIdQobJB6TlkU1sdC8nuyB7dKZSi7eByiZ4+N70D9z6XXElMCtJ89B6Z1hSNU5qtipy5+NqUrcG3OwyRJtT/WAAOILlh4K9cP0gBrmOtUrZTx8Flw5xJzpogeDGuNm4IOYRqgRR43W2lqYugdo+UAPzB3gZeGaq6118tWBa9MXOwfgzp8/s+YMOOSJcaE+B8QoR/5kD6yw9BIyKywwwtBamL58Dyr2wH9pPHgfWG/XylrpUQm1WhnuhOqmy7nSeyYkjMLXOhyVlJoUYxGbYWsnHNz9LIxC1w4b5MPShzWBtdbWz+5BQ41ENBhXgvzaHuwyZ55zvdiDGiwolbHP9WBE3OEUhikp/igPptz3YGDHtM/BeMWzcPnzpsuoMABhBXWlIL++BzNjzrxrzVVpXJFq9gR7GHXCQd1sAu2P3wNWz6l7S5Fw9zxLQ0dQVwry7AG/cxI3OLfPPQtlUtgLlDzfgwGmIfc9UEsad/ki72eBaIodrB2HMj5Ydu9qoA3VapNftKBRqTUEYKivYp4/FwxUe6kHPrfAds5remBvPrUHboGFnu2B75nxgR4UxdYotwbO/nlz2YNiiUmEJnWik8mLPUjoIxORL/YAf7hf4n58D8Cnbi4E1hNEvNaoF1wxuwfbjnkgw5IacRQAhViLP30OzJhEaPKaHoDXsaz3+T3YSNXvgwFmGJTBxjmblob+3LPwQ/SgWNxl9zmoqtSgiIL67he1Ulsclc/uQWOGUbl/xhLK+IF74KbCGlD33Q3Ofb3Yg9WMw5c8B1+yB2xnsJ9Z5kBLiloLsRbP2O8DjGE0m/sPuapP9iCMDusI7tfsV8j545wD3qounT0o5qn3Ae5BTTUQespPsweUn5wSaj1Y6wfPgQmf34P8AOcgPSo+t372Grw3qJSfPTh6b3D2Ge6XanFfCtNwsgdVnKcw9MKItSdnzTYRPIhLQN4OQ4kNuJ7GB+9EfAMfSyU9yWqKY/MPPQvEsalK8uCdiA50JlhRuxFhVJvue/DU7+R8fjKSmrhCKWhssAqcMAbkVa2fNUIMHsQlX6YHcXzwfcCePqMHyVM98G4lfQ7Y4Kgw2CB7876H/WHgqtlPJC/KwEUucQjzfOloqoRzoP3hOaBXqcaZE2EsaO+R0uMDPYj5LF5JPuUckDV3xF6B4BKJfShRiBoloX1ED9wkqPPzAal9gfRD94Al3uuBa2MPfTrMjSTIbC37Wfhp9SA9ilqr70kXn7z2HBD+Ug8K3F7gJ9KDUEd6XD4LbeCRKEi5nJ7uQe9H/6TyWUDcPUihRAKiWYFZKMFayMDyPeXouA+8D0JsMWU+C9X3x0mqiaUb8nNHBs/RK56FUEl6fHwP+hljnTRGJTnkuR4U3qypOieoNeumB1k9iMMtyVPM7MO5Rmsz9bIHODOYamIheT3ZA8N0inTxPoh6HF+gB+A+1YPBGuUSPYVap1DaB/fWHiDH+xsGNmaualIteoCS0b3CAl8mzOjkqythyBfrwcINPI5H74M+B9snv+jBfR5rE1QAABAASURBVK3JwOdu2LwosNba2nV/Qg844gUQeAeor8FKAxs3c1RbMMBnwKlNPWFLTj60LSW9L+WRWVQux4j/eYoC4DS0g8+WQqRqL3UGAKtGe9pep4RRWDAHljkGbKT/Uw5sfqApxwAUrvRoEDBRqom12U4VDwLdL+IbFxtuLjK1Q2PlzmwCcLEFYgqa19M9GKJCM2bO2Nh8gQnDRB2rByjBzDKsoQKNIj7EuJS1YisQMQeWOQZsfFQPSCB94t734AAGngPU16CWgW3A50sEAQ8BmL5kDyZugY0ke+IctPPH6AH97zPFzWHblOH8dA/m/SKE67yFYXzRb4zna8Rn4TCSeQ50oKwolkrOAIg18AyDQmIcImIOjsyhf8Ra65XPgnneWdd78Rxc9MAcKoL9CfRgpPvB3CWjpocbRtj6j9GDufbID3EOeLLj2ehzMMIRYWLmNnqlx+pBy0w/dg+s9/lnoahwXvMZcz/oL7wPfowezJZaq8SRY1NTSngkKZirN1neDZSs+zG4X1JeeB9UxzuNOpE/FBPkMAoLywWWOfSPaPuhz4FnJ3x4dTMf1YNBpRXTEAa1SvmIHpDm9agHfK7TughMev5cD4ZRs2ilJvejab8Tw97sI6z96YpH1xsDsZoTmz/wVtaYwiB5Ssl754D4S9x+f2Oj5IWBIi5aL9UTCtcozwGCF3IzJpZbGSh9jfieeaoHukdPvM/li9yPS3UPYsQh4l7WGuzWGwPJMyeuTPgyJeohkuSHPSCoN1nv4YpJ+KvOweVnrwmUXtH8yuUYeboHM2oYevEzl4rB4S2C+4fqQVkkPShWUrzs7Us96M9e9w3OUz1wO8UkwdY1nugBroU1EPMT7EF/hLK2WOHc0XM9MGKUMwkwoyW0dY3VA07rCJ1nCuOlHlCA7lrPWLhRvcSBvL7EGPGexUBsoPecwUkqxL6mYH1Liu+DEuwD52AsXNBAmgu/2AM/XBLp+q4lqU4amc8CVY58Ug/qAz0AduGyMsq5fKxhvN+DU3zgC7/tAJ4orxH7qu01Pbir0zn1fJRHQJ2U8xj5qB5QgHW4j2INYYqVMAeWOQZsxLgicKDR4Z69D5iQvSpTH12XyjwH9GBoKzCIm7cZAZv2QeQZBGUt/PgcfEoPOH7UIqbLFRNrOZ+biF6jYyzhdT1YfynhZsmUmStsto5xr/ZSD1idnrA+fRhnkJE86oEWjLEHpQCdt4BTm4R5XSP7HNz3YLDcjEJCPt+IzHN7+XMh7OQQWpNVSkhomufgx+vB5c+Fj+nBrp/Nso+p5QyAXoM9/4R70NV16Q9+Np63MELEpJzHyOU5YJdhh7D5BA/jzgCaBxhEVHL/LFRoTV48B2MkKQC4YHGs8wyaHiwjn/0sLCTAPr8HYFl1l/lMD1K8u1isiP2oHpDTV4PTE7peGOz6h3oQeukzNlau2VnN73citQDV1/PPQl1EGTrYilT+OMIwqGjAC84Khfg5PWBTjTZ6BrAvQLnWPpaHukYIT58v4iv80Xkgti8U7dBYuRNtBryuB0NUqAHXhI2XYQEAwzbY+4AXxAqy1/bA2JnFPOL9KjY10JTjyihc6bH2sXW77lKf1ANA2AKw5yLy9DkYVFEQoecLG5sv6oFh/ZF7UMl9Dw70MVlHHWE0dT+pV427hO3Q7P0ejBReL3sr72cJ67a3jbve70Qwdw8akDj9mFFZQwXaPxsRk3r0PjgDj5AUa62PPQdgvNyDNG4ozFVcJzYJ5XEPZq3pcdmDsLfK5RixB36cnj3QN5hmFEuxzE+pByP21h5QJNeAqA/2U+uBT5S19jmgPuXQ/yBzpUc3mBa3Erxk0fqXz8H4oj0YcYx4Dmpk/VyYtlBRGF1mTyhc83wRjEyiM5EV8xFaDxtlN2079wBbDCCVKz0ucNX7nVjJj9KDMbre558FCsscP7Ue2Les98FsaVGoxJ3gxkwp4bWEnas3WSlEr+HE/fGcEv7Kc3A656dOjVBYzL//nlLkkcZlcVpMxCC2wnJeTZlFY5+X+9H0MefAnDzogVjlBPxg3RZDGUsY8KK2ZkxeA13KZ/QgYECViwEmPX/qWTBo9PQggXp5gjB1D2LEoXHdouFp28A2EAnEOHuAfG9qK1PmmVXK0z04TF8yGtP7SMnLOODgMntf0hMK16gTtSJ4ITdjMn9moPQ10u8ZbsDDczCjhjHnH1itgPvpPThkV3ASzG0dpsDpHPgObGI0TfOeD72JkQPFdFFdBl7ymENJMnizVFX8ASQNcgvMpPzcwZzzqDLzRFn42sPGxyEhH2Pyy8rPfvWL/OI3v8qf/9Vf5Op3v83Vv/omb/7V21z9y7fwb5orP0dv/uWOkUtvc2X+7+BgXG0/uFfoX0NX29byjJv2t/n6X/5Vri7sU/4mb56ysc6u9QrMr6Gr9+Im/hW+N9BV+785r3Gfb9w3rI+PWrf9DfLMeXvOeaw/xCXfNajt6okevMH3G+jqXMs97tdtf0sNn96Dp3Cvzrjf0Mdv1j42f5s31rpirqjra+iKfW/7G+Srs//tyn/I35jTMeJK+MX95B4sjMYEq/nTtjes8+ZBjU/FTQz39rDWaX8Dxv0ev+EefENfpLe93zcP8KftPn7qD3G/6bwrcR/0ADtYb9jP19DVuW8T4wrbtL/tGtQf0jcTl7h7+zfU+hb65sJ3Kb9t+yXum/O693FvrPWM+02v/8Zal135fs23jflYf4i7sM3/zB68Odflugt32ea+vmH/b6FvLuq6lN+2fca+nXujB2+sDb73MfUZe4X9N2v/2/4G29Va95Lrf7Psb84x37Cm9Ja63vJ+hTpGGyQ2+qwJHfkSU7u4VwvvzfJP/k0mn5jGGtfx4F6t2Cty23bWiWfP2r7WJ6Ffxv36f0LMOf6b2INfE2POFfY35DTHJt+k/w1+9Tcr5gq+Zf0P3onWCb0h52uoY8FUv2r9LffpbToPHG3b13zlapc2hrVe4dM26ZuF8Zb7sch1oK/5efMGbNfY3JzHPfgaPHGN029sczDkm/RL6sZMmfVZo232dj0Lb8DsOuFv2K/1vyHuDZhv0CVz2o7tCt/Vsu8Y8417Iy4+Y7VZq9z4SdTQGG9jfNvQxZk9wK7OGtr024MdK39tD67EgcR4Y39bZn2wrU/cq9990/fiDXu/WtRrsIc3xL1pTk1y86E30BW+K20SunHmy7sHq7faXuyBudAVJO7TPfgm1ir2XvNDPRBL2rgz76/SNntB/R/sgTUR57pnwnaPuXp37gE6PexYz8EzPXDdK3HF2rnKkPX9cD34Jm/cO+tcyanBWuztlzsH3+TqM3rwNbW92AP99Oxq0des5fkyR9sb9tScuM3bh94c/xv3jn4lR/+p9+CKWt9Q566/97v2fyX/lB78q8tn4W2/3199Droe3gnwrk1Ofday65RfUdcb6nvpfWDvr8ide5uYyl+D2bzv0VvO1FvO7jfRZvzH9uCKOpoW7lWvuXsA7vJ/bA+uVt6uS/1NY896n+rBG/pi/fqMf6oHbV+1/mb14I0668mvWEOMN+hXmxbu9K/18d3rb9Ox4kBXYLwh582Wib2CZg9m7Btiuk7j8H0NaXsj77wZZ17fZ+P1wcV9A79qIs74/U7EZv2NTby4xs0cYrFdQfsc/OaiB9qNu9oYxF0t+nrZpv9t5vpw114xHYs+Y7z30lt6s/nbdG0XtXadqwfmi/sGvIlh7qTHPdixV9R1RfwV615N3F6v1wFX39f6d1zLE/M35LjOb+iBccr3/JtZ60X812AYI3Uc+lXTxLvasQv3Ct+bJv3P90DcK2p9s/LfkHO15Acc3Kvlu4/5pvd7Zbz+ix68aZv+t/0eulq5V9oX2QN1fzbK996Ur4hvjBV7BbdWYyT1K2Imucen6Js+KxPnG2qdMZ1/Uau4H9uD+3XFlcD+lB6wryto90D5nr6hfnDxP7CxTu+h7d/Q3296b1+3/rblB/HdJ+0zTl/nv9QDzoRxT9PGueRLprbLZ6F7v7BmfSvuotZpf8s+/upR7bPmxriIv2I/1i9dtf0bcr/p3I017W/bdmU8dLViJ3+bzv/MHrx5gDtruHrUg17vT60H7oF+vVl19x7Qn+I/xR48VecV9+phrW/7fLxZe73q/X0zzxL73vY3yPre/O4v8+fffJ1f/sWf52e//nnq53znu745HvF74PDFtN9LY69TMCWwMMb+pp/vhwffHX/o++p6/H11g7nGAC2Zc1JV8btqabBmXXxfnYvxoe+rD4ef5c9+9i/y9a/+5/nmN//r/O4v/4/53Te/z99887f53du/zd+8/X1+99u/bVn9KeoYYn/3W2KNVzb/L3eedmRx8f1LqGOfxV3xxkkd93tqAeOsK2NjnV1rY7p+x+t/TMTrb4zfn/fU+ecc7ZC1gu1+e39n/2PMqXfMGZd8ZfO/cA+sp+lcz+9j/X9Dvff2379wz36fh7Wu+q31AvN39ElMscXtnLN/5mi/pI5x3y+eg9+nz5dxkrHP4hJrzKaOu7C1bi2/j3Vab9fT9t9/dg/+5Z9ID/p56lrpxRc+B7MHf9v9tbd/8+L9+tt0DLXIz8+j98/z9eBZ4P5Q69/ok17EJdaYTfv+XujnHmgDd65vPeR2vPJj+n0entnp9yzdv/N+nz9WD17u7e+7t70v9+ie9j6X/mk9+D/Tg7nveb+m/LgH833wt2k7671c6992rQ97O+vv/BfOwcu4E+PJHni+7Am1da3y3Z+2k9t81nbGMO7tUz34/dzrg5xp6z2Q93Ktc53HPfAedf4P1YML3H62HvXgb377f8pf/4v/Xf7yzX+RX//yf5Sff/XncRwuPncEmQ8YmtMfK5D2547DxecOP430373jf3xV5t+TJ0pSCJ+fkYrPK417wqQ5h1T52anifyejWKxx4Yd0JFH4mWPI5IO/b6/cEV1NWqXhlLu1CT8gVbQNcnGNweQ1AQ9bh2tpItc8Fo91zQxnNkU9VXgMBOarX3yVX/7mz/Pnv73K1d98k1+//Rf5xde/zs9++fP4rwdu393k+P076PpMN9/fy8eWt/+Sb3nHXuqX8nU23uYTU7tx787+aX93ruN9/bHv+lHsp+mP65rrfhrWc7l7jc133NY33/YvxV+L+3yc5+PL9OLm+4k115rykfM19etH5+D6E+7tPaa4x/N6j+1i3+TmnfyCzvpNr33vV5d27JY31z7l+TxtfdnY467npmu6Ya83rHFDDTfNjzyHt/i239pvLuvBf2ycGX+7ZHOMleba06/e1Hk35/Xaxjpyc2+WX70J/RKn/djaR972ba6/5Wdi9F1S4xCr7QhXbwyw1bWrt4xN2TqN0yY35iUyTr/ceLl6Y7HmHbjbduk3RtIm32SsdPvumFvyN4mjrG9T6+DLN+nb8ubHhXVsvGMmv2kurrp0h39zc9Xlknb5pgf6qkGbZA/FtQfqynLtnX8Rr24Pnlrr7vv7Hph/R55zzX/uAAAQAElEQVRxypvM17b5pf28Xu9rYYF5Rz+OkDnWeIdNXWrf9U3uyNG/+RFdahvx8iMY0i38tm32VrrJrbVCN/iO5LrGLVz7LbbbjvceWJd0w5py8ycZZ97ReOhI/h2Y0nHpt+jGNVk3+vQdc+ca6HfY9VuL/FYc8m8hY7XfEacs3WG/XTFbvwNL+VYs5Dvib41Tvz6usyqf1LHE3BErvrHKzcGW3+LrtcC4a5s9uAELDDEl7OY1Xuv4zIOm7ZpeY6OWO8j6jL+9xi5u13CTO2TXPDbGTW7hHU/OHWt0LcQac++7iT7XuSPOmFtxJGLvyLvTDtathP4gnxrNsZ7uATHK5tztWGLusJt/Jxb21pWXXcz2ocvFaFxjJPcKzq25rR/nvbdOc6j1FvvGdT+uJ530S/gbE5ztd63bhalN/Q7dvCZi78iT1Gdvj7l9d5vb61t6d2zauK/vAXnUdAu2uGIp351xJ3bjtu3Ietwr6rmlvt4n+bOuG3zH2Q/w2gfvWqlR/BP8ThILjO4vur7GEJOc1ht3YqrPGsBf/qN54kjI5lv3sXFvM9clXp0c/eLI78BWvsUuta7c9tu07Yx7e9/bth1zy/3u2q23c44zBvst+vRhQxZr1nJL3jEna5XEsjbImM6zBjHhL54DcaHGJfYy3/3NHhz5HHLsNa1H+x3YHcuad+S7pvodGK3D26YPWbt6c3LmPbiJObc8C+Legtl+clp/sQeznpPYxpPbmGJjO6+FXczdA2P03YrNM3ann/xbaPZg13TkPiCDN3tw86gHN9PvWsTcycUUb9Ft244RW/m8J+zWYy131NAyPVDvOPy3YN2Ba2+mPNe7w25M19oyduNWjr47MOXidl1dzzFbvzPeXOiO2CbzocaFm99ErHnHjjvOHuC/w34LrjXrl7tWy+2nLvgtpE26Jd68KR+7ntuFq01SvyXnlti57xmnT/w74m/bf+xatKvfUc+Wj+TeddxNr3GHfgvJjytXXVlSviNfrt7vPOOw3cG16bsB8w7SfxQPv3zWfMPPNAi7tk136LeNYS3Tf0febduXDcw7aOds38ydOQ98xO6Y24V9C97dBe7U73PFEkOub5O247sZd7dwp41zC6aysWdOjHE3y6esT27c7oW2TW1f8Vt+jy/cxzlnXPLN0X/JlW9XD6Zv1n1rPJhy7ZJ7l7cNn7LnWv0pOoKr/SgW1Hs2D9J+ja193637qI5P2yWuuvGXttafiDfGdfRL6pc93XL7yG/OmtpdpwndvE07Zus3/XsjNRsHxrZf8p3jmT9exFjb0d8tl+1GjE2Ne33+ffVo3PLdXsj366zYjlG+zlxX+QaczS/kXmPr+FuHN8YN74R7ea6v/gSd857wda339pvGvuZ35OtV0+Q3K27z49LP/CPWOOc8xniF/nD9m4saL+VZ86euc/OpPXhF/ccvEPOwB5+31+fq2WtsvuO2vvm0v+M+SLuW5+Ttf8x3/GNu3NO2m/6edvuMu+4ze8t7LIyvfvGL/PLqTX79zV/yXe/b/Pnbr9F/lZ/9/KvUYX4/HL47JjRZ3w8XX2mHUXwHXXx3/PD7aoPMy/n7akJI1TbgJJLHF8kIxoavygcy1/q++oBYrHn5fTUmLuPe/75arK+++kWufvm7vL36L/PXv/0/5Ddv/vP84mdXOZ1u893Nf5/vvv9v7+kdsnRpe05+HHfW//8Lb/OF+Z4f+1PYHfcot+MubOodB8bm2r5/FNO2xzFb37GbYzdePEn5Q/Q47qxvzM3B1ic15oW9dfyXvOMuYlo35sJm/LZvru2fe8D5e9Sn7gv9e9Cnre/YzbEbb6yk/CF6HHfWN+bmYOuTGvPC3jr+S95xFzGtG3NhM37bN9f2z+eAc2CvnqAHfcLf+u7p5tjtoz5J+UP0OO6sb8zNwdYnfQhTf8c9ytX++B533MJuP/JzfMduf+t7jc1Xvj5px77EH8ed9Y25Odj6pJfwtq/jHuW278Km3nELW/0l2rE7pvWNtzlY+vVJymd6FLPtj+PO+o7fHGx90s59iXfco9yOv7Cpd9x/m+/f/bscj9/mcPhFfvVnf5Pf/uZ/k7/+y/99vv71f55f/vwv5mcO/oLev7vO1OLYf08+TqOtpRHJzyv8bTjStLQ5fO5oi59ORpv0lrj6+LyyjeIWn5H4OEPGgCpiIqRIEruFTgiWJj/GKGdpyqdoDRYTvxph9IQFsS/AWzsw4yNwHMzd9olgqNbBxy0tRYEh40B828cph58f+AD4F/nVX/1lfnH164wk3/3dP0H/mHf/8E9594/f5voP3+f6Wz5Efvsu7779LjdNfMD89vuzfINv0nfEvsvNd4tjv140/fhW/s13ypKx35+xjuTeiP2dNv3fT0zyrs+261yf8427Jv/doim77lwTv7E7d3Pravk7sL5fue+QNw68/Q/5uQZ9Eji9zsUaHYNvcvJ3jPwi7oaYM+09YztC95jkq79H17PWjffdNX3f+1B+hx+9897hk9Tlm+jtyu9+KlPjtVjwWdv1yoV/e4N8n9P30Fjvmbl8CTJt71h7rnHd9uvZX2MbF33bH3BzvmON6xzbvuu9xqbvMV2zjj7rekfMJdf+Dr/2TfofY36/YjYnlvN+7V7gx4t6j/wCfN09EHfi6D+6L/p87JpdAwz0a+zH78W9pjao7/FNrv+AjG/2911/adjrkT/PjNjX/OWH/F3uOvY61+RfE3MDtr9g2usj9cxcMLvWm7mWOdR7A585+Mk9oh+/f9cxR37pbj/7vNaOX10y7gb/Nb4j694itx2uTVn/DTlHYm7Jv4HM0y+23Bh9E58aiN1xxhi/9TNnDe2SufI7sZd9x2lX1uc6yl3LilO+4T4eydVnPcpnohbx3Zs2Y9Tl6rfkWrd+7Ud07dL1t0fO6DVn57q5fuloP1jv+N30H1u+zvTJbzr+yL3R5xqX/GatcdN574i9WbnvFl/57b9um7G3rDdzj+RcQ5Pf26/7nu86jsRv+ZY1t3wD7paPLd+QJ9ZNr3U8x96c17BHM/Yam3brVj6unGswrnPHfblZmMbfUMOx6abjrOOGmCNrHIm7gY7dzxty34E9MY74H9S4zvPtt7esc0PcrPf4HX9JBsYta9xA5t20/q7XO4JzR+7k19iO5F43xm2vO/XL/G2/Jde8G9Y8gukzqE/7bd/bd+DdgHdcXNwj+5j8ltrMN/7YZ2n61D1vx3O9N+S/A+cmd73mde7o0S3+29aP+PFhO6LfgXvjXwLgV79F7jzqvO26jjka65q8O26/v80d9Rt7h186kut9uAWvY+HKN2AflyyWtltjF7Y5RzHBu2Xdc6w5rHkLGXMnx3ZHzC2xR7kYYN1iv5VTyw1cjBvijbsl7g6/tru23eZWTqx13jYWvbBOY6Fb4u8WP7oG+9Um5n2tt90D829Z8w68W3CPcNdxPfVbsOzBbcdc5xbdnCO650D9hjxtt9huyZ9reI8g68DvvvSJdUeM8Ud93BPt6jP/Nkdsx7Wvbb9j3SPUMWudW3Bnrvf3/R543joevFvXIu9mrX0rFrY7zvytMr5bCcwjMXfypWu3brl2+aYbscm/AesW3tTy7tUNPZt9uFn+m8bFBj9CtwvjVlki/74Hxolxw/1in/TlduHcEicd24YP3WfhCL8Vp8/l7Vxffdlv2F/7zUO2t7fKxohN3BG7tq4P3fib9luPe5ND+P64PbjJsWu9YV+QdXqv5NRn3d0D5Dtqu3U/PBu36N3nth3X+458/djuzpjsydiFeSdf+i1xfQ7gd9hvtUP26GEPrqkNHOLs4Y7resibGDfUwL3puq9zNNZzsPTOwXZ/Dq7BlI6cgxs+W96gH6GFAe5x5cpnD27Sa7LHya95toyHsNnHY5+R69yy1l33AJl+3Ym1MO/kxN/Cb4mb9R/BJtY4fLMH4KIfibvEPepfe7vDJ84Ncco3+G6bqA1sf54ZP21H6rphr8douzG3a7xh7WkTw+dc/7Hvhb7rjt89uF32W/FZa74TzYfAPLbtpte6A1/9DvutdnLnujc5Yps+86gN363vD/YyY2+4p/jIu9yXP2+O4Bqz6UjuNXF32G/gt+hH+JF39ZFeHbHvGlz/hnui7YaYXhOu/8j6k1vPTY7k3Syf3H7egH2L7Yjv2PK7qN9Q9/Fs13ZN/g29fQe/hl/Db4i9Zl83cGNusMmP2I7IR+zXZ34L/rHpGv+79t2udY/UelzytF33Z0nlG+y3q5abzj+SewNdQzfgX0OTG3sEy7yZ8w6f/uPi16x9Td7mR/QbfEfoGjq275b1bhYdWX/SO/w37Vd3jSMxyjfETP2amGtibqj/uGRtN9im/Ybn6v2cGav9uDCVrxfuTfObxpv35hq8m9b3uhvXnOO5B9f8nvSu445gHPucXrdu3sQ90oPr+OzNmGP7j/w+oH6z6rlufWJ1LvodmDtPLPUjNmVjZi3XPKf3+DfkScZZz8S9Pq+5c8VV9oyL21gr95p9+Htj16isnXXF2jnX9MB1rEOba8mljuOzrmtck3fHHrU3/eFd96NlfDvvmt/7pu37rtXcG9awthvyp99c/NR0w++lN9zra3w34Nyc8425Zo0b6Jpz8j1cege/AVv5Gn6D/o775+/MN+iT37CmWI3rvvv3XHPf5chze82axly7PnTEf2SvXY91dD3vJrZY0DV0Y554+ptfd8xN5xi/deVdo/KmS/+2ya/Zoz6IWh7iYWPtXh9+03Sz1n0Hn37tM8YeLDtY19YG139P5LgX9n7deN+BY4605b3G99Sm/d3i131WG6tx0cG5adm4pWtb3/Mclc9+Y+zNY7pe+O+oRd/i5nWvrQO7unjWrSy1jg++72lzfVDvET5rnHF9r7XtnCWf7a3f19B4O/Zy7T6zC7NzkBe/lvM9pOvOHuADQ13a/sbu2Gt6QP9aJtZ9t/xu9hy5n6HGxN91fIcPf+Oa+x3fu17y7/F/xzOijTjrbSKv86f9qe9qr//wXd7903f5nu92v/u7f8i3//AHvvFNfvGbX+dXf/3b/Nlf/ib1s6/8ujh8Tdy+xG+LJc2T38+nZH2vbPxXfoHc3yKns9KjsJBRF99XG0zEgAwRRU4UsQfEAWmtHIhtO99Xi2TKr3/5P85f/cX/Nle//s9ye/td/v3f/V/yd//4f88//NO/yT/+4b/OH779t/nDd//NM/TYpy6t+G8f8TPO/3fhbb7ivtu5j+36t09ZMuYpm77HZJyk3Tz51pWhB7Vu347dnLjzHra8Yy/1C9sD3B0j35iba5N27mP7pU9ZMmbHq0va5I/JOEn7jtm6NuhBrdu3Yzcn7p97sM7vZS92v7ZNXVr6g94uW/dx93Xz7du5j+36t09ZMuYpm77HZJyk3Tz51pWhB7Vu347dnLiu/5Lv2G1Tl5b+AHfZGmNjbr59O/exXf/2KUvGPGXT95iMky7tj/QHtW6fa5izufJj2rHbri4tHALDbwAAEABJREFU/QHusr2qB5exW77AfYCx/fLnajVXMmbTI/1Brdu38TbfuZd8x26burT0B7jL9qD+x9gXuR13mfPY9zjX2Kds2s2VlDc90h/Uun0bb/Ode8kfx6pLK+YB7rL13jbm5tt3kdtx2y5/7Huca8xTNu3/Nv/07X/Nz/v/d/7hH/8f+Q9//3/jZ/5/k1/88i/y26//dd7+5n+Vr+rPM/jsEMb8L+kn8+/J4XwWwRw/Zcj78wUfLEZbsJJ3/tzB55vCNAwyRoF8beUEwCA++MIY8AG/v0YO2OY/RsBafJChBKTE/MbNHAdCY3CIAMV/EZlhBAp2JTxEDTTLxeI/OxhBP2UPrOjOWkbLg6LV7gbzzw755W++7n8FekC+/sMf8u1/+Lvc8AFxnG5ZgiDWdYUgYmjWG2F1ENZV8BO+jkSuXitjRmLoqz+4LSlEiBfw5QM8swJXNzeO87piFZaiXwXnqoE8ELiWCenB1Wu2j8lQ1hvkua5cU2EL605Oeg1w4VzGGIs4L3wK1TlIcqmQa8zSYQKUdvY5ucYVA+tAfMa1uqeLQ9Tritup9Lb5CqS3UzotCJ0GnzDDC11qDZ39IXJhZ13QugQ1jFiMKbgaVEHGCx9IcYw11R1CrXUPyF46leGcRWaNZBa84LBgrUuurAF7R2yuTVLfMfIueQo9G6MwyB4I7h3mOrIzD/4wrA/GwxwsZog4uZaJN+eEEC4w/dc+bWQieLA/8wzAknRv+6QhyztorV5gYOYs6Ok8nsGWz/dn1nUirf1kFJiS+mnd69MYeLQsTLURRkFBG/H4SFnDdUjLjji0UBFrUJM38X4/6ThQ8mAMNPKKuocyqtdex21UVQqje0CMSjEZX2GYd0FAxTjj8T64jDe0OYIYxhmP2u9Q7kr0Sza6fTiN7T3iQO1YA8ugtcqBYH1LjW0wT5tEarvONgRt+iTvwORJeTYS25jEqKwxV/Q5O8fiH9CM0hO0yUccepRq2eWl44KmbpSkQ8sgQzmc7bmy72Mtwwk6nSOMD+cLI9cJSmbUfS21oguvPj0HsI1Ux7xy7qV5is2QjJqVmKsWMAuinWt1PVqsQTJKlEE/Kw4kMpS1s/p6FsQYBAy8MGYkb2RXdYdeKQ+mzq67kIhp/0BW/2px6mhceobLd/5I9Z+seYS1oUPnI3CGmLmsG7bWmP5dq1muAT55amHnRfigVqP0TOTpxcWZ7YjFA3JlLmdGlp3ekmI+zLRJvY+Qc6KHg7xTEMgxEnGd1/QQt1ryHWBNM9b8UHFQpz/UGwc9rTGUgjOOoY+w3e9C73rhg9CWi/WRuTJSOeALvOCDagdBJcc7ukb3OhJjwB7wA6QexsbVzl0jkyD8zukeDKLYu6wxFaTKrjOpBKqCdw7x3B+juh/mjTIiWfOAD+L7PtcgouIYoyKupF7oAUtZqipiqXTYV6bU8srFwc5LsQJvUjq0xBRxBxlaA9eWVAKZLeJAVq/mUwqjIK9BDfKmGs3mZIRrybW7O1ARman7AKK+glvfIQpGyYdTsA8mcOcytaqszNFOsOTEImkHCVYrFjvhXBFyOOV+iHvfg45aTmUqHeSfLdpyRpgafkGyBwlbfBA57XsGuaudGIeObB+G7gEYo63gDxSi5zK19kVgHDo9B3JiidN6cCJ/cuyEcwUTES1lD3Hf74ExEpUCPUxk5Woe5orDXHnOAhr3i3ldxm0a2ObuBiLI1HJI8SdQhTpZA8ZMAMLADut3jedVCjZ3HKLSYzCLCyIiM3otr3xa/D2l4hqS0szBFHFnD6ZdW1JxW2bPesPAloJbN4yrSp0oGTsKfvHSw0orVYV2gLh4L1Bm74ksPjdV/IPHwhpB/3wnGtEe4hNhLrGrihzIt5WM3u9aR4rXaSWb6+v4EZKCM6FLc4VKu1JYKoGPQe2ETnuoc0WCkx5rP6ytWv2OVSKO3DrHkQtelbjpfYiNCZk1SGEZypn+kIspoGDTA5E7YNovqTPwBTDfr83JDGOs9Q/6oIM2CFCuk1Iwdw1UhU003qcYlUInwhhdD2eF9a0JlqqKf0JMIWX3oNcusrzkY+GaWURaReFE5xwgsH46i0j8WvRPmzMrYyS+vXLUlRFsM3rjuq/d0xkr7oG4MA6QVm3VNRs/sLqKfKIN4qfkLBGCbcBmPgJXYatyRmk8I8RUV664h0Itah7GQ6hcA9pe+aRafvmOODT29Ju07SytujLcnarru9qMN1Y6dFRxx7S7i2CZfM7aMwdnZ+Ct1uasuD/n6xsaoCJuQGyPe+naGM/X0msarMpYcaZlrclGxkCG/L1k+8LZwwUuFnzKEmLblF0ab18H1hGnMZD1t95eJhK5WAhZ/yGcz6Qx0I3NGuYqYk5VpVDERZxrtyVRt05xjRFD3vaeiEmibfvCXdBVcJ9bcUOEv0OGMbAXeiSB0cOwfyU3WR+ym/H+tb1tbKq5VmTeSw2xcsQI/uozhac/I8lPCfZJoGJiTrCJLZfcg7x9KAO/esGrnMMAq4JFPjIHtbSAI9rkksbHeqPrWHQfV51r/HI1u9dn5F6L9alieu1HB2MxquDqeCvIk6cHhubaJgaPBJaNi7juiYeBKA1gmFdwVawzKdOArlBZQ108DZI6nKu3SNTg/MPmtd6X4b5NWOOnK42Lzr1WFkJTOh97gghHZ45UyCGoeWGBuNJjCx2DZem1dbnkQkWulzrIJYeao5O9LoKxR9LSfN4Tjg0WewFruxzK8ivS74mJUoPndiBwAcu8Lm1S2FkYYhIwtB3SPxMR5YMIvVl8hB65RqYU7Nmja5q1HNp+2B74xPc5ljr97i7XfOf77b//O/gfcvj5V3nj/xjsN79ODjO3Hn1fDdD5OlBHeh1qopxTBaEnhNoeokb3gRn/gILP85oexVxYYFwDiaen5vp+Xz2wFig/++pNfvvmf9l/8f/99b/Lv//7/2u+/f7/lxPfWQ/r7P4ZnRdG9fr3AeiseNZVVTZXfpFeCnzK95TtqQWMky59j/StNu/p0d4ucy9lYh+0Cf1VPXiQdAFo/oX6QHzK95TtQdJSjJOW2uyRvtXmPf1zD+zTc7dK35no14M49P8Uz8G5Hwr/3IP0GbAPmWOLm08r84PDg76v9wK3A/6SD/eLl7nSZdAjfavNe3r9++AS9p97QDfsn4TotcXNtTX9GOfAhf2sA4273Nz8Q/7u7/+r/OMf/g2Or/L2L/51rn7x1yk+R/R/SR8rH0nDJwukWa9yYcHQc7XAzC86XP0RqfjcET748VEufZBwl0746M9b09w+RMyREPsqtPlJpjI/BAGGtOT0EAd3/LAzDT1fTHwoROs48uUSpoDPNSh2LnPgg5DFbn//shnGMnz1i5/lV2//RX559We5/vbbfP8P/+h/co36yyDIS6wBrvJgGmfZlTBwjbCJXtcvkczGwDXtAMbR9p7UpKVYJKjlXQHl/uPgCW3FESr2xFIBW1fvZekta3xEuBcQjom+b1iR07i18OQS9bgnEmACKC0iJ1LHLVvMtyP0C3uZf47Bhy3aKnNsHVeMaytO5SGOjjY+mLjlS3eduZf0wbyMr9km18uFHdyVvPxgYCCa2Us8tYsczZBWf3GkGUtrS1o/45pn7eDyi92KyBzTl64pF+PSrqxLLo4ypAqbWxkXCK4w9ECseeFZG8R+GYPKtTN6P/YOg1G40mchW2uL0yTiGvfsbsP0dXE6Rg7c2yEGvOT4Gvd882rm4G88Ykaf/ZCrq5hE0HpC5rKfbWYir8DEOi9ME0e1FbY2uXaR1AZuue8sRK4RSxqcuUqhV9QlFGoZsqSC3AxcEXMeY4cUdmSumI/ase67ZTJ8/+jbXLuk7nasa+OJc5YNIj/wwcRrLbB4x3eMuLhTvOQbL0nroS5IbNj52l9cnQ2gGW8dzdtREUu9qs54FTDHJMS2N8ex31i4MTF3b8c5hqwLuc5yET3v6WjJOAT8g5LGOh2TG4GxfeYZFzTzp25n0mPqnYGufcuoXFubXH9AmjRrmAjOlekPQ13/5BgsqDO1Tn1iOh/wDGjZOb9ZmrzOchgFeeblAzl4J5+7Fx+/7iTz/uiX/NlYxOPIV0yDM6gdsa3K+gtDYVEnpmufuCOH6cPV/TzXOjq+8AYpDu6t7J70EkfOOBtHqu5Y4RDfC5Vqj8+F6eVzjY3jxdyuB1OBpUFmPUMFtGYNVY0rdvYAU7H4Am7nx8U0QgN7AGof3GcIltbxJw0c1xRXe1Vl8pHKIfdybBwT10CEkNr/ENc+z7xYi3EuQHBjBXwINVsfAAxjYzCexeYzthTMur3zB2WVVEIPmJOuFYa9tEOjUwvjCYKja/NLNgzrzGBHKeKtJ/0EFpZgGVAY6srwrhNTe9Dh5rkHrWH9gDG6HnOmVduUps1MddoNQqhFbVNhO7UyZ/0DHWJ9z4cUovBkDnxT6Ll6xuuGO24aytoI5WrDfd3pqJmnV2m0LT3Ug744fVfLxRhneUqDaCpgnjlnNzUoX1rv5aGradu2Zdc67AFOro67n3bktDz032tb2tGjheIeVNdaM33NA9sSl1Sbl/aeFB7RaH10rPPjuHlnL6338uhcp23bloc9ODW6cfe0I+8tSjNvo4U8ni5CueKYfqXgm+S9m9JoW3pMjFoWz35arhhPF+kjYl+D2fdBxThmdK+TEzRSzFLnInDN/IGjLyzzBnFqpnHWitzn4NQY5k8yCZ+saSw/lQ0N4IEUrehCW2EYk+tXqfhOnJiHzPqT8k+/zwZSGLUI1s8+sXBx03HTPoJd3ZpHIl4Y8sr6ox9S6z0SS8i8yFE4OZ0JIzHWKQ1k3ydhf+Km1zwHz76iGgeLMSyHfe1cRceigosrTyrGx9HrjKkja3pMHTsmbuiH+uh6yFs51e+QgHNKJU17zooJY+6p8JNLjQPbvMhrvXIAq8JKK+9ED9JE37Hf3wsVqVLkJvBMxNHxQTtBlbTPWb90iENP8BkpVcvTMmdjcx5njfVGDkQPaPL5s6g6trBKrfRUzMbKEbm2NJBde1CpPJ07mHMefYZac62dqWEwDUibcsibfM5ZnUgLPDn4kXutA8JYuvmoXFO6tA+s8zrxQX5r1ts94GyYI6VxZ2yBXFNEShOh5xB9ux7vUhgTm5l7v32Y+2qdpOL3BdiyJconU3I/7Jd0WibcLfX6JPgZtA3eQ+4lplRVtl09DPM6RwHda6+1Y0fsI54Vo938zZWBJoCtE8PVstPGNkZZn7Hq+j3Xyvq2XdvjOGO1ScbJtXk7Ti0w8VwxU0Sx15GaCjMSPUBYlzph3INlgBXx3oHE9dNjMA907h6fT9vbOSOHxiv8XpO3XzXqoyVWgW95atHPhs8YYJmht/eGLz22tZU1nRYXU7/czG2eun3RasT0eA+XL8rTOudtN3rL03M/a595Rk27NrXNp/V+1q5mjBxC9LlCsjyY+8HIvWNGdzZvkzrmy0vXAx1DX0zaF1N0kfv7SRowVqQAABAASURBVP2sM+3KDwINxfVoPUO4Pzi4VL5qXpyDjixtmDb33ipLmEOcrElZ2r42OtkR0LAzY2BG7p8D8sbUvNZCPF/LX+Ke3VOYs1jJfQ+Sxg3DnOgnsmVsQdbWtPXVmvb5LJCDyzVb6p4qncgaEM6+BrN2mFdNfVrcs7oOOL5BpnUWvFes5eN5uH130//V1+tvv+O74V/lV9/8i3z1c37D8oEh3mfPLZiy+R/j+2rXs8pf8Jf/b3/zX+Zw+Hn+7h/+q3z73fyLf32TRigzrxob9FXB4L4Ut92bvxT7rO+J5G3a/NncSwfBr93ba+MaHtzmzyRt9+Yd+7HTE8nbtPmrIAl+psz30l8b14ngNn8mabs379iPnZ5I3qbNXwv5TJnvpb82rhN3Ec8kbffmnfOx0xPJ27T5ayGfKfO16U/H7SKeAd/uzZ8G+YD1ieRt2vwDCGf3M2We/Z8k7CKeAd/uzT9rjYvkjbf5hetF8ZkyX8z5oHMX8Qz4dm/+QbynAp5I3qbNn0p7yvagzI9NfgpQ28Z5AK5j0nZvPq0fOT+RvE2bXyBe3/x9/uGf/l/5/t1/l99c/Rf5+s//Z/2xwM8vCsOJ+OIzT/FBhgttXgM2NDzajnZc6Y9CAYmPtuqSf9+OCbFgfuYKnE9XtXiSGQ7KmAiYDKhUAYZW+PzsV0QW+spQWjRS/OHbGRJPEDqsnQMV30RKTmKWnoE1naLGR7n8/M2f9b/wPN3d5rv/wF/8Xx/xG2wEHzxlM6ul0TMYbVM5LEkPK45Cn7LehKKwuZdx3gR+rmDs9vRmC5V8bOm4yuH8IfeQgEoAV01qPUtusPSXJa5lCK79oXt6MeiDkcTs7hORp45Jv6S4uL5zfteJRY6/1yN2oqwoe42v3Le+coKwUSCCl7ESTu1BFlPS3bpCrV2WCtYVt6yRD2zyplN68Itzc6dO3TGb65DaSSb2Fu2GguSdkRvHnlndqzX3SNaytil2shSdqkP3nI7NGtNv7jIs8dKurHfWMzVmrg5u3hNBcuo/r2EP0LuvuB/Ya2ninpCLAGRY1wqP+8A6zj3ET2S4n6DiqVQVPL1H55Gpp/mItiDfUUPjZg+0hTt6HWOJJi7E4035wCc5tcvJc1r5qtdkHfKH8Z4V3eA0C75cDu7fKfGXuzg6P12z68yctL/EwCACWXEMdEn55HoKEObGOH8RNZPAARsnVzQR2tcdBnVY5ymfUMSmvI5B5Z0z8zVYqqR966EG74Tgbp3orH+Qbkg6fiVMNt9dgzx1yRjrVu6kFH+m1DOO4j630eA2utLuyr0sbrsr2aGkJ8EAOU/ZHKRZdIIvPWbEzLmfR4v6KnNVuRgHMos7lR4TjmBD8bTxPT57EOxEgjexwh4HtvQ4MJ+WVs13VO5XI8ZqCu61cZW17YwZMzSTO60F5pamJ/iilbMcxmhdn7iFJdQqM0/75DOuzNQJJ477y9znJ22pOMxK4/qX7lp4jqojwXbP1qr9xDS/YPJsBIwij9AYHfSgj15HSyVtUzYXnHkz6Ko+7ekxxldEzkoCxgkMd3JqU62YQ/+YOnUvwCJmkKVzMHm25AM7KrWDgHzoNTeGHgj7jkMj9iBL+Dm6MTZeyK8Le3SYAeQIUxgjKeKY6a/r0sMxeDdNPxIZ7Jd1OybIxjchx7hDhFYaqwegEBnsBYVxgHa84jwHA1xKmDFihhp0Cwg/tH5AMjfZtaZHMU9y3XB3BtWO7nOUQkKmZBwrNe6IWqgVJ3Jl4qpJridSoUjK1Nu4yNapGe+AxA9YVdVakE/sS5RpqMmwK8xapw00+i7KoAaRtl1ZhCJrxFGZvZm1FiYJht05i4vJ5iNCZ57rwtSOQzQtNIyV/uO+kDBwFSSCvFE682JC1GeMoTNmWtQ9AXOnOWPmPLZHg5nDCcSpTxRNkrZZa1I1JVieGiP3uQtus6fCiR7YK+KVUvcA4eIa0TPa0nNPrYI9lTlP2/1sD8L901JOD+jzejBizVnol8B4Wh3Oa5JVlZZFWj71HJDLdX/nJ26bGn3itkh9I8UcxoxD4DpAIsinfWDxL9+0dqk9qeFouRZOUlX9joLlfogjmSMuz6x3qJ9bbazQCfBGgi99Zs1ZPJ+xdqmk+hmd98sYccHjGY8+1+hz45OnH1zwyUraf+haD8SFUUVMx1MjoSdiMXOJS1bjJob5Dg9jQNOQFV0Jl++ZjlNpsq4w9mpiUtfCnDhJ+XMBZWifAPHnzQigYYykukbxqCkOcahZER8h9KWI00AcNiXtzVffSyV17sHogGkdK+a0+Oh6OiGKSoPcMcAPU8uHrlVfcgA3WMPb39oqSkxcBzK07R4oswc8WXsevYi2r7Tm0PaKf9oAatDSo5jFkkvmYQrrnPe+7fLpC1VMjTi2wKwDmtbaewcHI9dew0xUrr0S6ZFCbGEPtRWkrZZHW85jW8WcUboGOUkhDkjuWrM/UytWCAO/5o5HbS7WjDKLCBzqriWhUsu0Kx9ywF2dq54c7GspNzhCK2QhXswTo1JVCZeTttFKgRNGO+Y5WPch7Q9jQFYps25k7rlWqao6cvScVFUcVjUQJhxPvoZMn/PlP2gAsSseJpDjJYxkyjSblbQtZGDcPbi0iXHC70VI4yobs0mj8vYrG6P9qd/FxOxY9m2s8olpVpQHNW0bbn4fdcayzme/i8AIYwQ7PK0PpXhGXcv3CDtsm5NeT8VYOGYWd26Qq3wZe1oxwZ81Rq9V8X1UJVItj3ySc+PgvwO35RWVkIOtyihv5Ej7z2uhEtO2M59x1XqlGTucHD0OuXdLrj7Pl1I6cNtdb8vimhPGtFEdspe+ze2murnaoLO4M4zBvtbaaKrDyXqb6xkGLrrQNUt6NMs7B8F+YeNSgdbVD8W0xtghgLq0etC9VcfX8fA45O5LWb97KVDuwgRVenC/LN/o1lUUtMuh/d1c804Dt9fCyTWIFR3x/sIWFtI37zcrtG1qfcbDwIYHYV38vAx56eFieImJ1DamlrG3CFenHqRImBf3/lMrhlnfATvvSPQHV/fQuox1TWWRkLsedWTW2SchPDfVIDPOfbau2nYm4sNeBrEijHHK7fVN/L8HOJ3u8qu/+m1+/utfxjGIq5pVshXDU5TTmHBj7qmjiRnQCRpZZSJ7FWijw5/9vnpMf4j8xc+u8pe/+de5Of4DX+7/m5xON3l/1PumL2L5AO52b/7SmntL78U8kbxNm7+X8xTYs8HvZX+c4QO42735S+BPld3xTyRv0+Yddzk9BfZs8GXiJ8gfwN3uzV9a4amyO/6J5G3avOMup2fBLoO+kPxsERN/uzef1qfnZ8t+InmbNn8P8Vmw9yI/3/BsERN6uzef1qfnZ8t+InmbNn8P8Vmw9yI/3/BsERN6uzef1qfnZ8t+InmbNn8P8Vmw9yI/3/BsERN6uzef1qfnZ8t+InmbNn8P8Vmwi8hnky9iXiN+AGe7N38J8tmyn0jeps0f4Y5xl+/f/bv8/T/+P/Pnv/zrfP2r/2lSX/HZKj382DOKzzKdP/iE0eae/ATWwtlaLQ2NfCYhK/7Kqiqd/BCkAA0iqzoi+zMSZj5dqZXiInVE/1MC2zxMHJlF8kEMkYiLC1tY7NQfBllkf+hqAPRzaOVgMjQoaGQO//L/z/7iTb7/wx9y/YdvM056BhGnDOZYZoeOnp2q7YO5VCE+zHWFc73CgzGnUbJFAz6W59Je2IoNQkR4tdS9GNjd0OjeTjumDsInP1N7wVoG3G1ZNbSsS1zJyOYaIQOadmKMSJzB0DXvXiIv7QliOSVdIayvkcIc8kbra9Lmmtj1TcKnDXa+9Mdgsi98/iJTbZ997nhCKAJRQWa/4FGXlBc1rjL2kjuNjC5WXfJeysUZE5ozEKg096SAz1pGiNnGnTv10p+EkDlPYcmFwzXgWGaoARK2sXj3VdkgUprhh5+tDwR8/SwQcO6dAdgxeamlcdWkEzXq1yPXtgmbz1gXeOg5RI+ub6AfOrCQtE/SVEz6g8fXxwEexmgaYPqlV3atYJrbXnzp6N3PMAbPU3s7EkOqPAeVieN6IFBXpRAquJNCHExhmA7zGjj8Isbcgb9jdUBVFa4U8r7UlcfI2X5CVtlx7UPhug9KZn1ww10PMY1XyQFFu7mI045Qi6a9UuplDxC8MFRbVSYZ27ioBZ3O/tES6c1x0RQjgo5viumxAEYrc1Y0RFIe9gvBL5xgYKQpjNH307zRNmMxI8/soXJ/B9EGPsrpTlTLs4SxfIVzYC/o1DYmrgoGLngIgR5eA9XzcVgxAx5IPnPmHIa4MLzORkzu/JBEDLUOqM6ugTTIPsDTfMadMoea/pkxppF5S4OcQVfMP7SMc3F95sn1iSkNQ8gJceyfpg0kWOZQGy2OfIVHcfCuCnJBI2HOeZyQqEEzqM2w7JB5rwvLiZ0PuM90ZZ7nArfiOOQgI02dfdddZk3oHMAq+I44f/vRhs4c0S9Nm9IYwaqUHgfyrGdwDjXgzgFcbSfCEDVPGnrpD+eyQFnGlu71anPxThTDlLb0RK5eZH0be+6SuXGTaZ9rzR6QQH1FLwNu4CPFnxO1pscJrQUXnAJ9RCDP56gQe01yzS/iDaWNSCe8Y9IyFlraM6VO62lg9d4e4PpGNt6sD501MeI/xTWVjUGZYub9ngrx4PqvRRMQyBV15g0sWrWkIZi5RpOlavR+YRBFhmnF0yv3h6PtWqt6PutiuLZWEtuujTJYWys1tZXJZWGXcUYQiLWaFZKXGPIdm/Ymmymc4TKHdcQAHI1zP2FtBR6GMkFI+6rlOVvPQuY5yBwF6xaseHVrlUuz3sfStJJ6IaQRdm4ryWZx6JPfJ93jTvtFb6dh1Trjeu5pOmuh11SZLzaJtu1n61nIwk0P4z6uB2bc72Kfp3i+QHSfHbGmZti99GXVnR7Lu1jwXZQZx+wKAThaRgxxYdTi9zUQhH2uk+29cFfm4Fmcoa1qreoZfXReYzBpzUJAbWk/Yyee3RjtA9Keies7RrV4n4ZRxHTt8CFI25LqBzKMEW+KcQFzpLKHMbU+t4mrR7ImMec7keiLGsQa6OU9mcFKBHENyIu1+1+Ts9YZF5u4UrWdQOLF0TYJG5ubPdBDgKYz2YOKmKEGzb0HhIIur7Iq1py1go589hNsXqgjPVynGhfXtGhCKn5WwIicnqLv1VgVeVXpjuUssXUn374j+qtnbZ2KUJBX6cE4wLXWoI8kB34/piIKT1wHSxzFFwKFcMr+uYCS4g98QBdXgRn6MNrOzxKiCn9VIwemBo0sS5SMMa9mIj5Czp6BcoLkMPBDLcE/LXPWo63wj0aw3tHmInb6Cn3gLWggb1wjBrYDtgIB9uDSp/1ATOEZUJBHkstR2MS8txmpVYuyfFN1Xd41cbUaMcCQSgPy5HmvqmkfHbXX1DbICcgHPIeWtWqRSot95gDN9QdxeNAVPAfyiTh9MSfpedj7No/WK4GP9IA5knw6AAAQAElEQVQNNHHnvW5rhC7sS2tmCYfK2XpCQs0eHFEs1IVhAKBv446Bkcs1TltGD7I2xQMTai5jMfUlloI+41s3WCPKV5CiJms0rnUMxg8/QCK3zQnaMYiWEfMObOJk7eAZDsPuLgI3ctPyEmueVvPSHciDMbNXX/pMVPtH3HHOGQOftV5azLJO39s7a/pP0TfJFQY41TQW7mzkgA3CJNerpJ/5MLAx31/4qGHq0zdn7eZOTzerRb34eP8xt4WF4MuOdH+dlmjk9suX+YLNd4rrSThMgYld7ND1myvserkPhky7kWrgt71QlkytEUOTlItho1sltvmcBmci5jRlDkParoAJ3AmnLmHb8fjUYq2dozYy77WyNJySCZLadTdPMKRHDUIIwl6NOzDTW3SEGNe46HoITg9SgkEWfE3tyAzRljk6hnXEylqDFWYczu5HATbD14wDac4I4CnXzFqz93PnFUH317auQBynJc6487wC6+wtYr1OTDrvnwUMdNw1lST9g0yeiX5GzEXmL/+v/4nvib/7Ln/2F1/3/3DM6Ke/ryZn+L2aEReELWCeul/UsJctY9BlTXXxfXUyMgftQhgpvrj/izf/i9zefZt/+vb/k0FtSYNkjjHZp8znVASu8+KNpaGFNT3Wl/nMLvxncQmLPSj7nPcJQuP9p9SD3vDDRrXpn3uQB4eqm5JPGudUBK6f5rNgYY9216bLc/DI/zFqY5mAwPXPPaAX9gE2rwcKpsc6pgfXhf8sLmGxB8f3Qe5Lyk6+iGnTP5+DfFpD897ofmpF4PpTfBb8B4Pffv9vc/Wr/yy/+uVf0xnPx+BjXCHn/nMHHxCHW8Uq789zre9pkJP+7IQUwiA/X+V+7M9/JyLGNA9+EVLkt2M+/SiZ2YtVR9xhbqHVwcel1hI+9Jxd+A58Ghp8uZFBzGF92Np4zZmKQPFDoYhcSNiZ/VecfpC7+fZd7t7dZN5MceYq06BuFuU2jrKezQG6sFfLJ4xF3a5TCRIT8Bt3as6TjJvkHDAGe2tOlnxm4sXeHxPhVhFHIa1GD3LRtKbvjvntT4/G7VxUeGMhGjaJ4BY0ijQQ+PDbuPoWYeaK5jOmvbYOcM3UVy3nPIbGjV8js8aN6S6pSHtA6Fx88jHI1I+Dq0O04w791WuV4inLQ0Z6FDPUSYhtRwczYLCiRghb+xA51uEvzlRHy/6vaF2/cG4+kt5z1riwtwV/ij8qlRibwR/irKV/wZ4xOJMQ08TeFQNvXUUaaJNnSXLEhEmv6AFXWVvozeRhFLQvZWnqswdbHxiVPcfWah3KomuXsLOmnjTPGvqkjWFOiJBrN88snif7bx/ob3Wd0xdk6xlkhTGgtFypguIArx0jvFuSCmPQWzKVwR0YCWdOCt1VW8fPRR6xQ1+Q4XGAgc3SYOFdpdFXDBhJ5yXZOGEYGxzGKnc92LeO2Jcl6BeX8LYpaxNPDHXlwbncctjVnUpnzMl8KsUz9aFfIyCK0vyCBD92dVzsAwVTLAY+WCc6wioE0RFiULAZiUkF0kMMkl9+DfwDecADiTMS+uX7EkEbzL4XfGYi9XoakLnvI/OeF7Ixg7w8IKyGBr7sM8ZZx8BT7cmawxDX/vwP7P0J9G1bVtYJfvPcd18br4uOCCIIgk4QARNUbEAQZCg2QzQpyaTRVLHFLkUhCzUte8syTYeWDlPNSkk1S0fZiwJCIF3RSCMgIEGKiH2PGn28eO+s+v3m2mufc/73f5t48YLGuivWXHPOb35zrrXXbs4+5953o9ghGemYc1VmMzKt0bGF640OVOPaha+e+YO1FjI6XswwcVc4sQFGyhYXt4J6onoDU+1+ma+v6IsvuQFvZVpXLvdO1x6M+kdOZ2ETH9KLwXUpmXioIYyHhUeMa6DpeKNxa+FgN9Wj2M6X5zccczhfcgfPmMI/+owkZaNhuf7E8x5ajRtcTzV9SJUBmqhnTWNHABEU8aI21FSVQFYzU+hIcIy5VhhRwg8rYhxShsSVZAKg1YV1B8dg0uRRh7j0I3VjIJk1SJBfzgV5dBwQjubg+GEyUsOcve5Is1jYzMEgp3oe7Y5yzkiS6SRUcV1GBrxyDwxbk9zhGvSJ4fK8sg5HxUJMr+aFVtsLHHEDcYVeLyO6A39q19yeSAJd5rHnmXWHtWOTl6bs69CjkEdarMm1y5iaSsPICBSOsIsnqeiHutkaqdMqlTmsC3tS9HEMZfRI5USIQhNxrUBg9HSccZ5AjAZnHfmkUalBgnZRBbth6vUE+FtvmCzdaWtNGRTsbAKtgad2dF6AvUPa7ZPhjO1tYTNdQmsCS2NuHeScK3mLTJg4/nV1jbDk7Wgg7d0IzixAfDOA7NObnGmLThkAM7LvPvkzdkKWD3mZZ/q6tXpYV+ueUohspbCAN2e3Fjq1tQixLu+F5NY9kKck2UptXlab8ESnbUTf8+wRYBPY7wHDzLj2wDnTxSElmX62NrbnAW6HrbndC0DWgNGWdiJptKpy7tDQnAzcjgJ0P38PEHB90CIvluHZMdoYhAXQHXQNQMSGCcJw5/wBxRKPjbnJGTzHfB4c5VHKuQLTP5hSQ9l2hCC4XGvrdXyExiCRWuYPeIOsOnsmNs7cY0DnIVJVV56JgyyrDghhb7VDm7rzyeMIAjGkM8O2352CnUT2kXmmBZtY4cuPx4g/2sdodkE9Yg1Wf0jzHIDJJkZvG49n7cpVh88wor3W034dkxRrqzmyByJisW5m69nLmkX+ocGqkWrLz+TCHul5sGBSk89mxr4jCgRpOpjaz6GhAX/mNROkQFDwBsdQmGoqYMlxvQMO87lHyEAIdjfSBow0XtNlNDPghcx6lbCTp/yx+eKKx6qE1RCiy0jnGx9thRqhHTYvm7buXKVjaOYcWjPQ54owqG9MX21dtZHaqpUOMjmDOQuRGRjOpU63xdXRVrTTTMfCUk/xHLqu0I4t1lVw6IUkXIrxvI/2Kmr9GTWvuD4m3hSGkekXa43XVFEHfHYcjb6WOKLRDveaOpy9Yo6BVAODuCUS8VnH548zA00eVHmh+V3iSI4+cMzVb5v46lCmSUCuvlz1DMxxxdZ3L2uFnOW7Un0Oh3uBHGL0dC2LGQDQ30UaGKp5fhc7utEC5MzQ2PZk6oWNYFHTc6CNZxYykEQ8tBH36xQN/ty9kakdPf/63GMqdjOeM85CWgqugur8pcWUAar2Wgr2SDd/Q8MY1mCtBNpLG85pzpTRc4Zx+pMzYOqHNhA7Pj1ElM7j2TU2P87VdmiFrK6tLH9g6CvLPoKxLqE+fo9HRwHvunB1Yc6+4R5fA8Th1TqPnmyOavh9poixVo8ycKaENguuFFgTE8CpPiYMc1TinTLnnnvgCOgc8lpCW5izTj7LwQFvA229Ze+aVG3qja4FTy13EAPnhuda3/BWBIx3XggDAqUb68Nt02HLtyREkWg3Hd6wjhJb9Q6waHpN+h5LOs96Iazj/NgbMUKLPnRiGw6bNzYN1MSB4V5ZD5NrYewrEC9AjqfnUeN2BfFgyTkmbVkrNDG5U0+mMS0E89m3PpNn3vbWPPzk47n56IO5/vdqiLf7vZr1HG7ze3UVc7AeFpIjJl2zZdqVqgfy1GPv1/qNb/o+zi3HUE05G24BzmJ3MfdUDHqUPeXCAb3qA130s/hubsamLujvinNLvVuAe6++p2LQf2jugQu7cki3QLcAVxLu4O6pGPR33x5wr9xhGXcOubArjFugW4ArCXdw91QM+g/fPbjDMd4t5HE3B4N+fw/YDPcBNfuFA3TVB7roZ/Hd3Izt8/GCfs/OVuOcfw10Hn6n7L0WBv3+dcDuuQ+o2S8coKs+0EU/i+/mZrybr4O3vf3785a3/eu86JH3yo3DQwnvHc7sk/iIHdvQa4Oh+F15MioV37hGDvGrwyHHzHe4APvnFcYV3OZWjgdiNTFeWMgM4kFWyJ0T8U4Um3AjPYR40nVi8+WMJF4AjyinEM32Q0TbvGDJN7xk4os9cnjgRv8tzne89a15x9veRnir67LMT1kCPGgXckQfEw+W0booMKwyrmdc7dGKWVNfKbhi2gqcUi+ZsYao15p1FFnNAGvdQ8UfZ2KskpCqwrrcK/YocpINH1lfOGMzqWXgaVDKecybbloxMCMceHTnw5kx/K5pnuBZrm5PDCeefPSkdcEOz4GARrl/ldJm7LpO1kmiG884mFMFXmi4y9o0oLmqPmfm66idZ6ulK9wi5jkD5HpiN0Brq6ee8XQ9bcL23dzq9o1TRjbRXqQD9bTFFCn65xI46bbvex+LfHkdYtjW2uzaRuD9Gpa7ranzjSkHBmNLCl/Rx4Q7utriVXtGTuu5vq4/6MgLNaY2d0zzWmwLeQI3M+yvGc5VZX6Yf0NUCX5lNjR92ebs0zTXPUL6YiEK5umhLDWyU/UFqvZi0T/CX9CKuCva1tkLJP0DkD80Kbg+56ItV986lEtrjU0WZ/GE57VfKRORGxgTx9k6UMfVbcwhrknMeVrLNxk9664jSKY/g/JDU7NTWLP3cbZZqV2PzR4gI9apFHtwYARiEYWaP2RjdJ+8NhmG91gXl6mE3JE+APKnDli61YZNPfkd6IFz3HHxImcgRaTQA62cX7PiwPRZz7hSIHbtqQcVkgPOQNKe48orrte51rHFZnRhU1dC1L3N3sQOoAOk0Ch69XGI4eQ5hy02OcV8yzrVluYeFIYSckaLVmEdYhsMhQwezQVKDouqnhMYxFEBVrWMHmcFzdruJ3/cdQ1TG0lXGMZrpPqZDmMghYAX+GSFxvwX18HkHHo9nC/yIKX6f1qJzxhruD7DasIE9VAbUFUWI1SpQromnKHAWx23qrquoVRSVQgBclhhuoGNXj8eoUIB5cD5YCL6yNpHY2MkxglE0cegu49ji+GGLPbAPZRv7oai+HFzJLXtY8dYw0Eiayv2ctaFFBsaLhQdhAwIlcLONg40e8uYXnthjYQjcW/TdZOeAhsreyusLq6RFP9bo3npeiCsyxhTNyNdh9FpKqe22cKDuu6BwQkXuUZEFNccsFAoU1O3yv3L1qp1FVhbDmBjbPxs2lojaY940lZo55m4W58cHbPUiqiybBc2fcfaaxq/vVSHVt3pZc+9dT11Fss1rTbsMlNUMTi1e6CnTGSO2evnoq2oR3kKiCoiU4+z/IkYu7NM3thI08te5/JIQquzGO4tvTbkSiYTnCJS3APArjYjc0wjuaWt6NoD/WruHNO20TlzZTUuwc10PhhTbRg8uo7wuOu9ICs918CcqSNc9v3ekbNWNVcyIZgkMLZbKTR53Edp2/3QGgnPg5k5QonMYSSpzAZ3BnCr0cKy+4TjCDHhMPqcQvXaquuGxpOVcl0CLzw7lj2o5vuBz4OqwmsCemBQ02PgGYMDlq57KL0R5yKsgwiKwUmFUmHEAdMCWMdokSLjohP3mWg9zFQVMqBsa9cCi+ercOgqofPPhZjSMWbDdo3FlTFSLgAAEABJREFUcxrIaTNIoFObYxNscY5DrJdtHKP43KZAkIFktkLpqq1rLX3o1BeFQI1ThnWPIMYQAgdrSgON54JkIkE1Yqh2K5tFYmQzcF4di4Gj7HHazjN5gOSJbtZ2DvVCJLQ6w0ZjrnUQUaPos77YEU8JTOvWpo0poRWyOnvapljBPSIFUmj5yhF/bBLwdFtzTl1gcpVpH5upXbsVrMkfWMckYxPU3hemrg3V1lzrPeCIHagzOdZVCNCNhRgzcMImY2z+yKmNnPbXMw6TC6VSUIqReFsM3QejOHWJnu4x4O4DNMjUTM0RVgISWlsMh80+/z5QcAYJ1vR6hdJdX0OsMI4jqSq+W6Qbbl9pxk51CRlAiQ9s65AGwtqXH6LY4kwdOZMQI9M3npljHVzuIYCtU6G51tBordFxonRzqjDYjTCRfhz62m6j2YOYhtTTeTFPNKynprGP+ubvADPrX722xORUTnUXdkgZ6gW1wVBg1ijs1eWLLR04oRVabEmBXdoDRnaZlmP1nCPh+ZLdxt27sSWHDdXXXFpc23mVMJO+stY78extw4ecs1ifj420vYOHalNCk69g9pqro2Gs2IhpKH08C+O+bayHPtRpFZlyFHJVnVdwEKLV83QguEkPcA0Hmr7XzfnawavrwKPzIQFiJwl/XgMYQp2rgQhZB5plQ0yXSNrPahCJLU96r2SRz/UMQmVFO45LiRVquB3AVRdz4oOpBwn2JmkEMJlD2N2k7cmbrEMjoTEz43msZqwnINR7bPyAo54VcegHuGKFvbr+kmPe8Za35x1vf1seevqJHG74HIVnGNVTnKWO4HCM579XD681uLOPSIEV29LaRFCOG0rxh28+3f+E75ve8i9yPL6D+PPt1n2+uT8U8l6I9b8QNX4w9+KFWP91Na7D3l3HuV3bz7v8C7HW62pchz3vRd4l8f4exIdg3pX2Qpyv62pch70r67xT7n/J18G97uP9PcgPwL3wpjf/835/ePrxD+AP9w85tXWe1Nu54L2jPd+fNXp9vDPxXjNyyPqz+/neOVCjyy2c9O2dTXiLFcn+BjL4FuY/ozRYQ1G4iC/ddHCyu+gwLsEA4hcnVL/OhdjW4fp6muTIIuGXcw18Eg43buSRlz2V4zuezdvf/Ba+3M3XxTlKSkYKsrbaBaiVZRuDwsIGtbVC7dZgajdGPQW+6cQG0ph5jTlYVxSeeB+R+IapNoGRFZmlRFzzIhAtsCWStK2rbDQOfFob5l8qqM2egTVST1wp6grvGke8BbtxOPrOq16YWoE2oMSjMK5eXI+7MQit2ZfW+HJaPNYi6wxbdTteCdF006ZG4w2QvGGqri1uLUKYfR14YZKzn6uuZ8K5QIbTF9t5XEqHNKwwawvNGSY2UTlG1Ipr1d+kSeKb30rfGmHWY2ZNlGtBzciqI3dJF4NhF1sc/ZPI6j3Y6oVZsjdzFPMVbTOmHPf93BKA6VSyonzxkfmFdPl8gSJvv314oMhS+joZ/CFY5B57bJyK6pbRYw9V8k7A6LpiHd6HIxT6rKcx2DU0anJI2S6p021iBLxz4fZUYK3xeYzhxUfOzIELnCPf/Fo7gEkyRxGynpjasDLtkamNbmLCMjd7cdzhsC97XXiD4zc+DxSgu4kDpmwBZgSSq4goRwYisd5kQgKboxGcqJeMHPq+mSsJMXMHWju0sYn1vAYUVyKenbfqqXOlnWNm6VshnW3ddDMmrvYaFZS7RFxsxZYWk6Oe1ebRyJ+WEb3EHLECWmJEmbnZVpWtDUJ09n6Osswc8EZzZs3gp5t+G9vgvSB23HyVFax02LJmpflcEp++c28EksyZeHGNANBPGA7X8Iw7GrFS4w4cQbqYEcQTHRt2x8ii7hEJPM9zAYU2wDQVXPqAYXXPV1LFnsIJ+4uZbisZp/MHfGTGyfPlwRhCpMceyIPW99GAY24qMQ+Vc+6QGFD0/KF6W4cQghePg6Q+wqlBqZs0gXIVa4e2c/djsTCUOdFcU1ca5IykAka92OYzMfseHAQ5JxV56Wfi5Kz5uhTBoznTic11DAx2iZF8OGkJzbpGMe1tgrFGOoj8ea056u3XVRNmVYh0o0uowWf5XBuc3qOkfedQWKNK6axt0Ccjswlqqa2pDUOXPUg0GKdKek2oZIukW9XcVzLbD3uUC0ZOrc/XyZ3WzHSsCfSor7F0qHmyc+e2EVXK1bpis8B5ZCL7eCLtENvatqGrmWJKE3oPpnXLeCJdGzqvu6hLhz3IvbYtSaVcrSs2S51HJrKPJ9IOne/BCUy4DDp0ur68pm5T+7q6nX3r9bWoSzNTklVXPeLc55n6fbmOdFMpso2ZoH9aq5GmMmgrQxpl97tz+jDmM2xwF+LsXf7gNkG2Y0msk625H5up6gX6nBnMISAXG/PI9XN+VzUVfCCzW0u+op34LLLQ5B7ab3tLGinW64jw7MblmWhGaMW6D63dH5/nU1fUBOnEuX/b5/jmHqRrMJJLp67rcN7jwOc4xp6jXwwdQNPbdO5Qvx10MecIr3ZmMxO87qf44Jln3VTiehQSsQfKPSWQ4n/Eh5hzIGEe1oiig1O9x0qqGFKpqlzfYHIslIMzWNuJNVemrzWIM89WO2Fe8k5l2UdioRV4ctRC1Cj6QOxq2ZOzkKxs9FqrWjFDHpw2b8WG6+nMAVGBu1vyz2XOfs5IH3ntGaGe8bFp7SlzZNeSzkE1pzDO6+oDdUy9RHxlD0DFmksDdY68czGurDmWXvxZQ4ZZepwhdmTOlWtrppvXdjoeWsVzOlJtM1DDkYp8fhbndcbP6874HM2TGyqM2AZWFxl6M6blleFRVAfxVpzgkWtoXpPw8S2hNdeqJThFnqLXJXoJI36/0hRTjB83Yx5Dog5taesoIVHq+XcxoPlc0EA67oBtXWs4J+X23rXg0LmHgTHEUDizk96GeDlx70dD5IBYuN1iPCLsPQUmP2TgxFasz3hRYWJaZk3PkecIGVWHzLJGFfMRig72HuvUB/PhjRx6ZKCPLd9zMfCNoWItZfliiJTOx967vFm7uK6sNENN5hj0Vh25S4wrK7a0mBzzZl2tVXciiyPvXCZzcs9wTUO9J7OCbvOKWogoFvAiL+26jCiEWxFrjb8d4bSqd67ripeonmQdZWJpJjhzx9ZrMw5GN0vYMrqlsbgdcIC/8oxptyZGKPot+lZB9HOujSlgKC4TRpKbh7YeyGk9YB0DbD3z0jYYHQYjvUM9ZI5iROlYdI0tcpY/51r41I619qw16aeqODAK1TENfF1k7LXFlRmb9wKE7mAcKyNVHT3vcpfgj5F3vPmtGc8e8+hLnkrdOKyvReFjv5ddcMxezzhLlyUwxOP68OmdO/R58KzfYWskIaFS6HQTe/ThV+SZd3x/nnnmPzb2/Afqmuw86ndFXoga7/T82/rf6bzzhK3GC7H+F6LG+dLuyd7Wf0/c25G2Ghfr37DbpdwOv6hxO9ILjT/PtV4sY6txsf4Nu+Ddg3NR4x74Lwjlea71Yu6txsX6N+yCdw/ORY2Nfx22hV4Y9TzXejH5VuNirRt2wbsH56LGxr8O20IvjHqea72YfKtxsdYNu+Ddg3NdjQvsHmq805TnudaLebYaF2vdsAvePTjX1bjA7qHGO025l7WO/lcAHrr54jx486n4alQM1WszH2kH3Vhy5AuR7ze+2/BqEt+Vw3jUYY215Q94ZGUc4ttLv9/oK41gHKzpyw7fihpzaIwkdbrBPCLYO8YkncPEo+3qSaB0HyzGhRUJo4A23TbuzccfzY0HDvMP/8ksvqxII0SHLEbtoNMNrAkO2kfQzW4LDJ2eYNqD3IpjBxzYJ3OqI70jE91Ga2pWICDqgUYEqK0VGpF9xKCDEHc+qQBzLrC2HbShEcjO0Qe/rJutgZ5voFwF/kZI14G2H8se12CmnYsvLzZs6jLiAGJjQJ5I25y/WLwhOUka48KIbaRDPQ4BBIT5ZrkNw1/XCYStw6OHcx7zO8Gda1Ak563RLtfDFtJWdGEsU5dznlWlay8PXscmWU9JY6HhdcjrQAMfdJXSnCJuPFvIPdE3jxjHzJjLusaVGSFI10dtVbQmMq4g5gzKqWUp+M1Sb/NyHLVhUztW5rVRRAYS2kAo55OhraRPbVYrDGvKO3SsfJj0XhojfG2Xb12Dk7fqDkNIn2VC4i1Q1SjmIYABjTGZXvam33VAOgdg+UARO/dZ8rz0OjirkhLlnKcvRVn2ZIskXTenpj95jHQjzqU+rxuug1DIL58dx5ZzEpMPmzt6HrnWHxu6opsbM7SnnqyLOWEsf2o5BVqk+UQO9pScNaMKZ+8MPTfPV2JNY2b449f09dI/SOkrBal6vlPdArtTN65czRCz5tjqHTY9a9UVb2XXDDO6ThQnxF0Qr7Mcq/a1eYZlt0dmO7QaniDqpI9VyMzJ0RJZ86fvsdorBWuMymwzJ2BTGMv7ruJ1ENrY5ijs8z59xwF3RsZQc3Q1wIzho+j4R+6FAxqMPpDG0auLeZ2Kp5/NM7LXxa3iCCGu9eFSV+xAlADjzHfUR9wDlMjKi3sARicjMRYbhjVRqbJuIkffGRKt0NgZzEFtWIEKRrcuavW59uWpqQLZdVh3Hi8VdAyncmD/stWBGtusM0li/YdaRS0CVSyEvCjmhrUh7bcODY7pW93AHdpi55zQoDIm1KXHZkU1M6p2qYJMHcYdC/7cNYtz3asio43J00UGOIpReDi0TMyx3bNhcbYYezAWtFiuCXtjYJ2623ML3vk9nBFP5rLGtsqr+e2PbNF0ayyA7d1hgCgLdZFvxnWY+C0i8Sq4YZu6iN5+Dy5ouWVBmWcVdUuo5+FAWkt4Z4QkUrsm5kWmvnIBtmNGG3O4jrRhKmUS5zj34AraJXuYJMcrFKHRK802Zm9NHbkFn7tGgMi8Vs/vd/gmIpOBH5ueOmQpEHLe9OUo2K281zROvCpiVPC+1ZprMX4ArRa9KbWFrYFNtPGukVSB0UMbmQYz4k0bI1LmM/GE5eJ5wBSjmQ6bsBYTSRkp/ufT5rDFVHX2TCTuycuqM7AS0+czMTQwgRT2IfNZS03yKu49cSIJMXQhVNtGvA73kC5jBFh7ijUQceSAJBBijkI1PhcYIz8294AQPYHqdbBiavEqAjErUnK19WeFxLPPxskBJLWKQWApjtdzMZwbHFbXrR71mIuYfhF3n1D9eaomijKCslO/+v3gQAXz3YMZ15Iyc7TE5WnLNSKGZl2iWFOxb9UYV9OkiPQcxTnK3mrDCkRBddeecwTGqe4xsx1QkyPLtdYF79DeJVYJW
Click "Start Analysis."

During analysis:
The round table on the left lights up stage by stage and expert by expert for the current stage;
The right side displays progress in real time, key indicators (RSI, 7-day change, MACD, volatility), and stage-by-stage arguments.

After analysis is complete, click "View Full Analysis Report" to enter the report page.

"Historical Analysis Reports" at the bottom of the homepage shows the latest analysis records of the day (up to 5). Click "View History" to view all reports from the past 7 days.

Currently, 21 assets are supported, subject to the actual display on the page:
Cryptocurrencies: BTC, ETH, SOL, HYPE, XRP, ZEC, BNB, and BTC/USDC, ETH/USDC
US stocks: Apple (AAPL), Tesla (TSLA), Micron (MU), SanDisk (SNDK), Nebius (NBIS), SK hynix (SKHY), SpaceX (SPCX)
ETFs: Direxion Semiconductor 3x (SOXL), Direxion Korea 3x (KORU)
Commodities: Gold (XAU), Silver (XAG), Brent Crude Oil (BZ)
Q1: Is there a fee to use CryptoAgents?
Free trial.
Q2: Do I need to log in?
Yes. When not logged in, clicking Start Analysis will redirect to the login page. After logging in, you will return and continue using it.
Q3: How long does one analysis take?
Usually 3–5 minutes, depending on data acquisition and analysis conditions.
Q4: Why is there no content in a certain dimension in the report?
The data source for that dimension is temporarily unavailable. To ensure the authenticity of the analysis, the system will not supplement with outdated or speculative data. Analysis in other dimensions is not affected.
Q5: Why are the prices in the report inconsistent with the current market?
The report is generated based on data retrieved at the time of analysis. The retrieval time can be viewed in "Expand Data Support and Sources." Market conditions change quickly; please refer to real-time market prices.
Q6: Can I continue to ask follow-up questions about the report?
Not currently supported. If you need the latest judgment, you can initiate a new analysis.
Q7: Are the AI's conclusions accurate?
CryptoAgents cannot guarantee that judgments are accurate. The confidence level and reversal signals in the report are used to help you assess the reliability of the conclusion. Please use them together with your own judgment.
Q8: How long are historical reports kept?
They are kept for the past 7 days and can be viewed in "View History."
The analysis results of CryptoAgents are automatically generated by AI models and are for research and learning reference only. They do not constitute any investment advice. Parameters such as price levels, positions, and leverage in the report are only AI research illustrations and do not represent operational instructions. Please judge and confirm the trading direction, position, and amount yourself. Digital asset prices fluctuate violently. Investing involves risk; enter the market with caution.