XAU USD Gold US Dollar Live Exchange Rate & Trend Chart
![what is xauusd in 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)
The choice between XAU/USD and physical gold involves considering one’s investment horizon, risk tolerance, and objectives. Physical gold appeals to those seeking a “real” asset with historical stability, whereas XAU/USD may suit those looking for short-term gains based on price movements. When delving into the financial markets, it’s crucial to understand the distinctions between gold as a physical asset and XAUUSD, its representation in the Forex market. At first glance, trading in gold might seem straightforward, but the nuances between holding physical gold and trading XAUUSD are significant and worth exploring. Since XAU refers to trading a gold derivative, it depends on the purity level of gold it represents.
Similarly, employment statistics, revealing the job health index, can prompt swings in USD strength, thereby affecting the xauusd currency pair. Decoding the complexities of XAUUSD provides traders with a pivotal view into the mechanisms of the forex market. This currency pair uniquely encapsulates both a historic perspective and a contemporary economic tool. Ensuring a thorough understanding of XAUUSD is essential for both novice and experienced traders aiming to leverage its potential practicality and profitability. Lastly, traders should stay updated with the latest news and market analysis related to gold. Economic indicators, central bank announcements, and geopolitical developments can all have a significant impact on the price of gold.
Advantages and Considerations for XAU/USD and Physical Gold
- The XAUUSD, at its core, is an exchange rate between gold and the US dollar, where XAU represents the troy ounce of gold and USD stands for the United States Dollar.
- Instead, traders open positions based on whether they believe gold prices will rise or fall, allowing for potential profits in both upward and downward market trends.
- One of the key factors that influence the price of gold is the overall demand and supply in the market.
- Safety in trading XAU/USD or investing in physical gold ultimately depends on one’s diligence, research, and adherence to prudent investment practices.
- Remember, XAUUSD, just like any other trading pair, is influenced by various factors, including economic indicators, market sentiment, and geopolitical events.
Conversely, a low ratio tends to favor gold and may be a signal it’s a good time to buy the yellow metal. Despite the gold-to-silver ratio fluctuating so wildly, another way of using it is to switch holdings between silver and gold when the ratio swings to historically determined “extremes.” A potential re-election of former President Donald Trump could involve a 10% tariff on foreign goods and a four-year plan to reduce essential Chinese forex crm forex brokerage software imports. This could complicate the Federal Reserve’s task of lowering inflation to the 2% target and strain relations with China, negatively affecting Gold’s demand outlook. Trading XAUUSD is identical to trading other assets, but analyzing price action involves more parameters. The RBA stands out with a potentially different approach compared to other central banks, as inflation in Autralia remains relatively high, making rate cuts this week less likely.
Traders can leverage their positions, maximizing potential returns while managing risk with stop-loss orders and other trading tools. Additionally, the 24-hour nature of the Forex market means that gold can be traded around the clock, providing opportunities to respond to market changes and geopolitical events as they happen. Interest rates significantly influence the XAUUSD currency pair by affecting the opportunity cost of holding gold, which yields no interest. When interest rates rise, the US dollar tends to strengthen as investors seek higher-yielding assets, leading to lower gold prices and a decrease in the value of XAUUSD. Conversely, when interest rates fall, gold becomes a more attractive investment, typically leading to an increase in the value of XAUUSD.
Fools Gold: Five Common Mistakes with Gold Investments
As for the X, it means ‘index’ and is used to indicate that XAUUSD is a cross pair of gold and the US dollar. Remember, as with all forex trades, XAUUSD carries a degree of risk, and careful market analysis is key. Always consider economic indicators, global events, and market trends before jumping into XAUUSD trading.
Metals Big Picture
![what is xauusd in forex](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAFoAeADASIAAhEBAxEB/8QAHgAAAQQDAQEBAAAAAAAAAAAAAAUGBwgCBAkDAQr/xABsEAAABAMEBAcJCAsNAwgIBwABAgMEAAUGBxESEwgUITEJIiMyQVFhFTNCUlNxcoGRFiRDYoKSstEXJTRjc5OhorHC0iY1RFR0g6OztMHT4fAYZHUnNkVVlMPU8RkoRld2xOLyR1ZlhIWVpP/EABwBAAICAwEBAAAAAAAAAAAAAAADAgQBBQYHCP/EAEERAAEDAgIGBwYEBQQBBQAAAAIAAQMEEQUSBhMhIjFRFDJBYXGBkSNCobHB8AdS0eEWM2KC8RUkQ7JyJVOSwtL/2gAMAwEAAhEDEQA/AOVUEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEbOpLeMT2wakt4xPbDdTJyWLrWgjZ1Jbxie2DUlvGJ7YNTJyRda0EbOpLeMT2wakt4xPbBqZOSLrWgjZ1Jbxie2DUlvGJ7YNTJyRda0EbOpLeMT2wakt4xPbBqZOSLrWgjZ1Jbxie2DUlvGJ7YNTJyRda0EbOpLeMT2wakt4xPbBqZOSLrWgjZ1Jbxie2DUlvGJ7YNTJyRda0EbOpLeMT2wakt4xPbBqZOSLrWgjZ1Jbxie2DUlvGJ7YNTJyRda0EbOpLeMT2wakt4xPbBqZOSLrWgjZ1Jbxie2DUlvGJ7YNTJyRda0EbQsl+sntj5qS3jE9sGpk5IutaCNnUlvGJ7YNSW8Yntg1MnJF1rQRs6kt4xPbBqS3jE9sGpk5Iuta8YLxjaFgv979sfNSV6ye2DUycljMy1oI2dSW8Yntj7qa/wAT2wamTks3WreMF4xtdz1+sntjLuav1k9sGpk5LGZlp3jBeMb3cxfrT/16o9AkjrKzgVTux4PC3+yDUyckZmSbeMF4wpBJXflEvzvqjMsheD8Kl+d9UR1Zclm6SoIV/c098u39pvqjIKVmXQu3+eP1RjISykaCFwKRmnl23zzfVHslQ06X7xlK+gBzfqwZXQm7BDtLZpUnSDcnpqCT9IBHsWzGcjm4ppKk8vn8uY30SjBkdQzsmZBDuUs3nN94TOXKfLVD9JAgCzWoB/hbL8Yf9mIqaaMEPELL5/8Ax2X/AIw/7EZBZXUH8dl34w/7MYzMhMyCHwFk1SfxyXfPU/YjMLIKm6Hct/GKfsRjOPNCYkEP8LG6oH+Hyv8AGH/YjMLFKr/jsr/GK/4cY1sfNRzMo9giSELC6sWXTRB9Kr1DlL35Tp+RGY2D1cH8OlW/D35T9iMa2PmsawVGtwdcFwdcSYFglYXfvnJ/x6n+HGQaP1Y/9aSb8cr/AIcR18f5ljWhzUZAGy4N4wCGy4d4RLMs0b61mT9sySmskzHK6aBMSywBiOIAW/k922Nmd6MNeySbPJM5mkjUVZLmQUUKuthxAN2y9IBu9UY6RH+ZK6XBn1ebbx8lGEEEEdImIggggQiCCCBCIIIIEIDoggDoggQiCCCBCIIIIEIggggQiCCCBCzjCM4wgQiCCCBCIIIIELJXv6npmjGMle/qemaMYFFkQQQQKSIIyAsZlareQ+fxf0wKN1ifvCXyvpRhGwdHkU+WT8Lw8X6L4wy0fLfMJ9d0CwxLyjOMg1L74p80v1xmVRDyHz1Df3XQLN1gG6PQN8emsfeE/wAWX+++PUrp75ZT5HF/RESIUCJISZrr/AKfizRukZr6l8Gnx/DUL4vnjU7/AN/jcTT95fz36oxHMKHAl9IzQ/jqf5xv7o2kkWXllFPQTL/eP90aqZY2U04QRp4xFzWwTUvIqKemf6g/vjaSWQ/iTb8436RujVInG0ROEkaYMK2EnS3wOWn6CZC/oCPfOer9/eqKfzho8iFjYTThBSkpjTjyXwicKTNP3k59Av0wjwSRhTZp+8nPoF+mEKzLJxbvp81ppIxtERjNNOPcicVyNS1SxIjG0mjGSacOurabZU93B1LM+2MiZTJbHxuWWKInuuALihuAPyjCCNJNxGQY+0r/AATcIjG0mjGSSMbiaMII1korbV5JIxtEbw6azkcrlfuc7loZeu08yeOuOY2NZQymM+0RuvuDYGzZCGkjCiLKqkLjUBrBWUtb+/W34cv0o9Vm/Lqemb6UbUtR9+tvw6f0o9jo8up6ZvpQtz9molB7RaiTeNtNrGymjGwRvFZ5UsolsUw3/dBKf+INv60IWa+b/u7n3/EF/pjHjTKP7oZT/LW39aEK9cI/u0n3/EF/pjGHk3PNaOWH/wBRb/wf5sue0EEEejLo0QQQQIRBBBAhEEEECEB0QQB0QQIRBBBAhEEEZwIWEEZYQgwhAhYwRlhCPvIwIRGEemIYxxf6/wDOBCxjIqa8GatGJjQIWeX2f0hY+4Pv6f531R5wQIXqoVDPU75z/J/5xjiQ8gp+M/yj4r39T0zRjAo2Xpj+8J/nfXBnL/e/mFjzggRZZmWX8up8+MIIIFJZn7wl8r6UYR6n7wn8qMMIRh1Fl9AsehCxiG6MyFjCeIr0IWPUhYxIWPchYWSaIL6RON8hfeX8/wDqxrkTjfTT95fz36owrMmateRE42k04wTLG2mnFciVgYkJpxtETgIWNlMsIIk4YEJoxtJJwJoxtJpwkiThgQmnCkzT95OfQL9MI10ywoM0/eTn0C/TCFZlA4Pp814ppxtJJxiinG4mnFYiTtQhNGH1aKjy1Kf/AAjKfoDDPInD3tCMjn0xy6fJ0rLCc8vOwDxYWLHL1Vq6qL/dw/3fJk0k0Y2ypwnr1BT0sy9dnTJPM+/l836YslYdPLN0KYZILvZD7o8a+PHla3hzT4OMPGuw3XXRkaSci3hdvJVMbxEcMpdcAZ9trN57e3YmfUND1dU/uU7i089e5dMMEsZCYUyGxKcUTjcUB27r4aU7pmZ0xNFJLOkNWdNss5yZhVMGMgHDaQRDcIbhi4pJhFbLZTZ1pE2X+I2/s6cKrINUOZctopjFViVV0UgYQYXftve7dvDt5Jmy1H362/Dl+lGwqjy6npm+lHpLU/frb8OX6QQ7jS9l9jhy91JPWvdOVvnZZczL1U44L9+G/bduvjTVNVqIxze87N6rvoqEp5C/pa/omomjClKZWvNJmyliGWkq9WTQJj5uI5gAt93ReMeKacL9Hp/uukv/ABRp/WkjDFvLX1cJRQkY8nUqU5YCgyetnszqfMVbLlVyWqGEuIhgHnnHd8kIe5bL6FXmbmdPZLrrpwuZwfPUOYuITXjxL8N3nCF/Mj0BSN6NPGPurwqrxDEqqXWSSvy2bNnlZcSoIII7Ne1IggggQiCM4wgQiCCAxoELIu6MY+ZiHl4+GUjGZCyjLEEYZkGLsgzIWeIIBNGGZH0xoMyEQRiVSAqiEGZCyggjHNRjKF6xhAJv9eyPmLsgQvsEYgaDNRjGZCygj5mQZkZQs1e/qemaMYyObllPTNHmJoFFllBGOajH3MQ8vGMykvsZAWPMqiHl49YxmRlXop3lL5X0oxKWMxLyCfyoCljLqYCvuHzR6ELHzD2x7ELCiVwAWSScbBCwELHukWEkSfGCyIWN9IvvL5f6saxCxvpp+8v579UYhmVnVL4mnG0knHmmWNlIsViJWhiWaacbiSceaacbSZYrkSsDEvRNOPZMsBE42iJwgiThiQROFNmn7yc+gX6QRqkThSZp+8nPoJ/TCFXUjg3fT5ryRTjcBPkFHvwSfPP+gvnHqjzKnyCi3kyGVP6Ib4a09nk6qFZtJae11RqnmJIIEQyzcc3OOG2812HeI3dEPoqUaks0hboqpWy9G3R4kkWr6knS6LjIeJs2vFMnkYiqYQ2jeP5PXDAmsymc5eZ4pOFBwFyQ5wgUOnpiaqe0c6gera7U3vbM+BweD29sTpSVgNMU+yz0UU01VCcc/hHL4vZ2RZnxOnpvZw/BUAw2ap3pCVLpHR1TTqWuRZoCKSfHIQScY5sN/E6NoAPT0Ri8kFXLLa6syfqathTxiGHBh7QHZd1x1Ksf0Z7PmWXUE0zHKvKZJCcUuEbwAohtvC7fClVmjjSUzRmKElQbNtd4nM8LZ+QLvyBEAr93MklRRiWR3XO6hNIe0Gi8uWSuoXPJ89B1hURIXDtKGPp7Yl6VV57u/t09miaj9zhzuaXcW4LrgANwbghJrLQqfUxOs5cVFGqmIymXyhfUIbQ/ziMpjTM0s4mmSjmKMFV+IvjMYyRe3zBGZigr/Zl1lGKj6DJrhBvFuNvFWDlqfv1t+HL9KHoJf+TFz/8AE/8A8qeI6scdPbQctGS/bF0yOU58GHFllMFxxvu83qieGFlNTvaRUkr3UmSqk61/jnxcnkCTwL9t47vyx5zpDVwYaQw1BsLiTPa+23O3FdfhVBLWZpIAexC7efK6idJOFyky/unkv/EG39aSHFWdmfuLkraaLTrXVXLoqGAiGWUnEOOK+8b93UEN2QuEWU6lz1bvTd0gqf0QOAj+SJUNdBXsM0JZhvx4fNa3E8KmpwKGQd63DyVmyrR6FUiPk7VpKu9bMmTJ6prKxUsZ8KZdpgDFvEenqjQqS0qdSyZvZWyZMk9WWMhjPiMY9xrsW8AD8sdVJiEEY5sy8fj0RrJZdXky7L7VykgggjuF1iIIIIEIggggQiLa8FxZrK7TNLqVd2pY2mMspiUzGduWrpAiiK3EBqTGQwCA3KOiGDtIEVKjpxwO8nltFUTbPb5U3JSuVNkGYOvCSQaoqu3m/ZzTth9UV6l8sakKmiz5jZlLV9LnSUe0BIXMrpibuZJKWi0obmQS7gy3CfViHJhDNcKHvENhjAHVCJYXZzRWhzYhYWDKyeTVLaVbPUMnl03ezIgayyRekFdcSmEphAjZEpCZZbiia9Qb9t7ut+d0NUuhVSlM2WUy9pCV6QVTyFgyanAAdfbd6R0uqpcc4YlESKGEcQhceHbaIizrThCLHaEbiKbWy6iJ1WSiKfexM7MSXIlMHWTDiDpDZ0CN+rzOppGpywux9LhDazeymgKdBqnZkwdTNl3PSM27pupkrevlCGAipkWqN5gABG8w7zGEa2UjQlHSvg/9IDSIeUlKVZnahOpo6kRhlpBWasHL/UWhES4b071lVxLgu2HLduiXbGq+mlUW6aclptMslJk/kjVlIpKhj+6HLBo+blRTE2wMazYnYIqX9MPClKSk9Ssk7BpErrNMUJW1IUCCifGTc+59kSdOjqBdcBjr4kVOsSh0jEsyFVDhGZTRtgmjvYzoySenpInU/c9vMagmDViiVyqVqiCYmOYAx4VnKip9/wDBxC8Yc3BCVBRlZsKmsYnFiUmmfc7OqV7VMxFJ0YyixkEEGhUFELyFwJqGvzRC8htnGipWn1bB9mjSurioEXubK5I99zso5pilbMr0zGIIbyqLZyoX+V9UW94L8ErH9Ey3fSNWQU1ltrJUcfFzSyxgZchSX7OMq6MS/cIlu6NlgmyxLHvJ72YrWSad2kzMKZXsLpyTUDYW9mSq+q5KidTPVHGry8zhMjcmFEqaDpYUsw4GMJAHEUDAKlbPUllWkNwf1ptrFQ2ZUxJZXJnkya0W8ZoEx4Gzsrdk4TUApcsyq3JiQg4RARLtAwhEccHkUbEtAW2/SByAbTR93RGXrn2A4KyZYGu3fdra65fPf1x90wSmsQ4LeyKyBugDJ7U4Sjui1OGExDGSUmTrdsEQd5YD6QjCGbeyrKpzoLWAyzSO0kqeoCp0VFKcakWnE9TIcyZlWbcocleG0AUVOimIgICBVDCAgIBHVlirYxa3TOkBZZNLGKMltmlluZT7Z01apFxroshWemKQhCg3M3UwYTkNiAQv4ohFU+BgpRkxmdrNs86RFNrJpY0lKL04cXKOZRw6KHogg2EfOEUOf2vWtVdUVRoSSrajahaDOXj59JZZNXBWz1y+OOMh0SGAqonxgmOIBxBcAw+TNIb9ywy6ScE1YfSLOxSZWq11SUqmz6vKhTlMlJMmiTgBaMyHzDpZgDgETa4Jrt4Ng6ghu2NWZUjaZwtNoojTMpUp2h0XjnucDFIWWYm2by8CCldl341jnALucQR3hFv7N6alVmNc2JaMEnFJRKg6Ef1K/EgXDrRNXYJrDds5Yz2ZG7RKN24YgLQVWZUvU+mBpQTlVNWXp1bOMChw5iLJR08X43UJF0NnRgDr2IzltWVT2sKCp/Sf4S6bWZSdm3lMgmVYKShRGXoEQKVhK0RI4FECBhKJ02Soga7ee8b9sdN7O2li9Q2pWk6JklsLo1tQlm0llBJh7wTwrOpgmorlmIJLjciUDCoJhOJ8QiN+6h/A70o9rTSTrG1OcXvFJFIFjKrqc/X3zgtx/OJE3XtisltNvdpFQW92nVPZ9aFUcuaVXU70ySUlmjhuV62BU6TUokSMGZcjgKF4Dv7YaTEb5eTKCu6zs3oyzjgspjNadoyXPaitFmazSn1nrJIz1VOYzTVWuFQwYinFkQhw2hcPVtiZ7Y7GbOUdIHRd0eJBQsh7nyo7yo5ydOXIlMdtKmRSNc7i3qFUWEQEDX3jdff0KVs9Gs5dWmh3oqM0lVGUnm6c+XEm4qdPS4BTzOw5z3bd4gPSIQ4rPlUK74Q+1qs179VstoiT0gic4hk5j1Qz9Y4dpcOAR6Nt/RCczqa5icJfOKfe6XlV09TMllsqldMNWEmRJLmpEEzmBAF1jCQoAGIFV1CX/ECL/cGvYHRVJaNVKzKtKFk81n1ojx7UA902KLhVuwAoJoCQTFHkhIRA91+916g5VukZnpOaS7lGV5mv2nVopknwGUM3K9eiOMweKmQ947gApB3AEdyKXmlPye3Oc0NTzdu1kVjFnEuZpIInwlb90FVD5AkDYAFbyhqIdig7ul8pZYxFYZVB4PasqErTSBtnsfcWGU7MUXFU1BV3uhcponK0bC7SQQYJtxQEClvExwuUALsVxeLEg2O2j2caTWmBOrOJXo80xJqdsXWnh15oRBusWbu80GDcxkgQLllFM7xQCiY9/FHYJQviPgmQRs+sSt20lJ+qKybMuA6xwxfcDNR4vt3iJtZSvD4oQq8FA7ldm+j/AG16UFcrPVURenPMF8GJZVGXtTuljJ3iGM5zOzhvABMABfshLrKiPSu086FqaV2k2F0Xoy0hJrnryQtaqRUQMpq6TvLMuREGpcJlEiGAABXiCpfebDtoYSLE6VtYaFdQy6nkdEyyye06+1pyvPHs5du1DKp4SgkkQqzpYBvMKhjG4ohgLvvGK8ELF+nGwoYV7mLyKfyo+lLGWHkEvlRkQsOdPiBAFjYSLGBSxsJlhRkr4As0yx7pljFIsbKZYQRK3HEs004UUy+8vl/qxqplhQTT95fz/wCqMKzK40SwTLG0mWMUixspliqRK7HAs0yxtJJxgROF99TvcynpDUOu5nd4js+Rgw5WQuKO+8ceK6/cF3bCSTXEYiES957N42d/kzpNTLG0QsYJljaIWKxOrQwL6QsKbNP3k59Av0wjTSLCkxL7yc+gX6YQrMmPTtl9PmtdWRvahQTkssRzHT10mgiQnhqCbZ6uvsi1lm9iNPWbyVsgsg2ezRMnvp7g+E6cF+4PywwdGqn0XtTuahWQ/elqbJ/CKbPaBQ/PibKmfL958pGxil1FOuSri1ta4j7uxRxWaeS9TyYX5fNmS8sTQyczLJz/AI2GEWZUr7oHvLLKeDDrlFn+Qjkd88PBHM1MntMwrcRdXeT3oGoMiSqIfHwc/i4YVk6wRz+WzOT8OGRJE51K8xD4/wAyHS2laL1Hll001fE4sEM5EOUVXlgjzZiSRU9WMnvIILRF9Q0jT9ToOeRTTdKE5+XxT+cIkSd0mjyq+dysM0+SyXgOeQCzKwAx5cqqPOZTVtiFWqPafmb1k/UJ7yO17fBEBvA5b7tggIR0BkL+ZhJZcM6WTVf6qnrRyEwlzsAY7g6AvxRW+3SUsp1TzaaclrTI5jkP+r5omiVVbKxp9lM15o2TSURR4+P4QxAHD5+yOO/EGMq+mp5BG5Xdr229lm+a7LQSMI5pgItlmfjs7b/RYWyLCtTzK8f4aX+qUiJ04ftX1FLKgZN2UsRczLLXx8gQ5fBEN+Hbvhukl+R3+WNm38qdmKb2Xgb2BFfR2PolAMcz2e77H4qzj9Lrq0ihG7Wba1rLGQfvzLv5aj9MIVKsTzq0m2TymY9X4hPTGMpKpJUJoy5BNyrrSfeCHKUhsYca9QREbvRDzxt1POHrKp5sgjqyfvpQpz5BcSvG6RHr6t0bwjzQ7vPw/f4Llyw8RqxIvyvs49reXxv3LmDBBBHsq8vRBBBAhEEEECED0x1QsvkM1sy4IpyxkrLLqS1p6Zi2QU4ouFJpME2Ce0L+czIUwdl0crTb4mpafaZLyQU5TK6tqysmpR00eSJlqL/JlqzULmyqBMNxDJhzRDdFKrdmy3JSFdbbVSyFjpX6Lej+yetm8rphlOJ8Rie7EqZnLjN2BSBfsw3OD7h2JjddcMKMpaTmx62jSR0rLYW4SumG0slTCnFFl0xMpLmTMTr4MIiPLOTlAhR4wnvAAHZHGauqw0llqml1qlo86tFSqKUkTQl1QTPW0XLQpDnOQiS5wASXGUUEAAQ2nN1x7VpbppKaRAN6Sqy0Cs63TbcujKUzqLJ4ifCigkFxzFDwxKIheO0L4qjExb2ZrKV10G4MKsGdMaMludvdde+Qa1CvO5ge+4y6zNoR3xfjCorsDrEAhW0d7V3tknBs1npLTlcg1XU86qCfNnQk2qzt651FJXD03KkKI9OEptobY5pLzjSBs+s4mNnz1auKcoifPc17LF0HDRg9cmKUeOBgApzCDcmzpBLsjaIfSVqazGVWboMrQJjQbc+vyyUIMXakuKY51D5qZALhG8yyhrwv2nEYyQg2/mbKi6i4hY6j2lD9grgdqTpkHGrv7RNSuUJxTH7oOjzES+bVExTEekPPHN2Z2a2jyVkrM51Z9U7JqmTGsu6k7hJMhekwnEoAAdowpVjbRa1aDTEqpCu7RZ7PZFJcs0vl718ZRu1wEyyZZNwYSGEoXbgEQiyWSoy5CUequq1PWJ1NXXBm2RWI2cSVxNm1bvZKrP3CC6SeoS9d+MweuDmOYLwTOXBhLebaAAA3DFfeGStSktQ2tUZZLJXqSoUPKV3D8iCgYUHT0ydyJwDcYqKCJ7h3AsHWMVusJtL01Eqdc2f6PE+tMcyZIxsxlTiDhygyMoN5zFEhTatiEwmESiTaN+8b4jy0uzG2Kz+ZqP7W6FqqSups5UVO9nrFwkZ6sfjHOCyoXKnEREREBEb774rRFEM+rI2vyvt9FL3V0s0MKHqf/wBF7aIhZTK1Z9WFeLTpqRk2XSTVIqsVNhhA5hKBMCJM3aIbxEN4RLC+jxY/JLU9HawCn6NpgJ9QjNKt6mmDKXN0n6yErbA1aqOFUyAdTPfuCKcbYcW6gjtKEcibLtIa26xZk9ZWV2nT6mWsxPmuWrJfkFVMIBjyzAJQUuAAxgF9wAF+wI+SDSGt1pipp1WlPWv1WyqKo8vutMyTVXW3uXzM5URExwKGwAEdgXB0BDSppM2xF13as2f2MVbbnaha/Rlor2op9JmTakZ6zy8LSTFZHXOZBIxki4xMrnGMIHOF924BC+sllFlNrU04Kp7TtmVM91q8tSI7mazbW0W+cnMH1yioqLnIXaxAu828QDbHL6lLe7b6GZzplRdqlTylGonSr2bJsn6ieuLKFuOordzzGA20RhzUdpOaWzNCS0LQtsFoOU2QSl0olErfLmMRNMmBNFFEl4iBSgAAABuCFlA8e86Lrojwd1j1pFhdgukIz9ymXayxerS4kpTfN1lDOUJQm5YpZyShkuMo9NtA2wREB2gIB6zexyyaxezLRcsHqGjKRl1o1V1VT6s6cqMWppiUrdUHr0mslATjicZLUBA9wgpcAiAXDReXp8IRY+8n1rTKV2x066nwa1PpmpLneFxgvuVdlOUQvKBjXHUKGEBEAELxiGpxWFqlqldJVPOqnqOq6ucHKZq6O6Wdv8RDCchUbhExQJxjFKS4C3bAC6FRHHUZijkZ25s90Furus9oipg01Jrb3WiCcqs/oizbuTLpg6XIVEzpZ0Zw7cc69ME0U8BxMABdhiHtG1KubRtFK3+2azli5mNWWz1DU7+mE8aTZUqIlFmyJjVMUgZQkON5hANl20d/NqubRdOO06lwou0Cc2rTqQ3FKdk6YvctxddhzriAK1wlAeUE20L98fKRtB03LP6eZUjRdQWtSGQy1MxW0vl7V8kihjOJzYCAQAC8xzGHtEYixRf+43qyLq0nBt6H9o1n2l1NX1sVJJyZ/ZxT5ZiRr3Rbu8p3MMxBqJhbnOntQI9NcJrwECDduELcEqKx5xYbpK6Sdi9oLir1anl8zdTB8omKSSTtjKctBqjekQRTImKYAbjbTDtHaEcf5XpL6SzidTLuLbPXCs0qtZNN7qT5UzmZKFSBBMDYBxKCBAKQADo3Q8W9BaeFCWSvaRZUha7KaAeorjMJSnLnSTcyaheWFVAAxAQwBxhMABdviVTJHCQtNIzOXC7s3osD/SrdKFVsF4GpNERSZTi0QC/zpZi+v7LxGXp/k6QCH1Slh9rLzgmZLZZZHTJ5zVtdskJkqmi5btL2j19rZzGO4UIS7VMCW+8cWwOrltU1s1qlaUXKbPqttAqKdUxIcjuXKXT4yjRrkpCijlp7gwJGEgXbgEQiUaetr06GVPy5lTFY2xJSZuzRTl5GWu6sVoBABEEcBMODBhuu2XXXQ2QGiG5kzKSiS0azStLI60mNm9o8mCVVHJjpFesgdoucoyqRFicoiY5BvIoQeKYbr7huEBCEAhYeNbyi2GczOYV1aZTFVuH7w+fMJvOWLvEqbCAYlFFAANwFDb0AENUin3lP5kXIZQkHcL0TQFZ4eRT+VGRSx7ZnIJ978L4Mv1Q529nlpyyCS6Nn1VqJKkKchySN1hOUdoGAQJtAQ6QjE08UPXJWohTXSTjdSar+QU/Fxgk4XW+HU/GGjdZovXr1NkyQcuXTk5UkUEEzKKKmHcUhAvERHqCFSGDNd1sowJCTF75FT5kbCTFb/wC85S/pGJAe6NOkFJZN3fmlhdcNmKRM06x5G45IvSY5MOIoAG0RMAXdMR+hFSKrp6nZCTF4Oz/JbGCPP1VuIs/vzb8eX+4Y30mvI/drbn/G8XsCPkhkc6qeZpyWmJLMZrNHPeWUvancrG8yaYCYfUEPafWJWz0ZT6s6qyyWr5NK0z5p3T2TuE0Ui4ecofDcn8q6Ey1kEZasiYS5O+1W2jZt3Mmem3Q/jqfzDfUEbSaLLyyn4j/6o1Uyw4aTo6ra5eKyyjKSnVROk8Jl0ZTLlXZkijuMfLKOAB6zXBCppgiHOb7qvjCwdYlpJJsv95/NL/eMPWoNS+x9QXIOe8zb4Qv8fPf4MJlWWZ2jUBlr1zQFRU6k4PgRWmcuWRRVN4pFDBhE3YA3wpVAX/k+oL8DOP7eeEDPHKOaMmJu7akTwBJLTk353/6Gm+mZl/Evnrm/uujaSWQ/6sbfn/tRppFhZkMlXnS6jJBZNPLauXvHxc1FI6hi7OkQJcEInm1Q5i4LeR0eYsqwI4/3Jt8zF+m+FFo6XyXH3NzC/AE8YOyExIsPyy+zt7aO9mMsZTNsyy0E1TnXTMbi4+gA3j6wiAmTkl1gwUlOU0uxhtd/NT7o0yfJs+czp7/DXS58fxU+IHq2DCRWlrFCSt6ohrus+OcnGKSHBJ2a1I2PMqeQe98O5SOvgw4y557zdNwDEDV2/s4ky/8AzebTVVQiy/EamWMqVMt6hiJlKY4lLxr1RAE/jQypqP8AhEV57T5ZJinzbpO9k+GNsVm71fP91zJsr4h1CxLFGVJJZ1y8snTZylgwcRSKclpSzKs8waTpGZNku5ic2cvW2IqCTdQ4kBVQmAQIGMglvEQ3X7tsOGz2VzqhZ13FZPVPfKGsEPmFMVVMdxgENkc/Ww6veG9+TreU0usLetlVwjuGSC+R5SMXbqWIfdszbNsvx1Cl80RhMps9QotOdZyiesnMkQ/ONiDf9UV4q0taV29UW7puGTVsfAutzi9YFw9I7PZFKn1khZSVuUREVaws2phFdRedVomlrJ+YRfF+SER/KZZNMxanqhTe5fgHw4orVQ9PWFsgURqG0BVSZ48F675JDzbMe4cXTDie+59kum9oWp1E3WAqpOUzM0uLnBfsEvaF8bCWF4+aqgTyKTallq3cV7nZbZVsibHj4xTljTs8qj/kkly+pJqas91Uh0XayZjpgQ9xsZDAHR1XdnTG86qj3T2STZ69Qy38uZKFXOTi47i7DQ07OjZ9jsuX8o9zfaQ8IxJ8tIHDrtxZn581u9HYikrTHb1H4O7drcrJ2i+ks07+9nzL01yvU/8AuxAPneuBKmXq37yrNpt8Rqc2f+JOBT+woh2wjELHuBYoucb8R9Nn7fBdI9FJ1hN/Pb+/xSlJk8ioGSC3JqpvUCnIfnE44bwhRq7/AJ3Tb+Wr/SGPBtUj3k0JplTJJPma1iMoT0FgEFSXdQGu7I2tVks05dlM1GzpT4CYKFwnN2L3AH4wCecYwWUhyj9/f2yR0Uhn10g9ltm1uPq3pbvXMuCCCPZV4UiCCCBCIIIIEKUNF6zn7LekRZ1Z+ugm5azWoGx3qB+adkibPcl/EpqR3mt6twpHR5symtrNdJTJzKpUo3SO2lhE1HSplliJFBMqihCCICfEN5g4pTbx2Dyx4IKzn3T6Rk6tBXYpqNaMp9QyCnSk9dnBJO7qvQB2F/1jFgOGGquaPaKsxsRkCDh1M6wqFR+RsiPGVMgQEEUhC/bjVegIBuvT7AjzzSC2IYvFRv1Rbb83+CuRbseZXro+rqZtToCU1lJLnshqeWJvmxHSF2a3WJeBVEzdg3CUe2KCaANkVMSvTU0haupFnq1O0ZMHdOSlAieFFE7l6c6hEdgbEgaCmABuIoXfeAxd5mjT+j9YMkgsP2ms6pIpTn8dBi02j1iIglf1iIxX7guaUmMt0ZlLRZ+sorOLSajmNRullCYTmDNyA9QigdQPwvVdHKQzPTUVUcZbr2FvW/yb4p2XMQqCeGJrKaTqcWW2FU+OsvpkutOVmRB5RVZQwNGV23ZeIuy7d/qGL7txpjR6sSTB6KidO2b0sUFhR4ymqsWvGwgI8cwlT2AI3iI9sc6Kr/8AWI4XWWyb7sk1BPWxcZOakWVIC4OU/ZrwmTu+OAD0xaPhO7Q/cNoi1IzbvBQd1c6aU+2Eu3EVQ+auHmFuguF/bD66FzChwtnfe2l/c/0ZYF+tIpqsHt1ofSMs5Z2mWf8AdFOVvFlW2TMEARcoLJjcchylMYt4bBvKYwbd8UKtI0OrPrdOEbntKSyWJS6kpTJmFR1mhL+RKq7U3NwwXZR3AGSUMIXCIZpgEDGvi3eghZwtZhom2f069QUTfPZZ3ZeEUJhUKq9OZxhMHQJSKEJcO3i7YYmgtM2Vo1Z6QdvSC6bhWp7QFJEgsQ+Ip2EsbplaiXzpuAEbt+zqCNZT1B4VLWT0hPlFnFvMrN8Gd2UnHWMOZOrSA0mrEtBikqVp57SblJrNRWbyiS040RTKkihhzVRKJiEIUBUIG/EYTdNxhCT7XqRpK1Ox+oqXrOWJuZNOZKuZdN0QuJHkhORUL+YomYAOBg2lMQBDdHO7hJ5ejUGm1ZHILRHraW0KpL5dnvX6mW0I37oKi+MJx2YsshAEL/J7sUWN0sNNCwYNHO0FnZ9bBTk+qGayVeUy9lLJkRRyczq5uJyAA38mVQygiG4CCMJkwaVwoZ6ViKU3uRbXtvbPC3apaxt5iXFFNSPTEEeZN0ZR78F7NdapKMgkU0qidymmKeQFzNJ09RlzJAPhVljlTTJt6zCAR3LsdsRsd0F7DZjPVUU1HcmlJplVNR5BTO5gomTEcpL9pU7+KkiA3BeF95jGMblrwd1HIVnpeWfovkE1GspWdzk+Px2zVRREwdoLZI+oR6I6VcJwpOUtDesAkqHJKOZYSYCUBxEa66kIjs6MwEwHsEY8j0/rZKzFaXAxPKBuzn33K3ws9u9X6QcsZSKSdGXSRpLSks/eWhUXIpzKmkvm60nOjMyJlUMomkkrjLlmMAlEq5A3gN4G2bAEaL1ZUej7oscJfU1d1fmyqUN5F3RatpYxFbV5u9bppqXET5gHSUcKiI9KvaF0y6CduGjbY1ovUfSVTW20ZLp64I4mczbLTRNNRJdwsdQCHKI3gYiQpEG/pIMc2dJyt1rddJ2t6sp8e6QT6oBYSgUD4taQTEjZoJPTImmIeeNTozo+TYvX0zCUdLlIe1rtdm4u23Yz+Tpk0jasS95d4LN7QZDapQsmtApLXO48+R1lkLlAyKhksQlKYSDtADYbw7BCKr6QXCQWDUlILRLPqaqKbKVvKm0zkjMO5amQSZplURKOZuEpVQvxbhANkWQbpyDR/sOSREPtPZ3SoYx28ZuxabR6xEQT84iMcK7A6Se266SFIUzOr5ipVdTouptj+FQzc92YQ7UgWG6Of0N0foMTlq6+dy1MBXHbyu+3Zybb4ptRMcbCI8XXWHQR0TKS0cbK2Vc1NLG/u8n0vK/m8xdEDMlbY5AODJM3wZSFuzRDnnxXiJSkAso6NmkzRmlBTE5q6hZPOWcvk02UlOOZkImZcxUk1AOQCGNcAlUDYNwhCXpvV/8AY30VLSahBZRNy5lBpO1Eh8Kmc9MDUDENsuEucJ7w2hgEYafBu2e/Y/0RqQFZmRs+qc7ionQF24xXPcgbtEWybeNLiBFimGz45Wk7yHIwht2Nsu+zkzWZuSaHs5GjbkqAaflj0mNpxpUNZ+ybs1rQDyo50ESAVNKYvlcg58AXbTmKCo9ZlDD0x1trWraRsNssmNVzRFwlTlFynMFFqQplMhAlxEkwMJSiYbilKAiAXiG0I5y2af8ArAcLJP6nEM2V0W9eL4D8YoJy1EGKJidQC5FNQB7R64n/AIVuvgpPRdNTKNwq1nPWctOS/jZKJhdHHzYkEy/LjqMeGbEqnCsEmK75Bc+e21/RmSYt1jkVlrHbXKTt4s5lNp1Ci+7jToigokeoZaxDJqnSUIoS8QvKchw2CIDdsEQjjDp5yCmaZ0u7RJLRssbS+VpuWSurNSFTRScKsW6q+AA2Beqc5hDZxhNHXzRXs8+xBo5Wf0K9R1NzLZEivMEz/BO173DnF5llFNscN7Xa5WtTtWrC0bMVOlUM9ezFEFOeRuoqIpE+SngL6ov/AIbU7R41WPTE+pG4t5lu/BnTZGzCOZfLN6JXtHtCpOz5ATgrU06aSnGXnEKusRM59w80oiYR6AARjujpHV4hY9o8VxWbNZNkpJafXSlnglI7OTJal/HHTC6OXXBm0D7s9KeTTtZFTVaPlb+dn2cXMEoNkwEevE6xh+D7Bi3fCw177nrA5LQqC6YOqwqBEixPCO0aFFc4h5lga+2Lem0j4tpNRYWz7Bs7+b3f4CsxDlZ1yabFFFH8GSOzWhBot0vo+WYsq5qaWNvd3PpeR/N5g6IXMlbc5MYMkx+DKQt2aIDxzgYRESlIBeVmjzZ/9k62+g7P10E3LWaz1oV6Q/NO0IfMcefkE1NkditNWvPscaL1otQoqnTcvJSaTtTEHCYqz0wNSmL2lzhP2YRGH/iJX1Es1LglMWXWvt8LszeV7+iunu7qU9HHSUozSapic1bQsnnLKXyabnlOOZEImZxckmoCpAIY1wCVQmw1whHOrTIsURmum59jmzhk3buq47nOjokJhRbu3GMq6wgXcW5MV1OkRE49MXa4Ouz8KE0UKUz0CJOqlO4qBzh8LPPcgbtHVk2/sivthr9lbPwoVe1ousodOkGszCX8pxfehUJXeHxRzljh2mvjlMDMcHxTEJqH+VEBM3bd2szX82dSpzKInJWiZSKxLQTsFmNQIypRGVyVBE8xeIoFUmM3dHOVMmMw3YznUOAAURAhAHZhKXY87DLYpBpAWZS606npNMZfL5sdwhqswITMAUVjonvwGMUQESDdt3b7t0V34VJWoA0dZUjLEVNRUqpp3TwBi5IG7gUsfUUVgT2+NgDphyaNlu2jLZLYJRFCPLbaMbOpVJkTP0e6qXEeLcs4D8copGjkw2XEcIHEmYpaiSR9rXezNz81jIRDrO9VET0ZKftH06KrsYpj7W0nKpgpNJgDLCXVWAESUUQRDcS9ZcEShuIBr7hw3Reu1q2GxnQlsykqKVJKNZW4dCylklkSCRTnMBMaipswxQEAC4TqGETCY5b7xMIxBfBtqBaBWttdujwDg5qaelIgRTvjdNRVZycg9lyqBbujKhpcKBLXtQWtWU09OXictpx62cNyTBc+FNuZZ0gR2qYR2ACaWQYRHcEdDWueM45DhFWb6uIWzNfiTBd3737PWyvG5VMowlwZvor25NL2v2cIDOZKDmRVdKElzsn6ZcWQ4SA4EOF4gBwAwbh2GDYOy+ONc3yfcJQ6KK2sJJkmxSLeOXXT3G9e+OmFqelzYNT9klTe4C1mlHk5ZSJyhJmTJ8RVQznJEiBCEAbxuNg3dADHMpy3ybPqHQ8mjMy//wCsY2v4f0NRRx1Dyi4i7tZnu3Pn4srGEwSdIizfn/8AqaRyFiWqEsprpk9crvpYmySUl71qQ6zpLnLNzkJxSCI3XmDoiK8HbFiWtq9PPV1UWS7lzloKL8RAxeKmQTm59224I3GlFXXwRDHRBmve72d7Ns7/AB4r1vA8OpqkyKoPLa1trbVHFW2VzqhZK2mkzmkuV1l0VrktcZsN5DjiERAviXbumEmlnFQd2m0lkvJpTbMSe4OKbLTIKgHAQ2kEggBgENt4XdMOqsa6C0BBlT0rkr3N10qpMeExjGwnJhAAv8e++/ohJRLK6YXUXQe6yqyaqa66IpyBDHVRDAmPSABeAqeFeN2wLzXMGlrujayu3Tv3eS0GlcFJHHJDTvmazfPtVmp9TK3uLkNPTRZRyq2ZJkdH8JVQCBjMN+8RNePriLHFHJUlM3E5s4lj2QziYkMhMJgRczkz9M3OIsRfGUwD5onwHyD1CG9MZHnL8hyfx/qixV1UmZ9WS82oKaPLvKJbM6IRsrp56jT6KklVmOHXV0HyySjgpLxIBxIfYUMZ7ihcAXjshJltIvagqBPuKybMkkzmKQ5MXTv2jtEPriYzUTLF12yE0nSbZJQ5sZ1lMJSXFEfXfuu7YV5CpZ9K/wB5Z0yeq8zkFym/IG4Y18s5O2aRbIIBZ8oom1iORZjkd2nrl1gMqTHhyyGE1/EDo29sQnSVOsmX2lnTLWNWdawQmWRRNVTozk1AEBuu83X0RcR3UjJGSsmUzXbZShMRDkw4tvgniLqqp2zfO7pyyrk9f550cZeVL23dPbEzKPrQv2bVCHWEOWQVANqFCI1nVydXTlB4prOoEmkiZIFby6ZJsrxQzCgI3XYrhwgAXbAALxEW48sTXru0ZxXAsUaUScL6weUyhuKTXM24j4REQAw9OEAvi3Espn4dDLUSUIUxPRGPV+xZMuXXQTiR1k4jvFsUAp4M26O1QyekVpXRc2liKHvpzL1CkJxcRzYBu9Yw21m9I0jJZTZjJXs2mz9kgVeYTDLIVkRYCXYC+EN4Y7jAIhxBv6okGtqgRyXK/J8wxIaU1+4pcvkNk0lJQ0V5BPCUhgMdMhSB0BcdQfUEY12aLKQ5m47VsaBjGpEoydnuzbPHgkYhY9iFj4VOPUCxqCJelNCsyFj1IWMSFj0AsKclPVLnBBBBHuS+YUQQQQIRBBGJzQO9mQuw3A92dBT2j9UNoThkRJ1WdQGIip4SrJkTLTv8y53ez64tDWlJaPK9pEutatA9zA1XSrbU2Uwm01KXuaQDipiIioplJqXnMOZhA+7bcAXeGixQCFj+jVZ9RbxBNkrKqfbLzAnNKk6VJnuh/HKKCI+uOBlsVbmtTtcrC0VUVD+6aePZmiCw8Yqaqxjpk7AKQSFAOgAAI8up6A8exGeQTcW5ty4W9GV0j1YiujfCM6eVn9S2fvdH+wupkqnmFRKJt55NpZeo1RbAIH1VBYvFXOqOAoimJiAUTlvETXFvXZ7IJXYNYLIaemixEmFB0qim+X2c1q1AV1R6NokOYfPHDbQroELS9KizKlBTAyQTxGaOiCTEU6DIouzlHsMVDD8qOu/CM2hfY+0Q68cILgk7n6CVOtujHragJrF/EZ4+qE45hsVJLT4TT9r3fvvs/VZiPNmkdVQ4JORTO0K2C1zSIqFEdec+9Mz4M7h+5M6dYe0uSjt6lO0Yvza5QFhlo4yZlbNLaemqchdd1GLObvQIiRQSiTNOgJwIqF14XKFMXfsiC+Cxs9Gi9EqUThdAU3VZzR7PVAPzsOMG6PqFNsQ4enf0xzX4RSvxtG0vK8WbuBcMJCujTrX71qiQEWJ/2jPH1xXegkx7HZI4ZMjRta7d2y3zWc2riZdEdM3hB7K7K7OZzSdk1dS2pq8mrVRgyGTOiOUZQY5TEM6VWJemB09olSvEwnAt5QLeMV94H23OWyKfVNo/TxwRuM+P3dkWPi5rpNICOkd/GMZEiSgAAbkFRHojnjTtM1BV06bU9SNPzGdTR7iI1l8saHcuXBilE4lImmAmNcUBNsDcAj0Q/Psb6R9h72XWquLMbQKMUpx6g6bTqYU67aotXAHDLvUVTAm01xcJthr7rhvujpi0WoabDpMNE989t3dr3bhs5fuka4ikzLsFwgejAGkpYuqenmmZWVIZs0kWC7E64nLsr/vpSFEu7lE0rxAL44YBH6MLCLV2VuNj9I2ssGgNgqKXpuV25D4ioOS3kXSKPhARYihQHZeAX7I4iac1IyahdLW0yn6fRTTYDNizAiZB4pDOkUnKhQ8UAOucAANgbg3Ro/w9r5Y5JcJqP+O7t3bbO3r9U6rAdkjKCy74yggj1VUVKmi5a+3sFt7oy1J8CmoSqYGSmZCYjG1JcgoLmAA54lSUOcC9JiFjvjUEipS1Ohn1PzPV5tTlVSxRstkqYk3DRdO7EQ4dZT3lMHYIR+fyWaOukHO5YynUksFtFmUvmKBHTV62pd8oi4RUKByKpnKkIHKYogYDAIgICAx0v4KC3WdVpZxPrDatFwo/s+OmaXqL35moLGOGrmv23oqkOUL9xVCFAAAkeP8A4mYYFVCOMURtnisxWfba+x/J/n3LYUZ5fZl2rmrpF2Gz/R2tcn1lk/zVQly2bL3uXgK/YKbUFi9F4l2GALwKchy3jhh66Bdnv2R9K+z+WLIqKNZTMO7zrxSlZEFcmLsFYiJLvjxcPhk6QlZqes3tAAE05oi9eSY+wMSqB0wWJebfcQyZ7vwpuuGjwOVA65XFoNpq6I3SqWNpG2OfmnM4Vzlbu0oN0r+xTtjanpK9RoaeKnsPK4/3Xy39dqXqctRq1anhMLQgoTRLqdoisKTuqnLWn2ohvNmHzFy+tuiuHrikPBI2d+6bSHm1duGYKNaLkSx0VPJPXQggnd50da2/XEj8MlX4Kzizmytu8uBui7qF6j6ZgQbn9WW6D1xKHBD2fhT1hNRWgrs8pzV89Mmkcecq0ZkBMnsWUdBd9ccZRXwLQI5/fnd/i9v+rO6sv7Wp/wDFafC01FM5rSNm1hdPgKk0rio89NAh8IHySlQTIfsMq7IIbN6fZFvagmElsGsNezNkj9q7PqVMZBHrRZNeTIAdoJlKAdsUttJINt3CuUXSd2sSuy2WIvHRecmkskkd4VUA689w0II9ZA8WJY4USvvcZooTeToLKJuqvmbKRo4Odhx6wt8kUm5yD6d3TGhkoXlDCcE/P7Qv7yv8BZNZ+vJ5KEeB5od45b2lWwzQNYcvnTaSIOTjiUMoUouHV5h34hVbD6ou5aXQ9hlZVBIJ9amyp19M6NOq6lJJs+KVNoZXLEygomOCZx5JMQMcpsOHi3XjfGnB12fjZ/olUWVZBNJ3USa1QOsHh60qJ0TD1jq+QHqjlJpl1slaXpU2kVMQcbZKcqStsJhxFFFkUGgGDsNkYw9LrjaRYUel+lFWUMrxDHszN3blm2txa6B9nEIroNpyaetmVOWbz6yyx+tGVR1jUTVSXLPJSvntJU3UvIsqLhMcIr4MZUykMJimEDGuwgBuTzdGMEW8bhE49b0d0dpdGaXUU9yu93d+Lv8AfBk0BIizEunPBDUFqVFV5aauj++00byFri6E2qQqqCHWBjOiAPal2DEScK7XY1DbzIKERXTUa0hIinUDwiO3p8agD1cik1H1xenQVoP7H2ilZ9K1k/fMxl/d1fEnhMJnpzOCgIdZU1CE+THI/STrb7JukRaJXILgqi8qBwk1OHGxNGw6ugPrRRTGPO9HH/1rTCsxB+rHdm/6t8GdWIAzEwqwfBYUCFQaQMxrNdHMbUhIllUz+SdujAgnh86OtBf9cTzwqs/ezSmLN7EpACik0rCodaIQimEpskAQTIe7oMq9IIdqd/RCjwUtCBJLF6irtZDLVque5SJ/KtGhAIT2LKOgu+uG5aEX7M/Ck0pTAALmV2Yy5F06J8Gksikd4CoB157hkQR6yB1RQr6wa3S2eqLqUoO/oP8A+nTT/mK41Qv5NYZYk9fMkQ7l0HTJzNketJk15NMA7QTKUA7Y5D6GFs32GNIKQ1pUrwe5c6FaUzx4t4CDowGFwcwjsAi5EVDDt4pDx0H4SuuApPRemUlBZRNzV0zZSYmWPGywPrC3yRSbnIPp3dMczwsCtyBnnL2J1/q2DEc56WfYcN199+Xdddtvh2glDBUYTUy1j/z3cdr8WZuLebur1BAEgkxrtdatZtILX7OZ/ZxUwDqE+ambnOS4xkFNhk1iX7MaZwIoW/ZeQI4jV/ZrUFmNXT6z+rEcuZyGYaqtg5qpcONNUnThUIJFC37bjBfHTrg6rbpnarYupS9QrqOZzQiycrO5UPiM4ZHJianOPjAUp0um8EQMIiJhiEeE3ooF7U7PprT8scPJxU8vcy47VkiZRZ0ZsqnkgCZQETmHWjl2AIjcAdARQ0MnmwHGJcCqOrtfzZr38HH6JuG+xqtRJ92Tc4M+1plRdps1ssnK+U1rdFNWXnPzSTFsU45XUGYiJ9o9KJChtMEXR0trAktIKyR5TzME06jlKndORLn4pdaIUQFE5uhNUomIN+wBEptuAI5RTOzG2WhUkqzmVndbU6nKl0XRJs5kLtomyWKqTJPnKEApBA+C4RHnXR150a7WT222MUzaK7RBu/fIHQfpl4pAdoHFFYxQ6CGMQTlDoKct+2Iab0z4fXRY/Ql2sz227zNs9Wazp+LQtTzDVQFdvquRdmdkNQ2nVO5piV6tLnTJEy7okwxpmSwHBM5BIBRHMAxwASjduHbsiyLfRJ12npDJZnXSafcUjsh9VY4s3OWFTYJzhddfduG+HZUkhldI6cVoqErBJJGayhGZnTJ4Cy+rHV9ZlSnUHtUiUiOI9Po6np9LHUDwNmf1a643SrSbEqWvjiojyDZibYzvd2s+12fsd1z4qGTo0/U86p5BdRRKUzN2zIc/OOVFU5CmG7ZeIBfsjcplbJeqd898tXKBCETMYx1FEhIQoAG0REwgEbFeF/5Qar/47Mf7UpG+0L7kWWd3ufTFDEh40vbHL33sWUKPF6Spji3mLdmWMZmeMuC90oJpAgikfaZM1vG3b3c0ODIUwgpJWS6ak0ckypo6Jxity9LVMQ9ipw380NgGE24wlMryWzJ7M1Jdqx036y+XiLtuuQOA7BKJd94bBP2QlyRqhna6uh71ZcY5PHN4CXyh/IBh6IS6yePe4rnlk9ae8Y6x1MJSX7cQj677g7IUAlW1DRj1R+/3VfGWhw7CzKfaR7O93++HcyszKZouuyTyXv3STGQ5FMOMol5weqHQSbcgnET2STBB7ZVTC2frvvIqB1yeGZM2WJtvaQYkI62SyzviRpqyIopsorzuky5cy2a2k8rqeS6k9e6slgxHORTDg9fRFZ60qGyWn5yybyuTKvZmywpEmDVAqah7jXBconhx3Ds27YmdZan1sxarp1714xNSIphM4N4uzqglZrOHqyaKFIy3k1ymITVCrcp427f7InADCO8rROZbopuVXM2UzoWWzSoagqeYtXJMrueimdsoTjeGJBA+/ZfsCNqzaw2lKumTZ3SUglUhaI8Vy5IodR4vi23HE5huDp3RKAvLPkGSa60sZJqqEwHJnnUKe7qRxCAD6obhK0sxp6aJvUMuUq4+I6a4ilObaAFOHi3jGBjYN33VkpJFOc3KjT0rTRRX+5iFS9myIiq+tl/gFvDhJd2kTR7K3LJB7rquPBj8cuzCbt2bNnTfCALF697/ABXm9oX9KxDuikbC9rSdNqeXWykpi6Khj5uAvSb2XwsziWryzUqfWy01ZcTKOQi+s5SCeMESnUDYKhsaihwDcAph0RDtuldIWdNGLxmiRw511P3sYLiqphtUKIhtABKAheHXEiUTUErq2TN5yyZKMtYRKqdse7Elft23b/PFmrjKGlGQR3eF1t9HRp6ivyEe8O23P/CVCJx6lRja1cIzBvHPlKvS8q1QTjPB2xtFRjLV4hnWMq5nQQQR70vlhEEEECERIejvZ59lq3WgrOBZC4azqoGSD0n+6AcDufYiRQfVEeRZ7g6q5sesr0jU7RraKubyBhIpK9PLF1kFlMb9bAgBQBIph7yo5G8Qu3dcUsRkIKU3jHbZ7eKlH1l1r02bQwsy0U7SaoSWOg6UkqkrZnJzyOXhgapmL2lMsBuzCI9EfnzIWOlXCZ6Y9j1s1j9O2cWMV+nPxcz0sxm+rN3CRSIIJGBMh81Mt4GUWKYAC/alHNYu+NFonRSUlIRSNYiftTah8xLoLwN9ABObX61tIcIhlUxIk5aj/KHqt4GAesE2qofzkSLwytbvXjGzGx2Te+HMyeuZ2s2IGJQyhCg3a3FDfiFdyAdoQl8GzpHaMej9YXMGNo9qstlNUVFPV37pqdi6Mog2ImmkiQxk0jFHvZ1AuH4WIqtmt/setn4Ryk7RpzWzZOzSk1pYVCcnQXy1UWRBeYRTy8dxnZjpXYdt9+4b40k0FRUY7JWED5AZ7bH22a2zntTcwjFlXVanZdINH+w2XS16tlyezulkyOlutBk05Q4j2gmYwjH5159PJnU87mVTzlfNfTp6u/cqeOsscVDm9ZhGOtGmvp6aPtXaMlZ0bZLaoznVR1EgjK0GqDJ0mbV1ViA5G9RIoXZGYG/eIb90ciC74taFYfLC0tTUC7ET9rW7/m6hUmO6Iq7nBH0IjU2k0+q56jmJUfTzl0gp4jtwJG5Paidzt+uLC8MtXZpZZhQFnCIKE7vzpxNlsB8JTJskSkwH6wEzsprutMB6Aio3B5aUNJaMlrcyeWg6wnS9US4suevUUDLKMliKgdFYxC3mOmHKFMUoCbjgIAOG4epcx0udC2dsmU7nFs9nz0GR9aa6yumou3U8ciZwzCG8wAMaLSN62j0gCt1DyAzNa1+T9u3g73TocpRZbpz6NNBBYxo50HRc5RTlqsip9ueZkU4pW7o5M51iEegFTqbRjjXU1lVvemFaPaBbfZXZ9Oamks2qp8RN4jlFKkXEB0kRA5ijeRudAN266/bFktODhL5BaLSM1sa0fReqSecomazmpHKJ2+tNTl5Ru1ROAKAU4DgOdQCjdjKBbhA8WO4MKr7Lf9muU2fUjVbeY1DJUVJtU5EWqyZWSztdU6ZVFDkBPECRAJsMN+UYdwRQpGxDRmllxqWL2spNsdn2M93d3twu9mWScJiaPsXHuvqAq6zGrXtC2gyVSTT6XZZnTJY5DKJZhAUJfgEQC9M5DXX7hCNSkabe1nV8koxkqBHU9mLaWImHjAVRdUqYDd2CeHjpI2j/AGW7fa8tGRX1lrOZ64MyOTwmRDZbXf8AeE0/8oaNFVQ+oStJDWjJBNV1TkzazZAh+adRBYigFHsESXR6wEk8tC0hN7Qh8r2/VUXy5l+gm1ypELGrAarqSQI5SVH0s6Ul6PNDEg2EECdgXlIF8Uj4HCzt4xpO0C1N8gIJTd20kcvOJBLiK3KdRcwD4QCZdELw6Uzdt1j6H099Ee06mknru0+SyXXEcD6UVH71USMcnHROCoZaobbryCYo9e8IYNtXCTaNVjFJKSex9eW1nPUiZUvlklQMjLGphvEDqrgUCYAG8cCWIwjs4t+IPnikpcX6HU4MFKWsmJrk7OzWZ78rce262xPHmGTNwVaeGEtKbzq1Gi7LGTwFPcrKVpk9ImfikcPDlAhDh4xUm5DbQ2AsF28YtPwXNABReijLJysidN1WE0ezs+YHGywODdH5IkbgcPwl/THHOvq4qa0ir51aBWk0UmE9nzpR48XP4Sg+CAeCUoXFKUNhSgUA2BHZCz3Tb0MLLLK6doaWW0S577lJE2lyJCMXuJwZBECb8i7EcSX39Yx1uluDVdDo5S4JRg5ve5ZWd+G1+HMn2eCTTyiUxSEucXCI2g/ZB0tq3WRe6ywpw6NPtsHgaqQAXJ6nArx100Q6Kb2e6MFmVMER1c6dONXzkg7yuHRdZXv/AJxY+2OBc/nUyq2eTKp5wvmvpy+XfvFB8NZY4nOb1mEY6/aIXCA2F1FY/TlJ2l11L6Qq2nZehKHqU3UyUHpUEipkdIr3AkIKAUBEgiUxTYguEoFMZunuB1gYFS0tHG5BFa7NtfYNme3r6oppR1hESZPBrNnNqVt1uuk+/bLGSnU0UlcpcqeTXcHcKoh1YEyMQu6jBDN4V+pH1oVrdmOjxTC4Kv8ADrB0MzkzPH6xW7Yp7rxASgkcd2wq1/SEWGtO4QXRfsepheWWXTSVVTOeUOzlFPEKmyKoa8RVXcFLkpJ37TCGI+3YUd4c9LCbaKeq7TIlVt9vdXMmLAJmtPZtMlkFTFOsiibVEkyEA5ikIqVACE6CpBeIiARrcFoK6uxOXSCancBiC0Yvx2DZtnhfs4vs7VYyDq8uZdhK2nUlsGsOnU4YognLKDphZRkiXCXitGw5KQdF44CFAO0I/P8AN5iAiLgZW2cqq8ZZZydVZQxh2iYbzAAiI7b7o6YaemmvYXaLo4zaz+yW0JKfTiopgyauEGrdwgdJoRXPUOYyhChhHJImIAIiObuuvjmQ3L2xvfw2waejo56msBxOQuD3Z7N+7unCe/u/JkqJzVHpksuH+YMX8pDAML9FUyytBq6QUIyZOGT+opm0lKJ2ymYQqjhYiYDgNtuDHfzuiGsmWJ00MKis4ovSIpiurVKnbSWQ06R2/wA9dBVQqrnJOmiS5MphAQMpmX3fBx3GJuVPRyzQs7uzO7M19rs2xrdu1bJpJMu9Z/Jv8rsJbVVqFj1g1X1ZLEkm/uZpxyaWE8EFiICRsT1qZZY4HS8ySKKaIrJ8mT9Eds/9v7Q+/wDfZLf/AOue/wCDEEabGmhYVaBYBNaAsytB7tzSonLRmsRkg4TURagqCqh8SpClEByQTEL7xzLusQ8a0Gq8SwaQqeSiN3lJrk7O1m77t2Xd+LJdNfWNZWh0UqNRs90cLOqZBDV1U6fbPXJPFcOS6wv/AEqx4q5wc7dxajbPbZpKPm6p0Z1NFGErcqeTXXFwoiHVgTIxC7quh/aLunDYxNLJqep60auZfTtRU7L28reHmYmRRdZJATI4IqIYAzALeJBEBKbEAAJcJjKFp+nzo1WP0wqyszmUtquccYzKUU+nhaZh7zY1lyFykyX7Rw4jjfsKO0Q0b0uLBPXUQ05PJO9s9nszZnd9vfs7eCyUMoE4EO1Rdp3PkLWtKCxTR5R98tUnyL2co38XLdOEyiU/xit265rupUOuLL6YtZ/Y+0ZbQKgQUUIqpKDSxE5BwmIo9OVqU4D0YRXxX9F0cm6bt0q5HSCl2kRVv21nKc9Tm0wITkyqphcQ6Kd4jgAEOTTvEcIAS++7b1RlOmPomWg0979tUplNs8T98y6ejqyhesiiK4AA3D1YijdeAiFwxtcdwWswhqCMInljia75Wd969y8L9jqzPTywZHy7FFnBcUIrT9iU5rldDLGq50fVj+VaNSAiQ3qW1oPVH2bTBC1vhJ5LJkVs9hZRTKzpQnga6cnH9Ya81v6jI3dAxhbjwidktn1PqUzYMZvU89BEzdqs1amTlUtwgAFMYwgXNuxXlIleUcIgJydNQ9FC3lGxm3RW1S0HXJi1qNB2wnr0nKuCa0smud3h+EEFkSCcA24RMIAIgBRdR4NiWInW41NE4GYk0Yvx2tb5bO+6sRUdRU56jL2Pb78FcnhOKzGn7DJVTKC2WNTz1FJf+TNyHXH+lIh+WJb0PaHcWe6NlD0++QUTfOJf3UdEUJgUIo7OZxgOA7QEoKAS4doYdu2NZzpS6I1Tyts8mlqVEPWqRyuUUZgoTMSOG4wIqlxkMHogMVz0s9PaVzKTTayWxHXVFXuYwm1RnTO31dPmKJNSHADioO0oqiBQKG0mIRAxefpKLEcSoYsFGncMpORk7Ozcu1uxvN+xKhjqKoBoxDtv9Pgo3pWvEbTdLS0muWS6TlhMQcpMl0z4iqtUFW7dA4D1GSRIb1xPaTiKlaLLXUque/8ACDf1yUWoSWj3WhpWhpwhDgLWbwZc7pdh2TE2D8oj8lVCes0GVXVPU80QTUS7uzEkvan5rpyDg95jh0op7BN4w3J9Jrm8RN7Opmouuuo5dPTmVOc6nGOYdomEdwdd+4IX61NNKhruffCatMHKBPBTSRIucA7ADpHrMIjtE21AqCbIyVkogiuplcw5yd8cG8UgdAX/AOuqMUHTJHjEsotxdexPXjg1FFNM2Y3ZrN3M33d+10mVrW0rpjLkqGY9VTxGIRH4VTpVHqDoAOgOoRGIWqurJ1UGZrq6aaXkScb2wp19PNd1ZkhyfOMdAnGwdWM/SMMk26N5C9LQQ6mEfPtfxdee4viVVi02sqC8G7G8FZDRsrr9xalMZ3KyV0oYhD+RU44fnY4n6VVMg9QyO+Rz/puontMTROaMvROTwVS+KP8ArfFpbNa0ldQotvg83Cb40cliVPvaxQo5fdU3SGT0IjUKfu0krJy1c94dLpl97qD4I9Fw9fXEkyywmzJedKTpnSUh1pTjHdaiiZQ1/hCIhtG7piNG0lRnTLluUSU4pyfFjYltGzpBfJldXTpk15mAjri/lARAA88a2KrGPdJbPIW0hUq/YPsq5OdTSn5c2dNj4yaqmVsUhg3GAE7tvbv2xH9WtbKll/cxRdFyl66bd+XOnmJt+sw3jv7I2G1j6D1D7aVDOnuZxznXmKpin+LgAQD8kK7Kk5XTzLIlbJNsl8RPn/GGCord3KIoGLN1iTLfyOV0wg2XRZJ5vNX5vH9m4OyG5NawZMpWquh32Fu0icIMmWRnp8/AdYmHzYYrFajaUykrJTUvfKqfEwfG8YYjS08k5JE84wdVR7arUPuztZk8mvE+rLJZ3aoa4d3YAB7Rix8obr0lT8le/fipLeicv1gEVNsYZL1LaErN3t6iiZFHBz/fDjd+sMXOqOW51MNmSy3fHSPpbDX/AKAjt44Y2j1Eg5httZcb0ySOo6RGWUr3Z08myaKyGf5TjR66r54QZ7PvcjTDap10FFGEt/fAhOcRt5UPRHaPZfDqkkyktQSxOdSV6k9auSYiLE43/kPZHnWOYRJhxayLei58u517To3pTHjEepl3ZOXPvb9Fqg1gM3hX1PtGAzWOb1663MuVEEEEfRa+WUQQQQIRFndD/QOrTS7ktRVBJqyl9MSunXTZim6etDra04UIJzkJhMF2AuWI3780t3TFYBNHc7QcoL7CFhVitmYpJoT2twf1zPUDp5SiqAtwHjkHbiRFzKkhv6SBu2BFWqlyjuqQrmZSGgvU1Z6WtR6KMrrqXazTiCzh7PdROKGFNJI5rkcWLvi5E+dv29kbVDaBtTVcwtznb20aXymT2FzCZy588UlyivdIzErgVxTIUwCTiIEEAG8eVAOjbd7QEk4VBpd6VFuc0TEU2dSO6dl7noOkd+sc5C9oEas/PeEetpdOuKS0P7W5JJHAM6it5tqnkmZCti46r2ojscIFG4RAzRmoYADoNf0jFPpBqVlXKy/gi6/tHszpO0EbYKelXuslDSbtpe5lq5lEirolVIQTAcLxApgvuDripmkHYNWmjXanMbLK6XZOXzNNFwm6l6gmbukFiYiHJiApg6SiBgAQEo7wuEezdpbJCdaamj9ZJJHORLLOqcnVYvWRA+AySy5ibZzcJzKB1Dxgu3XcrOETrwLQNMi0h4g9zGkpmCUiQ+9akgRBYhf58i47ekRhtPKRSbyi7KY7HeCVrm1+yumLTUbYZFKU6nliE2IyWlqqqjdNYuNMDnKcAERKYB3BvhBacGNWcy0jXujzLrVZK5VlNKpVPMZ4EtV1drmOBSTaiTHfmGDlAG8Aw39UTfok32F8FjaxbAdwDd9V4TXue6TLhOUTlJLGvnEHOYYPShwcGJQJbMtF93aYqyS7q2vVewkTPlOMeWJugaqYeo5QNMldm8Ey9WyBSmObapWVMrWtB2q7LNJqi9GVCtZdPZxWibBYkxbMjppsiOXKyRzHIYwiOWRAVRuHaGwNsSJL+C4rma6QU2sFllpspVCnacbT+aT3uapq7dRwqciLQU8eIVDFIZQBvuwgbqC+1rKSBaZwx01fLArlWW0ei4vu5MVFGSZCFEf/AOUMYA33kHqGPTTttQ/2ZLGbQJnLFtWtJ0gJ84bkVJxVWknat02gHKYAAwAVmmlcA8Yiz4whzYhrjdFlV6yXgrZzbBQadpFPW8063kTmYTFlLnS0qVwvUGrtVqV0Uc3YRUUROUB24TF67o9tKmuXuhtZsloVWVoSZt3elCc0qmqpe+Os7mmeZVJRA95C5WMqIXgAmAEjgmHhGG0WlNox251FoM2T6Oli9HjOZhKiSoagIm+aMiYUGRxUxayoS/G6OB7iiI8TbHIKqqUmtCzqa0vUTPVpzIZm7lMwQIoRUqThufLUKByCJTXHKYMRREBu2CMRKmirrdI2sL3t3t227fNF8vBXF0e+C7rO3ux6nLYUbWpPTLapM/Vpe9lqplClI4UQIbEBygOPLxgABuOG+MU+CxtYR0h07BX1oFPJJuaYXqpnPEUFFE1W6LhJudI6AiUxFQOsTpEuEQEBEbwL0Hq3R5rVez7RksTp6WHGQ0HPZHOasmBV0kypJylpjAhyCYDHFdyJQuIBrh4w4QC+HnRs+Cp7erZ7R5A3GdJ0RJpZRDJBspjzX7cjh+9SJtuxiZ60SHcOJG4dwXM6QfYsWXM23XgqLRrHrJp9ayxtTpmp2NOIGevWqLRVupqxDXKGTMImKYxd4lES7ANtvuAfewngorRrVLP5NW9aWnSWgxqpAHUilDliLt64RMQVCGOXNTBMTJhmYCicwEuEwFG8oWff0FUFlmg9Z9oz2jv1G9oVtdYNJXM2ya5VFw16bg6fmHAIhcm04ipy3gBj7+MES7WCaFdcInZtS6DP3jZLZ/NanxpkuRSdTFUrEiQ3bANlExgA9G0NwxDXHxWbLmxZZwbFpto1udo1hb+s5LJX1mxGh3sxFqq4QcA6KCjfLABKIY0ePt2hu7YeNdcFVP6Le0hLPs9U7NX1YVI2pxmg1lapjEMokqsqsblB4qaKCxx3X3AF4CIReaxUKpqZppVW20LT2t1RU9TzOQ04mK6SfdAJKwBiyNmGMBSkM4BYLzCF20YqNweGhzazY/pmy9a2ejU5I+p6k31QMSEmTZ1xljgxIY+rqHAMQLOcIGuvyjCHNieuMt66LJEp3gmqlndotVWdIWwSrMpRrLFV5hqJypqrOyrn1cqd4iBk0k0ziIjtBwW7cMMnSq4PdbRTs9ZWhT+0xlPlHk2Qk7WXs2h0llVlCKKX3jiAAAiJx2ht2B0hFhNFlAbbuFZtatZWZCqxo8kxTautgkKoQqUsb7fjtyLmDsAYpTpa1qtXWkrajaZeFzypncrly3O97tfeyavrSQJd1CI+LEtfI+66lDA0xdtuPF+CkfRZ0Dp1pT0xU07pm0BnTEvp2YJsHSz9oZzrS+VmHIAkMQAKkAk29Inv6AhatL4Mq0CjKuoez6krTadrOo64dO0kWyKB2qTJs2SA67tdTEe5ImNMBuKIiJwAAMIgUbPaNtkFoyHBVz6n7KqS7rVlainMVyMTu0W2ai7cFZGPmLGKQABilmAAiF+wN4wj8GPo5Vfo81/a7VdtFNISCaU5I2DLiPG7rJQWzHa5ROgcxQHAg1MICN9xi9cQY3G6YRu+8PkyhW2fgsazslsln9qclthkVVjSaCjqdSxtLjtjJJJgAr4FM04GMmUcYkMUgiAD03AO/ZLwVdc2nWY0haP9mGQyZOr5Y2mjaXuZUqZQiayWYQt4KgBxy8JtgfoibKfdVDLeDEqep0ZWklWVvlQPV9WUP90O57NQaFMI3Dfe1wnDZuAN0WMtNsYqyobbdHenqbkqiVn1l2uziaPcZCJkWQaEby5EhL7xNiE4iABcBb7+i+DSEsjUSCuQOkRo91Noy2mqWZVnOpdMXWpIzFq9l+LLcNlTHKQ1x7hIbEmcBKN912wRAb4jgG6Hl/6P/OLA6e9fBaxpTVvVckepzGQSg6MhYuWqhVEsLVICKXiAjsFwLgQHYAgICF4bRgJMsOzFl3l0tA2ujEndZlYo5CfLKeF4H+cbDdih5b+j/wA49Cl5BP5UeyRYUbrd09MK9G6OQvnIPVE1fHIn/n+SFJFnJXvfveSvl0UOTP5079nnL82NJEsbaRYqyiJcPVbmniy+HL7+iXZVR+uzRky133q9PgI6QTzE+aI7wHfs5o3D2QjBK2S/wynzP84cNBqLI1OyyFlE8w5inweGXAPFHr9ceCEwZLoe/ZY2U+O15A3sC8n5sa/WyjKQlvbG+b/pzW8Gjp5Yx7OPHy5N9PNaCErZeWU+Z/nCmDNlqXf/AA/J/F88KshkcrqedMpKyWetnT1cqBM4hFE8Q9ZwEo3eYox8QZyVZlnd1FOUOU/3J8X0ox0ofeF/R1aioxzasXbs7W7f8OkYklZeXU/Ef5w865k7JC0Go+X/AOl3Ze9/fz9sSrYdQdFzqmHL2aU+ynSqcwUS1p6oqhgKBExwAiQRKIBeYcQiA7bugIkC0Ki6R9zE6nS8lphs6U5c73uabMIYVQE5xUARUERvHYTCIiN3TCilIv5YO/w+dlzc2M0lJio05bHbd7H2u7cLXf1ZlFuj23QRq6Yr53JJSw2M5yYSk5VPeN/ZuibHdbSVFFP7dS5skpiwLOnZEynwmuHAAiAnuHYN1wdsVmm88133lJUNSlafFwEwpmcfHWwbBEegu0Chs27TCrThH9xdKfgH/wDahhXSpBHLwbu/Xs+9q2Vfo1TV9WFXJfMb2s7NsszvezcX2fssamfIPZ1MUWT3knMwWwZKeEp7ziIq338cRDpHr2XBsiL7S5lqSOuo/Bn1VAn6YdCzjUp1LkfKEX/IQfriO7Uf4F+GUP8Amh/n7YuUhjHAwiuY0iOR6xwIurZm8GZR1q+fGCzXJ+Gjd1rI7yhGyyk663LvYsZhXNmCR05Wusiosj8Hx4kCztwv3LTyFlE9W8MnOJxv0dkeU1RZSynnOT4mD27I0bN5lqT1RHviSkVap/ZqdKHtMqmijNJZamJooyqHlEuKl4pvSHqiRmOkxTE0zNSWy0sBsfNxE4o8cPXhD1xBVYWbyytGSk6kq2rP8HMP3s/WXrAfbEOv6bqeSrKMl2Tlt8fjYfUP90a4KWlqN7tVmaWppN3LmFXplGk8hJctlM1myiSh8oh8fXtA3sMAeqE+rtLmn2ktcAxARWHEABzS5YF59/buuii5/dD5Bzz8PMh6UFZ7VlWzlmsLxRnxymP4RthtlxQ5vXfDTw+nDekLYq4V1RKWrjFSZLaurq07MQQ97JKHMbOWTxZSfjEDr7R2eeI9thZspKkErQzMpLFxz4jZqghzsQ7R8+6LSNqXldn1I5CHKK4OIdbwzdGwNmztipVr8wGZT4koz1FFcecsfzjs2dYiMRopNZNlj6qZWRdHp8xdZPbRVoxYV3tQvAuSUOkQnybx/LeEWXqF0y7py6VrocqnidY/ELzA9t4wyLNab9yVItkF8tNXAXP9LDt/Ls9UZs5wu9XezrviSh9XQP4WFPq+UYY3uZcsQKQVaklbJBRBfLUSU4hyH5pyjsEo9YD1Rp2OUXRdJTR6vSU6UbSaZc+VrqYtXWxc5H4o9Q7usYi6avll8zPXzfiRnR+cvV0lQz8vMmCBPzwhNW4lSyCXB2f5K7hzyQVUckfWu3zVshlrL+OqfiP84+GlrL+OqfiP84WRZx4mYx4g9QLP1W+P6r34TK3W+X6LjnBBBH0yvmhEEEECFJmjTZT9nS3ygrK8jMaz6bpEmHKGIbUE713dxg23g3TWu7btob47kyBGoZ1pjVPO31PzWW0xQdBs5DK3q7JVBk6cv3IO3gtlDFAioETaMiGwCOASCA3CIhHI7g+NIGxfRltTnVptraFROXXcjuXJkJQxScFIZZUBXVPjOTAIFRIQLr7wVP1BFk7LOFpYlpK0kLbH1TTKcTqYPzUeyZSdkVCWsDpDqyKiiZkzHEDHwiY2MbiAN4iIxragSKRMZSTolzdahND2QWgr3spzbZbPLHeBYOMYruoGzdRMNw3C2armD0r9wxMdt8lQqDSU0crGUEEnLCVTedWjTYOlJVmkOqq4fjO3Zxv6BCKG1Vpw2MLUNou2Z0yxqY8nsgqCRz2pl1ZcmmZwtL00wxNyAsbGJzHcmuMJbtnXsk+T8JXo5Dpc1Fb/AD+V1v3LTollSFPpklyRlsIujunZ1E88Ck5TLKAgIiIFHd0o1ZcllWasonbOc6WekjbnOxTGTWfyyV0bL3fk0mrc72YkEejCscg/p3Rw4qafzOrp3NqznI5r+dTFzMXRyeUWOdQ/5wjF/NIDhEbEndjFcWPaL1nFQyVa0h7MX9STackTTzVXvHfKgGcqdRRYt6XGEgELzQuKUIoPSfuc7tSb3Yaz3B7rNe62qhiX1PGGflheF5sGO4Lw23bQixTgQ5iUDddPNMiQzqzLg/rB9GOnWKfujrR5JZctLyXYnDjKz1yk3b3yyG0fG274s39jaaUXaVo1WG0xIJm5o6zaVv5zM5tqCuqGdoS07BoB1wDLBZQzt0qJb79gDdcMUutf4QDR9tW0rbIbUppK6rGhLL2T+YkQPK0jO15ssOFPCnnYSkIKLZXHi3p3XdMPGjuFxp9LSBred1y9qv7FZ2SLelZE2kbIztJwBUs5ddTGCm0SLCBc0wXK7uKF1fIfJCmOxGbM6ZtX0zdKWZ4FWcimZpMkcCYjE7iy8TuSB133oBh6ydsM3T8s2C1u2bRHoWaIa4nOXz8r0ig4s1Ah5Wo6vv38iVYbumIDqPTfsqnWibalZNQ0rqJvW9pFTzycOl3LFIrLLmE3MsOM4KibFqOAnNG5TZtAL4lCrOER0Y6ttushtZGS1x3MsyldREwHlaGcd29RaIJiQgL3CUEk3V4iIXDguAb9kmik5KByD1b8k1eFU0nLWqNt/ltAWV2p1HTLSRU+2VmCMmmizTNduDrHHMyzBiuRI3uv3YzdcVJ0YbOKgth0ibOpbOb5j3aq1tMZos5XzFHSBDg4cnOI3iJjJorCIj0jtixOl1bvoG26UrWlo9G2S1cravPkGxms6mi7pu2IonlIZgpJvDI3kbpiBS5QgIgW/eIxFOhNbnZjYBapKrTrU0Jq4YSWTuisSSxAi62urEIkHEOoQMOSoveN9+0Nm28H0+VwLLxUKzXQPHs6z9vJT3wpmlZbBSGkCFmNllqk+pmVymn2ic0QlD47Yx3q5lFhxnTEDAOQdtdcIDcPbE5aJRXli2g1ZS6EcmoLUbQ5I4XOobEd1r08QxnMI7TGNLm4jePV03Rzf0mq8llulqleWysweJIz6YKO5eRbCVQjQhCIt8wAvuNkpp3lARuG8Lxi0lf6elhr5lo5UjQsmq/3J2QTqXTKcKOpcmVY6bFpkIZRQWNmCIGWERMJbtm++FyBlEVKnmGpzZfdeynWZ0GtWfDEspmusoo2pCiC1Bln4xe8i0Jhv3XKuin2dJYeljVbsm9o2l7pUPls+WUzMBppsB0+9JyCXiZyUnSIHUOBrg3jddviuEu4SWxan9NScWz+56pz0dU1HsqfdHOxSK/ZO0Vswp8sFRAyWE1xgA2LaFwcW4zW0i9OSwV7YzOtHPRekE+lUirCZuJpVVQTBMczKcOAWdZCaigqKnUHiiJxIAELhC/EBiqcCFNHeUqW21vV2jLwXtmTKmamnUlrCt1pc6PMGbo7aYJLvTqzZ0cVAEFAG/kjh1KYR2CMevBwV7WjSwW27SytarKfVS/lbU0uaup0+O7WI1lbRV4KSZ1DCbCZR6PFAbsQbNt8Vp4QvTEs40oG1ndMWPy2fMpHSKL3PRmbVNDGsoVFNEpCkOe/ARMwdHfIWqH0wbLKZ0DSaK9MM6iGuZyqp3SdHZJFY4VphnLgCmaJh96lyr8O0duyGtG+XzWJT1cZFyU1cGcYLLNGW3PSbmeYo6yhEFVrzGW7nS7WLwE3OE6roxRHpMW7ojmqq0nM0k45MteuFBdFwETROoY3Jjxt20REbxHpER64uhV+ldZzTPB/ONGumWk+92M5Uyn7wzVIjTlJhrSxQPmiYwZBMnm7eyImsoqKn6eqakKhqzWO48pmDB/MCNiFUUO3QORQ5CEEQARMBMO0Q3xra6pKlIXEb5nst5o9RviUEj9XKzPz7OCufwgNc1doy2CWEWCWZVzO6YmaaJUl5jJnp2yx28uZJoHKc6YgIgoo5Ke7cIp39ARoUJVdW0bwU9f2tVdOp1PqwtVO8SUdTBc6790Z0qlJkOOccR8LdEhi/FDZ0RXvTCt6pLTBtglNc0YvOmdOUxJUZW1bTBqRNQ7s6qqi57imNcAgdAu/4PcHTOVmmmLosyywihbB7eqYql4+oBeXvZehL2plEJiu1VMZocopqlxDfhxJq3EE3WG0JDVAU70/vff7JMmGzRUQ1RDu34/fmrB2j0MjLKt0R9F5m3UUY06+LUb06d2EicgloFROp0jjcrpdAgJgvGFa2yuFqzsK0q9SfXJUsu8kTVZA4lMXIkbBdQt4bhBdyuX1RWGkNO2nVtKafaSdrNF1PLZCypI1L0xK5emg7UaoGe5yzhzeqQAWOCZB4l4ACmXebABhYVm+mlZulYDbzZpU7GoQqy12oqmnrE6DRIzRHug1TKkRRTNASYRTEBuKNwXXXw6QSyP4KrQj0mRij3trcNvaqUylRdllrs11G6vlCHw8XxdnR2bocBHkse/voyy1f40yTKX56OxMfk4B88IjVON1IsWmPKy7KCmEt7tS37n3qyCa8rWSmKSeI59VxZhON4aY8cPPcIdsaaZYCfwZdHvqeI5Dk5xON0D0Qslny739+mTaY/fz4k3P4wm0flgaFnlJbOnCUe/4P+j/AAXym26K1QSlBdDMSUmDZI5D805RVIAlEOkBDZdGbxPJmj1BDk0k11CE+IUDjCzS0tkr2oZSvK15i2y3rY+Ss0zy7FQHDnJf3kKHbGxNaHqBB65X1JNRJyupgPnkLj4wjhuOJTX+qKxAStw1cI1WSQrbO3Z8/ol2zyz2oJotLqnQ1LUManPXNi2YyDsAB6e2EyqbP51RaLLuouyU13EUmqnObBguvvxlL1xK9mjWZyukmTJdk5TVTOvxMHWqcf74S7XZXM5ohKchBPkzr4zrLpIlJfl+EoYoRw0FfiUuMPAQbl3bg/Br22r0IqaijoBmGRr2Z+Ldtk1LKZLOl60kMzQksxUapvUz60RoqZPYbbxwC7YOzfGgel6gp+Stl6hp+Yy5JQ5UiHetDoFObAPFDGAXjFh7GXi0ls+lMrzmymXrPHQXKontcKDsOF4Ddfds6b41bcqoesqflK7JZNN13Q4h8spjJckfjEvvwG6MQbQARuujrThIRzEvNKXSGqnxh6WOJst8t7vwF3s/DtumTQlYTOzeSqMp0yTbJOFzPCNT4tdVvKQA5PZlJ3Evxn9RTRtWhWoVO9ezqi8mXagm6Ua4yEPmYU1dhr8V1/EC/ZEXgbOXz118xVQ+I5z8YxzeMI9I9sOOpnCEzqebPWS+ak5mCypD+OUTiIG9YRVOoJxygusHBKMK3pc4Nm2u79jOztZJ6KcPCap/uRpT0H/9qGGqcuTCs/efaVksv3psRfAT5Yjs9cEWHmf8zYjFNIoIJA1LZyF/Lg7cfNNyfGR11kuiv9zYiH+WUQCGlX0nWmklTeooZirLlT/g8Nx/PcIAPmhLRni3uhcrzTvT3i/FJdzPZ/fDyljxBbkF8v6Rdv6QHcMOkiGm9mPBcPX1JVsxVBDtJQygbJXz8jMhzs6TezSWKPXr1RL4ngwqTugdSnWcyy9QUPiwH5yXWXtDqEOiFk75l3LUZMnqfMwEiGdasgTNnTfIlacl+FUXKUmD6Uecqp9aVvU++fH/APOPem2f7p00ZpynO58SCqVkhloL96jU1tYQlq1fo6USHWLYpV13z4PwcZ4cpJSyer5L1HvnjkKoX5sJLWm3r1DXWXvZr4n+UPenpCsv8Mnyf3wxTRqDm95bHLmHKSwltn8l/iTL4nvSHhT9OsqeQUXQlaafzU/ZGDOTzTO5Dk0vjr8X8kZ1dOmVPSz+MulCcQiPGNigGWSXd6yWUYQ7yiy2mvUZMy1148b5qmIrJqmfEbFER2OUOvWtZuKlqHvLE5VT4+adfblk8xcInHtKWHUSifdDUCj2oPtjOXJzJMpegpybUu/GopuuDeIh5toxKsnkbKi6eTkrJfWVcZlV1ubjMO83YG4ADqCOpoohph71ymJVevLKPBJ1XT7uYyyWSKnKcggT4w7oyZs0GUrbSxD4MhcfpdJvbfDTcLLTqodd/grI/Ic7jmDwoVZlWEsp5ko9erptkk/DPh/1f2Re4rUpyGl8rZIZz3K8c/8A5BDWo+1ii5XbCyQRkqkxay4ijg+BTCVJYC8U24b8O/D14YhurbUanrPNZUmgqkw5h3pyYcRcXgAP6d/mhzaPVH6lrs6miPKucLdAh+Nxd5z+sYadOE8ZRydUtiyFQUEgyR9YdquvLtIaz5792oTFl6bQxv0Q5pbadZvM1k0WVXMk1VPAWxJ/TAIgYkhRjzNIWXkY5qXQbDpf5ZEPnf5t9V0kGmuIRfzGYvL9Fz9gggj0pcUiCCAemBCsbo+aOlB2r0Gep6imk8QdITJZiYrNdIqeEhEzhsMkYb7lOuDSD0drPbKKDJU8jmtQLv136LEpXi6Jk+ORQ4muKkUdyY9MSRoSqX2XzZDqny5va2b/AFR56ZibyZ0zSNLy29V7Np5hbphvOfLFMPyqgHrikR711502K1raRdE1r6u/Dsta6YFgejDS1pVCBWVXTCcNBeuVCsyMF0ylMinxBOONMw3icFA2DuAOuE7SFsTsqsfptmpJZtUDyezZfC1RcukTJkRJcKipwKiUdl5ShtDaa/bcIRcGmZCyoymZdT6KySbWTMk2uM/FLhTJcJx89wmEe0Y5/W2129tTtBmFSIZncxL3lLM4cvC1JfhNxrueInUEB3CoIdEZEt5OwHEMQxvFJDE31Ave3yb6v4LysNs7C020dnSjhZymwOisvMFm1xVEkSEHaF4CF4mEpdoDzos//sVWUX5PdqrPGu1tt/gQjaFFEhK6enNdPUOVmy5WLU/FNyKO1QQHqMcSh50osU3fZ00esv4kRHH+EPjES+cC5Y/LiRHfqrV6T6RVsOIHDSG4iDMz259vzt5KoFudhNCWQMaemlPP5w4dTGYGa4H66KieWCZhExSlTKN94k23xCszYu31QAhLUcxXJLxdnUIB7REAiwOnTMQ7oUaxztqaT5x88Uih9AYiSwWVrVBbRIpZeCiSj/PWv6U0L1jX9ggnh9cKEPa63usu1wbEpn0e18+8e0rvya/0ZWWk2h3Z5LGSaK87qTWlCFz8t2hhzMO27kd1+68RitlqVnMkpu1ZSzOhXUxcJEcsWRDPlCKGM4XKBvAKULgzChddfeAx0LMby/pHijliZvsm6SpqnXKKiQTJ1Pj4/gyEx5XzTGRAOqGMZLkNHMWq6hqmsqTdxAb27+z5OpzLofWYan3M7v1VlYMN2ttsX9RFdC2UU7MrfE7J6efzFSTJTczRRwooQzjCkiBnG0CgXEApqgA4bg2XgN22+cymSEllj2dPeTaskFHSx/ETIUTj+QIqFodsXlTWm1JXUzDNVbN1DmH/AHh0pfi+amqHrhYiMd8qzg+PYhU0lTWVUjuwDZr834en1UtG0SbMBlvc0Z7UuVgy8etIYsP4iIEsfpyn7R61GhGa0xCQpazmLcTOBoQD5Y4hC4TDyYCOEA2jsDZFt7YKhCk7LamnKKwpqJS9RJscPLLcknd24zkiA9Cen7pjU1Q5PJtEUZeRbx1FDCovd5stIPNd1jEZIxmy5+xTwHHa2kwmsrjPi2Vu534u3ftZOp9ob2Rsmbh89nlW5SSZl1j622xYSlER/g8Vnsws+C0Bc7KVovVXTlZRsigicve7ijeYRC7YA7TDcGyLoaR9RhTNjNTvURDNeoFlyF/384Jn9hBOPqhn6EdCoyyz9xWi6BNbnbxRNscfAbp3EHzXqEPfdvwF6ohMJyNlF7cFc0e0jqKHDJcRrfaFfKLPwvbu8b+Sxs/0IaRlmW9rOfTCaukz5pGrU4IopbbwKJ7sagh4wYAHqiQ0NDKwwQTVZSSaMnJOYuhM1jHJ0blBMX2hHnpHWpzqzGnpUzpl6m2nM5XUwLZZVDJN0QDMOAHAS33nTLtAdgj1Q/NG+oKnrSyqU1DVq2sv3K7kmdllTzUyLHIQwgQADwLrwAL7g88NZ1pircYqIennK7CT2tw59nCypJpRWWPbJJzLqfWXUesJjieS95lgXGUl5DpHC/YcgnJfcFwgYohdeIBJ+ilotSS26zd3VFc1RVbJPusoyYJyx6kkUyKaad4jmJH2YzmLcFwcnuha4SB0zRZWfSz+FZ8zXx+ImBW4D7REPmRaXRYon3F2CUPJVkcCqksTfuSH5xVnRhcHKPaArXeq7ojEjCYjmXYjitTS4QEkRuJm73fnte6j+QcH3ZJJczUqzr3lD4j43bI3/wArGrP+DdpGZvW06p+06o2z9sdM5O6iDdygcpD34ByipCF+0MW26/cO6NPSy0wazsEtUkNGUZJZTNmoyxGYzZq9ROZRXMWOQEUzlMApmwJ333G74Ubh3ReBm1irqY9ZrMu3mmviuMDSBHNM+rLg3Z6Lk/a/R80oRCp6LqBFNOaSlEyS2A+Ip7ygchyDsvKYogYLwAbhC8AHZEHUw3+3Tb+c/qjxa3TomyL22iuGSH8Cl7Jqv+E1RI4+wDgHqiGbI6dkszkqk0eyxNR0m9USIfjcQuUTi7+0fbFfGKwaGkeUh7tneu9/D/DynzRjzv8ABlGaBY20yw57TJTLJLUDZlLGSbZLUk1cBPGxqBi9gF9kNxMsZpqkauEZh4Eu6KnKmkKEuxbQF5FP5UexCx5FLyCfyoUXrHUnuTn5nvVsvj5vfm6a2H1Zl1/Tdfs3RI1bpsubL4/fxU46PL7JpiYof/qhv6lKPfSBea7T8l/4gY39EeI+s3rb3PodxdSUU7ozAvHIoUuDHgJzbui6+PWu66906Kcr7l6tqToxsePFjuvJuuC6IFlyrmocEqH0h6W7bt732cLWW5Q1XIsmTKn9S8NTj5hSl2mE+66E6p6s90+re8tW1bF4eLfd2BduhJpj9+WXp/3DGu2LHPhh1PHWlUC23jfbxe917L/qFRJSDCT7OHBuDWsnRQCi/utkvL97ep/SjQYp+8vll+jHhL3T2WPWz1ktlqtj4iH4psBvXsjJ0pkyvJR8f83DGwtrd1amXJR5qguFm+Dv+qwWm2SumghyivMhfl6a6KGuve++ASGpTqfLa6tDhVcZ8WY8sI7q5SrrJq0t8t3l2LfMtnLZ0fJ88R7mS5H4VQinE+LjjRKpCHUUw+2kpQz/ALmIoQ/rOI7YWc+YVqJQ3m8fo6S6mk/IqL5MIctnT2WZfwqSfgeJ5vqiRztddQyYjudStZk9+9eBCTlzikkKe8nqJlNEeXX/APoN/dGUwpOVzPMWyPlk5M31D6wiPGueitnMu+/T+L2+aHlTdUallvdd1ZVscquBZPEgcwGAQ333bQ3Dsiu6qkvAlN1BJZo2mn3a1TPxyH4psPi9W7tiTpdL6YnT1NHJy1ecTHzcQ+D6omjSHdU/V1lVnVuuS2ZOp8jqD3VU+KqpgEQvuDoEhwv7bor0UyL3lmT1NRXxyeBGuqqXpO8PWVmCq6Nu+6pxkdPoIssnvnEw8yFeSUnqS2eutl+n/nEc0TXkzphdPu1mTFL46nGIXs6/X7YkWsbXqSZUj3ali6b1VQ+roMvCKvhvwnDeAAG0R6g2b40E1FUCWXmtm1ZCQ5knWkWjSWhJXyHKP3JMKCJMOI/xuwodIxWlzMq0qB65may7ly6mJ8JCExFKT4t/QUOkf0xuzGoHs6mik0mnvl05+98UhQ8EvUEaStpkrphHl3uZl8fIR5Q3oj0B6xjpsPohpI97aS5jEK/pBf0qTaKp33IytRddZNy/c4dae+Di8BInUn+UR2whVpVzJkg5QezNsyS+HWOcvE+KXrEeyJ90uqfZWY6K1n0lktPtm1ZVo6aPZg9XULmNSpo55ygcdoAUwkLxbt49cUaldCC8Wb64PdV0P8KdKGMml6BB2n9eyNtEHvEtIb/lW7OrYXrwU5XQslUc5nJIrrEEub8YCbxAOsbgDpj7L7OJm9WTqC0CZ90XPgNR72Tzhu9gRIchpllTyCi66HvpTDjXPzj9Rb+oOoLgjNCn5pV007lyzk0k+/LeCkX/AF0RaEh91Kb+pIEppf3QTTuWyQy2qfGdHJxcBfFDtHdEt07L0GS+QyQ71hIQniR6BJZXTDJKSyxH45z+EqbxhHphcpdrnI5/xzRNIMsyVMPnjXOWFBVOEghs96pDYS3lBc8YIIyAvZ/rFG9SljBBGQl/agQrkaEKn7g5+j5OcFP7UCfsxJdV0sWprYqKeLpAo3pVhMJmcLuLnKGRSSAe3EUxw/BRE2gyuI09VyA/BPGhvnJnD9SLJraky1mdL5bbLQLnLn5pE08Z9vYGM4xSMbkvF8eqCpMbmIOtw/8AkLN8nUI6XNpPuRoQaTli2XNKmxJHwc5JmF2ab5d4J9oCe7dFIEEl3LhJuikodVU+AhCcYxjDsAA6xEdkPS160Ne060CcVUtm6of3vLyH+CakNcmHYI7Tj8YxodOi/QS1WWtStw8QU1WS4pqtjJ5O7K/pDkHtAoxMN0cy9Dwylj0cwjNJ1mZyfx5fRXYs8pBChqGk1JoAmHc5kmksZPwlt6x/lHE5vXCZZRM0alkEwrFEwilUM4fOkDj4SKZ9WQH1pt04LZqnVpKy6oZymqJHOpmatjB4Ky3JlEvoifF6o2rKZOEhs1paTqoZaiEqaisT74ZMDH/OMML7V5RI5HRyVknWkO3zd/i7Kp2mXN1l7XmrNBb7ikzdLB4OIVVT7t244fkhW0KZKMzrifVOuin9qmBW+MhMPKOD7+q/CkcN3TEd6TcxCaW51SsAd7VbtSfFy0CEEPaUYsjoa06ErsqNOVgAFZ7MllyD1ppXJAHziqD64nlbKvRMTqCw/RgA/MIt67X+F1IVtVQ+5myapp0iqJFAl6jZIweCsvcknd2gZQBiCNB6llUXdTVY8ZimKZW8sROffxhFRUvm4qIw5dNiowZWeSimkVhzZzMswxA8JFAl4/nqJD6odWinTYU9YxKVVkRTVnCy0zPf8c+BMfWmmmPriC5mD/YaMGfvSlbyb/D+q3dJqovc9YnUS6BgBWYJpyxMfHzTgU/9FmD6oaehfTwS2zF5UCze5aczJQxT9aKJQTL7D5vtht6b9RpIyumaRAT3rLrTJcCH4xMsATT2dN+Yp1bonayemgoyzOmafBHKVZSxHOJ9+OGYp+ec4wdqVK3QNGgD3pTd/Jv3ZlFWmfVPcWzeXyFBbLVnMzL6WSgXEIh5jmS2+aFzRNp3uBYzLXuUJFZy5cTE9/i35ZfUJEij6+2IV0y5u7nVpcppZmKancqXEvTxlxawue8QuEekoJdEW8pKnkaapmTUykPJypkizH4+WQCYvXdfGb7U3EReh0ep6dutK7l4t9uyrlpy1Dk07TNJo7nrpaYH9FIgJk9oqn+bFkrF6aCmbLaVkwBcDeUtxOBOhQ5AOoPrOcRik+l7ULOc2yvGK6qiiUhZt5fgJ4wlzTjeOwNq2G+4R4vZF2NHOrWVoFj1M1AiN6qTJNg6J4RXKBcs9/nuxeY4QK9iOHyU2A0oNwvd/wC7a3w2Ksena6nbO02lEslTuf3GKZE/jK6yfPIHbcVC/wBXbFwrKHtCUZZzTNJ+7SnM2VSlo2W+2qHGUBIMw3O6TXj64ZOlZYkta1ZiLuQMsyp6ZOaYywhOcuW4M9uXYO05SgYodJ0yB0jHMpNNqrsBIQ7Lw+qIiGZl0OG0QY7h0ULFl1ey1vj99t1azSvfsraNKim7OJJMk3jFLuVIMxkoVRLMdK5ipyHC8BuIsW8Q2Bl7dwx06YMUEMtBFDLSTwlITxChuLHLDg+6JRqfSOlb7KUy6Zl7ybKeKJsAN07/AJbjEHo+eOo9Y1Gzs/oWoq6ed7p2UO5of4+SkdTD5xuuu7Yge7upuKwas4qKP3G+Lrms9T+z3wiKTK5RVh7sE2uDnFO0lReUAOopytFB+UIx1uZt45gcFtRq1T23VPaDNFtZVkMlMQ6h+MbXXy3Pv6xTRc+fFHQDSZrT7GOjvaDWiC+rOm0icoMj+I7c+90POOasTZC3W2ros88dOPuszLj3a1Xy9o9pE/rpGZuVGtRTR+/R45il1c7pXJKJdnNSBMu0NwBDwshU/c+5/lpvoJxEZGuQyl3eu8G+EL5dSJVsr5Gn3P8ALTfCF8RONHpMOagy97L2rQeAQqREeTpJtX/5ztv+Hp/1qsIRGqPueTe/C66olj+KBCCBbt28RhetJRXWqBtkoqKe8ky8TjeGp1RrFp+ofc8mh7n5tm90FD4NRVxYcpPjYbt0QoZBioocxZVua2FyrZcqSh7yn8qFeffvol/w+Xf2BvHhJZDOqgWTZSWVqPXSZDKnITCU2EDAGLaIdIh7YcVW0TV0s+3T2SuWzBNkwSOufBhIYG6CYlG4fKBhjaGtWFVThUjERtms+y7X2u1tiR6f/fqXfy1H6YRm5+7nH4dT6QxrM1l2S6b1DvrY5VSekBrwj2MpnrqLeUPj9sJJb+APaZu5KMkcIMpo2er96TP+qMYoljUIoh5ZONgjhl5ZNT0IquO9m+/vatm1VGI5SJvv/C2k1ozeKe8lISpOohnuUEfgz8T1wquE89kpFwXEY91cxVVElSXtCWozcZHeIUk1obIKLIrxvpLLxRMlVsnGRRCGqsz12Z5/lD443QWXjJFPloSRJBCnMyLGlUcjQeslPK8+NxmaFdEudCnPKqZioWcN1kVsnycbqTzkFM/k1fHImU2P0wHf598Paq6R1336yR5WGQCOpZiD1D9qASzKpKKtHULFlOtAii151yepVOuRA5PAvOuQDebbFbkaLyV8+WVdLviYF8Jv0xaisE5Wy0HKCRQWUTScz0ypMChimxYnA74r0rVFPsuQ12ZKemmQ35whCwJVpWWBJfNEWSi0zqFs2aticfufhUcuDdBbzgODzw0G841LM5BSYuuMZc5/AKXrHqCNqe1A9qBdKWSxd6okpxMHFLj9RAD8sas5l6MrZJ08yWzH7k+N6cngdRPVviyyomkh1UWu/vms9+Ii1UImn6O68fXCzZRTsrru06j6LZUxmd2p00ar41zL8mKoZl4XXc28d3QMK9MWbovfu1DMi2GhRZ3JVre5LqUrbfaVqu9OfB4WDABgHzniedVCBZcJJMF6htopii2XKMKUkReQJzc9ye/EPmTTJs7Yqy5LOpX9xAnyfxP7osVb9Mkatt7rSdLLZiScwUZoH+KgUE/1IYctk7J7NE0cjkseI/oh9cSE0ogypqUhZraRWiKcznU67nMFD4yIE74cv6AAe2JWk9HrSWWaky5NLn/GObxhHpGHGzcIofRJG8uaLMRKrIo8cS9d6tkI995kO+SS1CVo5MCbdBH4GN1JaLKrrB+X3kp6HEhvysuTy68OV0ZHJhpTJ8iyRUyPhMRfQviGbKmCOZc+Slj0J8L6H6wR9IX6Bv74xAvfPQL9II6TMqxLCPcu1fZ0o4PzAjw/7vjRO+jBZYFT2jpTqZopqMKcIm8U8Ip1vgSD6wE/mT7YhKWUVVrKsKGEqibgzO/34vZm8VZqxegmVj9ljZjMstNyCJpnOVvEWEl5y+ZMoAT5Ij0w7a1Tz6LnyPlJQ7L7UDwzLeKnCXSGT0kiv76rKdtJQmS+4+rmWLnm8wlwpj+Fh+VOXOp+bffGTn+qGKmZeIzDLUTR4hNxkN39Hb63byXNyVy9mis4G7MUTRKbHj67+bdu3RbHQxo0JXZ88rN5frVRuTFRP/u6BhIX2qZvsLFUpQRw+nKUlYlFV1MSN2zUnjqHHAQvrMcI6OUtTzKk6ZlVMyz7mlTJNmT4+AoBiHtEdo9owuMyLrd3yXpf4hVYUeHx0cfWkfbzsz9vnayg/SmnXdeZ0pZcyW5WbOiunOA3GKUT5KOzpAROqPnIEWEInkcgj3pPik9GKiITv7I+mBdfjayl+Vsh4pSsyHOYfMKqZzX/ABgi2j153LZOXq/8GQM4P8goj+rDWXn+M05UkVLR9uW7+JfdlzYtLmKE7tDqmZKLKe+Zy+UIfnFw5xru0NlwdMdCrNacCk6Ap6mgLcpLpYimsAdC2ADKD61DHGOe9ldPqVpaZTlPrF1gswmiR3IGHnJgbMVv+QBo6WQwn6q6HTqXUxQUQ+P0b6qlGmNO1ahtZllIsxFRWVMUUSoEDbrTgcd3rKZGLjU9JEqakEqkDQb05WzRZkH4qZAIH6IpXRjlW1TSuF9rCirA88WmAYD8nq7W8yV/RcIJJF7b4vGqsiigoutyaSZMZz+IUNomhbLW6Uf7WmpMNbsG7+L/AL3VNrZU0bTdKeWUllawi1csZWcgc3JDllxHruzFQu7IuXFMdF9utX9v87r96kpe2K8mnG8FZwfAUvzFFPm+aLX2g1F7lKHqGpRMAKy+WOF0RHwlAIOWHrNcEDKOk8Ra+lwuP3BZvN/tlTaR3Ws6W2uAIKtlJ8o64gYi6szvMS/sMREgeuL7Nk0EOXW70lxzn+L0xS/QVpcH9aT+qVwDLlbFNoT8Iue/F5wKkYPlRaO3eofcZYzV9QZokU7mKM0T+FnL3IFMHaAqX+qMurWkkfSsThoI+qDCPm/7WXN6tKjXq+r51VqxVA7sTJw743OKVQ4iAeoBALuyJ60JLbAs/r/3CVC4y5FVSySSZz81rMdhEj9hT97N25YjcBRhs2X6ItqVrdFs61pp9T7WWvjrFQB65VTUPlnFMxripmC7EQQ39EIltOjrXNhCMpPW81kTkZ7nFall7lVQwAjgxiONMgAHKEDf0xNyEhyr0GV6OtAsPzNyt2tb9F1vYtY5sadNjbKzG1pKopKhq8mrMikxRRJzUnpDADogB4oidNT+dENwBF7NFqsZpaZYLSFZzvMUfuWSiDpY/OVUbrKNxVHtOKOIe0RiFuE6SZIWY0Qstl617oFsnxsrVjZnqvy7/VCRLKS57AGkoa/UeLP5LDgtKL/c9XFoK/8ADZg3kiHxchLNU9usJ/MCJi4Qur/cXoxzaWILCm6quYMpIjl+KY4rrB5hSbqFEfj9sOLQaoX3GaMlDorgAOpy1Unq93h62cVU/YiKJfVFa+FfrURndBWboLbWbJ3UD1D8IYEEBHzAi5+fEHLMS3UIdKxTN3/JTTwWlB9xLCptWi6CebVdQODkP/uzUoIEAfMqDkfXBwq9be56xGmKFQXTSdVXUBVVieEdoyIKh7vMso1G/wCuLI6Mdnf2MbA6DotZFNs6l0iba6Qn8bULnOfasooN/THPzhUK290OkDIaEQXTUa0fT6eYn4RHb04rKFH+ZI1H1+aIe8tvQR9Jr8/ff0VO8xHUmSHkyGIf1qnH9AhDwoapkJWh3L1JRTNXMrjx/EDo+RDcboo+QhdkLFl3TT5DxvoDFXEIY6mJxkXqeD1clDOxQ8b/ADfavk2niFQ1AyeoIKJ5eWlgPxtxxH++J/RmUQC2lLLk++cnx+fD4RnU67lpra6nm55icdDwQKA9F3XHN4xhBVDRBDwG7bV12C4xCBSnWXzFZ9jL0sNdLoVapyyn72L/AAn35KJLtZmC32Ppj6bb+0JxHNm8vZSWda69miaaSjVRLjpm5wnTHov6oetel7p0w9ljKZslFVNWMQmPjYcaZ+rxdsdQwiwXXl1fSFLjsc4ju3Hbbk6hNNwv97+YX6ozO8+ByE/xf1QrI0XOvIJ/jCxrObO6nX7wy+YeK2ZehzStlyxptzBmghyyCKeV8rifljwbOshfvH58OBSl6uQQyXslcKfHJCWtTs6Q7/LHP4s0RJ1UyJUkjhFZdytkKcph8Pz9kONLJXQ+E5/6sNOQprI6znoqJ83np4euHKgbkflxDMokCS5i3QQW+E+Z/nA2Kj5f8w0Kj1vnQnN28ViUXFbRk/vyf531R7oo/g/nxriWPZKK5JRinE3T/wBcWFJNFfyCkNdFaNzupkwk1TlEk5kc7yMYOqbks6QU11knm+P4UN8KsRR+HjNtWnIuc5ZTmeHCR3VUMSU+WxUy9/2VrKKekq2X76UefJwKfthFanErq1DkHtPsnvxzp8+LVWyzbuLYvZAgsv8A9C5v9El9cQ+jWDLvPJ/m/VGQJIlBRgRjVy/vKS082l3jnImXF7eiHRSVlvcvMezpbMdKfmw+0p5LPLpxtFdIRLWqmcSbTGXrMkFMjx4tVoRIoU9LLQbTnqHJSlkVIh/C4hDrHL6wwRXhMqK+XFjHDf7GOhTNu5f76Vw6ykfj55wT/qUxGJRlnJV5R3VVMk4WnS72dL99eulFz+kcwnH8owpyZTIzF4KYs5nXJ901k2SXic4x/Zuh0PpCgy5BDvSZIssqpEtNo6z4WWqy68NczfI7xCzLny2TDRJVyFKSxVvLwkEni6C2SvyvpxtLzhFfvMN9ZmvnxYEkrIll3NEF0M9db5ENJZxnPfKQouZfkI9/TTjQbLSzy8YzKOVUlbNVl8zJ+DRMb5OIYUDSlBJJ4A8plsyqk8HAbb7eYEbSCKCKCeSgnykvMU5yeGbZ7Y1mii6yD3O77qpUuPxfBH646IDkKTuVapERg2Pt2cPFkktkc7MD4ICcfB6QflHcEdFbEqB+x9Z8ylb1HLmj335MPwxyhxPkFuJ5wEemKw6MFm3unr8Hz1EFJNISIv1j4OKq5vHJJ84mO7qT286LgVrVDKh6TnNVvRAEpW2Uc4BHvpgDiE85jXF84xgiIideZ6b171BxYZTvd+L25vsFvr6KudcVGjXWlvStPFWBRjTDxNNIt/F1hMBXWN6hKUnnS88WYnZftLMf5EsT8wYpBorpvKjt7ZzyYrKuHKSL+YLHv55zpHIIj5xVvi80xL9q3P4FT6IxFaTSeFqKopaUfcFvW739eKo7oiUZ7pbVCVAsgKjSmG5nh/FzjcREv5xzh+Di9MQhoi0QNLWXEnzhHLd1Kud4Pj6uTiJF81wHOH4SPPSntbqCzeVU80pOb9z5nNXqih1yIEUuapkuOFyhTBtMoXbdfxB7YxmsKnjbS6RY81JAVsu61+Gy7u/rdPKi7CLOaAqD3TUzK3iU0wKJZyzxRbn881xhHaPX2jCla/Mgllk9XPElsCicmeEKfxTHSEgflEIj3RbriurQZVUM5q2fqTVs2dIs2QnQSTyzAQTrd7KW+/Gnv3XdsK2lVMNSsMnw52Wq8M1be1wmYQ9ZSjGBLMKoy0lUGOx0tUesMSFne7u3Fufiq+aF9PBNLUnU7XRHLk0sWVIfxVlBBIPzDKRbq0qogpOgKhqVIblJfLHCiI/fsAlT/OMEVO0LKlZSa0SZU+8VTTVnjDC2x+GskfFgDtEonEPRi4dSU5JqskDymZ+z1hjMCZayOMxcRcWLeAgICAlAbw6oYfWWw0tk1eNgdSPs2YfTt+qqfoPU4DipKjq5ZFTLYMSMkj9GJY+Mbu0ASD53bE/6QFUe5GyGpprmARVdkaXogTimFRxyWztADmN8gYcVE0HSdnUm7jUnLEpcwxmXWxnExjGEoYjnOYREdgAG0bgAIqHpWW0y20GdtqQpR5rEjkyxlVHJO9vHV115R6SEARKBg2GExxC8MIjHrJlOxaUY41TGL6obPt5N2eb/AD7lJWg7IUUKJqGpr+VmUzTafzaCYH2etcfZ2Q4tMaoBk1jppaHfZ5Mm7MfwRL1hN7UyB64R9CepGD6hJpSZV09fl0yM6FDwjN1SEuP23GIYBu3cXrCJzrWyqjbUpa2ltZSxR61ZLZ6OBY6JiGw3G2lEBuEOiMvwSMQmGl0keoqxfKJM/o2z6KNtCGk+5djx5ysW5WezJZ0TtRTuRIHbxk1Bv7YTNPiqwlVn8ioxFYU1p1MDO1SeM3bk3G7BOomIegPUMWFIajbM6MznqzORU7ImxUsZz4U0EyBcBdu0RHcAbTGEekRjmzpB2uq2zWkO6mKio3lbUoMZU2U5xGpBG4R6jHETHEOgT3XjdfEes1lucEp5cWxUsSIdy7v+jeS6cWIUgFGWWUhTIN7lJdKW5VgT6FjEA6w+s5zjFIuEMq7upbYxpdBccumZMikon4rlcRXN7UjIeyOhNn87llZ0lJatp9ZNywmrJF0icniiQOL2CA3lEB2gICA7oRJ5ot2M1naOnapU1Ja7UaZ265zndLFRVUQKQqInRA2E2ECEC4QuHCF4Dtvgz5UzCqgaOuOaoHe2+r/bpxWB0H9j6x6i6LXQynUukrYron+8iTGv/SnPFMeEYmi1oNvVBWLyVZJV0ybJIeg9mbgpAKYOxNNA3mUCLtWyW00LYJRbmtK6maeblmLL5eQ5dZmS3QkmG/fdiPuKG0ei/npohDUGkTpuy60GrMty5SdO6qmGEOTSyUrmxCAN/FTVO1IW/cBQ6Yw35lvMIpyzyVkne/m660U9IWUllbKSyxHKay5qmzRJ4iaZQIQvqAAjl5bNKXuk3wjB7P2KJJjLG09ZU+uTnFRYMQKL+/zGK79YgHTHWJk3hIs9sOsrs4nU2qei6FlMpnM+WUVmkwIgYzt0ZQ+YfGscRUuMfjCUBuvuG7ZCsyuYcepIi96yfzNvHBXSGtGRtb0grQbQWS6ajCaz1bueuTjFVZI3INj39qKKY+uOnen/AKXVPWIWZTazGkp02c2i1O1MwRatVMSkoaLFuUdrXd6PgEQSKNxhMYDXCUgxx5YJ5ESAV1eB0uUtYSX2xocFPm+2iXyvoDDZbm7IX6fN79T+V9AYVP1H8HXaUn81vFluNjQ4G6n2sT/lRvoEhsNFIVmxoRIOZlehLKnAibkE/lQvP1Pfqf8AJWn9nThroqcgn8qF56p79T/krT+zpxF0D/Mbz+bJSbLQrNXEN1spCs2UhJK+KcbV5Co3WQ+GQT/Fw2m6kKbRaFESaKcKMtli/fpY2U+QWN0tH0i9Q5aSt+fCa0WhcaOOQ+XC8xIJa5rK6Ee/wJRP0FI8DWB0Wv3hdyl8v/OHK0dQqNnUKIiWCUfLaMMlW+4qhcp+nGupopzP+BVCmp6acTKzdQttnkQIkohVcz6LNdId4XZKfzmGEd5o12kfDSXM/Axbtq8hZauoURJBCqQPNGOtEKfUnSC3vpM5vtedA2I6ZfCA4XgI9N1wQzT2Q1ovlMu5irbWTpoY1iGwkMcwBiHZuC++Ok7Z1Ck3TZLIqZzJsp6aZYVmVIxFVB0tJS9RllltMI8orLpFlHOTm4sKRPYOAYYa2ijb2gy7po0im5SwZuBCZN8zDhv3YvyReCvLLaYtBlaiD1kmm/TRwNV/JdRfNfEPaRVXVdTDKmO4s6mLJLIUSdZBzFKZQhEA23dIceIKsYZlWaX2S2q/Y+e2nMmTJzJmR1CuuXNrKWWYAPyd24L79+4BHoh3UFZbapU9JMquRQlKkreuiskTnfFTUzxVBECiQQALhUOAc76osTouOEagskn0snXv1J7NHetY+Nm5iRBUKPpAc4euEamGK1C2I+5hb/2crcrLxcZSTVqJD/KKIGDsEIFWIE2XOjDbDK2Sj1dlIU8tEx/314xLv5sQv9cS7pLU3NJLZXQ0rZI5krpQiDiYHzylMQwkIgmbB4d5jn3boalrjOrqt0nKPlbKZzFOjUyIHmhyLmKyIZNdU5yH23XmACB6wiS9JyZe6Cyqp0ZL9sXShGhEUWvKKHwOkxHCAbRAAC/Z0RMMoqmcZKD6ds7tOq2nlKup6kcyVpkUMQ53SSaipSX4zEII3jdgENt147oTaWp2oa71n3PU+9mKqaGaciCeLAXdi9t0WqsLWlclskpiWTR6m2VVl6ecRY5SmIY94nKIDtAQzB2D1RGmhlL5pLKtrSVzpk5bdzsLdE6yZi5qYuBADkv3gIEDaEOEs2VUzj6yixWwO2Jfl0LMZ18whTewTX/khjMZLUHdRSnmUlcqTRRfVSMsGFQ6+K7BtuABv2bRAIm6faXVdIzqbMkJ0m21KYOW6OBAneyKiAdHUG+NvRsMtXVrcyrSae+VW2J1j+/rGEMQ/JzBD0IfuquQqtM1cVDTE6cyWraYeyl+2w56KxOMS8t4btggICG0BuG/fGAVNLF0PhIlPTSddzLW1chH7tlDJ0f5mD9T9EVpezrkFEe95nMiwKU5J0TCpGX3z0IS5Y6QXe8ih43PhnpOuWSz18yF6WvkUF+/wyyWKrIZwtkN8lbLS1YyRznJ+jr3dEeLeYZKLlHOU5nEOfnGNu9XRsjTFRdbv3KcQ398eQb1Pwf6wR00QZVSqD1wp10naxaNRbJxK6TqxxL2rg+echCENjUuKTEImKI7gAI9qntktNq6WK0/U1ZPH7BzlnOiYhClOYLhC/CUB2DcPqhmQD0xnVjmVF6Om1msyNm52a/qlikq0qeg5mpOaTnKkvfKomQFZG4xssTAIl4wCG0Sh7Idh9Iy20f/AMQn/wAxL9iI7wdkfMPbGSjElmWjppizSAxP3szp/wAvt/thk0tby2W1w8QbM0U0EUSIo4UkyFACAHE3AAAEN+rq5qyvXreZ1dUC8zct0cgh1ruInffhKBQAN5jDfd+iEDD2x9wdkY1IrAUkEZa0AZi5szXTvpS1u0GhWTiV0lVbyVsHCxnR0USJ8ZQQAMW0ojuIQPVGNU2vWm1rLO4tWVW8mDDOKvkmIQpcwL7jcUoDsvNDSwdkfMPbBqRR0SDWa7I2bnZr+qyQWXbLpuEF1UlkzlMQ5OKYpg2gICG4QHbfEpSfSjtzkyCbJGs9cTTJgT1xqisps++CXEce0wjEWR8w9sSeMSWaikp6sctQDF4sz/NPer7b7Va6ZnZVHWLxdipz2yBCN0T9hyJAUDB2GvhjgWPuHtj7AMYgpQ08NOOrhFhbkzWW9IahndLzNOcU/NHEufN+Y5bHFMxezZvAekB2D0xKjfTB0gWTPUwrJsp4ix5W1MoX8y4fWAxDsfMPbA8YkoTUdNUlmmBi8WZ0563tStDtGWTVrirZhNAT4ySKp8KKRusiRQAhR27wLfDX88ZYOyCAYxBOABjHLGOUe5P2zm3y2GyRFRnZzXMwlbVU+I7UU0nLbF4wIrFOQDD0iAAI7L90SK909tKl6jqSNoLZl452snZFUP6xSG75N0V9wdkZELEHiFQ6NBKWYwbN4Mlip6rqiu50pUFaVDMZ1NFAwHdTB0dZTDeIgUBOI3FC8bihcAdABC5ZraraDZJO3NQ2Y1M4kM0etTMlnLZNIyh0ROQ4k5QprgExCDs8QOqGiUsepIjqxy5VsRjHLly7FOhNOPS8/wDfpPvxDb/BjRn2mBpU1Oy1KdW91hqqnPIyfalj+KItwIIh2CN0RABY9yQl4hVmKlh/Ky9TFz11F1l1FFVDmVOc/GMcwm2mER2iIjtERjbR3R5m7+p6ceqURIVt6bcSg2NCvLXWpL56PxvyluhDbmhSQPCTHMOVbiB8u8llsaFNuaEVuaFFupCCVsEvJm5FOFFFb9j5IbA9gbISE1OQT+VG+2UhDqzGlpBSFRstCC2UhUbqQp1aZLqC0KjdSG+gpCo2UhJJoknG2WhXauOQ+X+rDcbqQqN1uQ+XC3FZJONutCszWhstFoVWziFEpOnazcQrN3ENVm4hZarRAkp06GjiFlo6hqILQqNHUJIUgk72riFlm65FT/XhQ0GjiFtm45BT5P0ojlVUxTrauohG361b7G6Kkr7itpilOjvUj41DcTiJh0dh74lhi4iDNIey2obVF00KeesmyrJ0oc+tY8JynInuEhTbeJuHriOVVsqStFuonslskqeaIoKOVZdN9YyCcYxy5SQiW7rEAELokGd1VK5nOnLJll9y1Fs3j8XWFAKQmaIeZMl3mviKrH6dmln1MTGSzSdNlMx6Zd1quLLxELgC4RABELtu0A3wpSt4s9qfXfguZGpq6r3Y1cgo/eJSwxmDL4BD+jhTTmiHkVFP5uG0SeSxDLQz+V52Dwo3Aqhl98/FmijrmH3kHA35UvEfch3lRP04VJJPFpYtrrJfLdJ8cnx/ij1h2Q12lQILfAqfLJG6ZxnIfQPF2CUusKoTQe6qa2oyd7RdXPe7XenLpRVFb4NXGYT7O3fs37It3oqMUKLskUq5fvs6ep4MfF4p1SIJl9ucPrjSnZtdp6fStdkk5Sm0vXarInTL3wxBy1Qv3GKa4QHfviQvdpRdkln1F09U8s7opPSJlQIRBJQpFECJ8qOPZsUETYg6RvjdUs2uHMS0VXTaklDWmFJ0PskS56t/CZE2weKfAZQP9XdcVEqmW5C6nI5fh/nRdDTgUQlj2lKgW/iTtA5/QVAQu+f+iKLVTWyGepkRsh6y1xDl3loEZrwsspevkd5U+ZDLbV5y+Sv4/Ph+UvVTKZ+8kOU+P/5w8syU6qeJoC/Cf68IIxgDojqVq0QQQQIRBBBAhEEEECEQRkQ3630YxgQiCCCBCIIIIEIggggQiCCCBCIzJBASMOpCvcu6PVI0eIb49CQtWxW0UyHkPz49SZH3z/XsjXLHqQ0LdXIlv4eXU5b6Ue6Sf4P8YWNM3fvlx7pRAlsYVtkRX8gpG43UhOIaNxFwv5dSEEtlE5JWbqQpNlISW7r8H+LLCi3WR8gn+d9cIIVdAkuIqcin8qN5spCWishkJ98+lG+3Mj5b56f1CMKMVZjNK6BoUkFIRm34ZP6P6boU26a//wBnG/RCSFWRMUst1IUmykIiJloUUFIUQpokl5spCsgpyHy/1YbrZaFZBbkPl/qwrKmOSW2y0KiB4bqCkKjZaFEKnmTlZrQstloa7VxCu2cQshUHTobOIU2y0Npu4hUbOIhlSCTmaLQusVuRU+T9KGgi4hcZLcip8n6UQyJJp1MnEVit6azqdWw9y5K9cp+9SuD4FDFLhIURG+4em4A9YRYto4itNuFoy9n1tGf3L11KYy9NusT4TnDdgHr7OnZC5B3VGIfaJSbuuXbSv4hVT+kMOZy4RZZaKH3U57yT9bzBDckknerTp7NJnyWZlq+gUSE4vq3RlL5e9Wqd6uvyfHKQmPyeEBD645WSIrreuKcdIN1mU0UXXXUcqueOdc/OOb/XREhpuOXhlkdMkUclHlFebj+qPKSTqda65WXWzGDY5SkwJ4TH4t5rx6YwM7x7qqS02beUjZaC8ZqqIII8ivBJZpJZojn66n88pTE9UfJ9L8jvHKRa1pCOYVrCibNlJapFM7l/hYjC3JvUE6ZU5qU0TTay5ZdBqQ6fejKcphEeq9O4POAQ/kTLsobNqxf3Ja75OYMv7QQP0CMWqCctYKo1sHsyUBaSGlU9tUp6XUlOqebS5/IFjcsRQ2LCYlxyiB7wuEQA3qiP6Dsvkr2VtqutOmjltK1MKqMvanwruEfHUP8ABl7N/mh0GoGkrSF3K9QsvfSa5sl0gcyamHFzREN4dgw0rSLPauoSSue5lQqPZM9QMkch08KyV+/AoGz1CAdO2OuBlykinCe6NdiE6kqc0piSqNklCY89k+VMY5cPO44mAfWER280eXtMMlJnZ9UPujasj5rpkfivW5em8A2KfJAB7I8NDC1hbUntnFQLfcX3KQ/Oyx8Db1Ds9kSHaoznVm9aSm06n3uW1xlbzAnGwnQE2w+HrKP5BGJ5vdVQhXPSCNPXVeonsg11XqJ7I3/TI1RyrcgjT11XqJ7INdV6ieyDpkaMq3II09dV6ieyDXVeonsg6ZGjKtyCNPXVeonsg11XqJ7IOmRoyrcDogjT11XqJ7INdV6ieyDpkaMq3II09dV6ieyDXVeonsg6ZGjKtyCNPXVeonsg11XqJ7IOmRoyrcgjT11XqJ7INdV6ieyDpkaMq3II09dV6ieyDXVeonsg6ZGjKt+AkaOuq9RPZHwHqvxPZB0qNAjZKhI9C74SgmK3xPZH3uit1E/164h0iNWBJLRDR6kNCGE3W8Un531xl3Zc+ST/ADvriJVEasRziKcRu/K/hI9ybobIz910pJ/nfXGYVE78gh7DfXCynFWo62MU6iR7pGhoBU7vyDf5g/XGYVY/6EEPmD9cQKQVcDFIgT5bqQpN1IjcKxmPkG/zR+uPcteTUNzZp80f2ogRCrQ4zTN/hSqkpyKfyo3m6kRH9kme/wAXZ/NP+1HsnalPkuaxYfMP+1Ci3kwMbpR5+imZBSFRA8QYW12ow3M5d8w/7cexbZ6lD+ASz1kV/bhbgnjpBSd/orANHS3llIVGz5b/AO9Mpv0xXAtuNVB/AJX+KU/bj3Jb7V6O6WSf1oKftxBwJ1L+IKLv9FZhF194T/OL+gYVm7hDI7x4fgH+sIqwXSJrEP8AouTfiVf8SNgukrW4bpVI9+LvK3+LENUSl/EFF3q1zdRDy6n4v/OFJA339P8AO+qKiF0oK8D/AKLkf4lb/Ej3LpU16H/QtPfiVv8AFiOoJZ/iKk5v6K47dP8AB/PLCo2zkPgVPmRSsNLW0QN0mp78Qv8A4sbCWmFaSh3qSU2H8w4/xoh0YkfxFSc39Fd5FxCszcRRYmmrauXfKqbH00XA/wDfR7o6cNqaO6nKRH/9k4D9C4RHopJf8Q0ner7N3ULTJxyKnyfpRz2DTrtX/wDyxSP/AGV3/wCIj3T0+LYUubTtI/8AZXX/AIiMdFkUCx6kLn6LowzdRU3SlWWRtblr1HvqaCKpMfNxENeHqiIU+EFtlS5tMUZ62Tn/AMRDHrnSkr20GeEqCcySnkXKaZUgBsgsUuEN3OVMP5YOiyLH+vU3f6K5FnteTS0Gp2VMIStskq5OVV6fMxFImQvHNdv2hs37xCPtutpCFFzqY09Tz1PNbIe+nR8OJJTDzQ8wXRUCzrSzr+zKaOZ1I6eply7co5GN62XPgJivHBgWLdfs337oa05twqmoHz2YzmWSpytMFzrrici1wmON47lN0V/9KH3mUj0kjfqk/opUoa1ytGU0UWWqB65zPAXPmb/i/VFt7Hq+ZVPK9SmeWm6TPy5PPuN5ro56S62+fSsuVLacp5t6DZT9OZG+y0kLRZZMm80lirBss2HZloDhMHUa8w3hC6nBhk3oxa6jBpDEO7I72XT9u1ZSWaJvUUUspTin9e40PcrjORjmMOnla8ZHIVp+lTh8Zq5xf18KbThEra2aWQSm6NOHWozdib+0RQDBagbjZreKnJj1Ifa/ouiLxnEcWyPNSphNH+MzBApP5u9b/u4pubhF7ax/9lqJ/wCxO/8AxMNqr9NS1OtkUkZpJqZRBuc509WauA4xi4MXGXHaACN3nGJU+CzwzMXZ4qvLjdMceXb6KerMk86V678c3zcQw93OpPWSsrmiKblqoTAeKWSLSfr+nmabFlK5EoknuzEFh/QqEKH+13aN/wBSUx/2Vx/jR0OqJaEqmNLFbUPOrPqn7tUwvqzpM5jtVudmp+IPaETJZBaVVttFF1FTFWyVuq1ZNcbaYIr4s03SQSbw2bb4rNP9IisqgD39J5CA+MRur/eqMe1mWklWllbJ8yp+SyFylMTmMtrqCxzcbfdgVLDcm6q7yiokggghqqoggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBC//9k=)
The interplay between gold prices and interest rates is a fundamental aspect that every investor must comprehend. In this section, we delve into how these economic levers shape the landscape of XAUUSD values. Gold most profitable investment has perennially been the standard of wealth, serving as the base of the bygone gold standard monetary system.
Technical analysis is another important tool used by forex traders to analyze the price movements of XAU/USD. Technical indicators such as moving averages, support and resistance levels, and Fibonacci retracements can help traders identify potential entry and exit points for their trades. A weaker dollar can lead to higher gold prices as gold becomes less expensive for 3 shareholder benefits to ibm’s spinoff holders of other currencies. It’s a popular trading pair due to gold’s historical role as a reliable, long-term store of value and the U.S. dollar’s status as the world’s primary reserve currency. Getting to grips with XAUUSD is key for anyone wanting to get serious about Forex trading.
The recovery rally in the Gold market is likely to take a breather – Commerzbank
Seeing how these factors interplay can help you determine the potential direction of XAU/USD, but remember that trading always carries risk, so it’s essential to use analytical tools and set stop losses appropriately. This means that XAU/USD indicates how many U.S. dollars (the quote currency) are needed to purchase one ounce of gold (the base currency). XAU/USD is a forex (foreign exchange) pair that represents the trading of gold (XAU) against the United States dollar (USD).
Adding to this, technical indicators on the daily chart have again started gaining positive traction and support prospects for a further appreciating move for the Gold price. Hence, some follow-through strength beyond the $2,700 mark, towards the $2,710-2,711 supply zone, looks like a distinct possibility. Acceptance above the said barriers will reaffirm the positive bias and lift the XAU/USD towards the next relevant hurdle near the $2,736-2,737 region. Remember, intelligent trading is not about making predictions; it’s about responding to data and trends. The more information you gather and analyze, the better your trading decisions will be. Remember that every trading decision requires careful consideration of market conditions, economic factors, and risk appetite.
This pairing allows traders to speculate on the value of gold measured in dollars, offering a unique blend of commodity and currency trading. While gold itself isn’t a currency in the traditional sense of being used for everyday transactions or as a standard of deferred payments, in the Forex market, it assumes a role akin to currency. This is primarily because it is traded in a manner similar to currencies, with its value fluctuating in relation to the USD. Historically, gold has been a symbol of wealth and stability, and its value is influenced by a myriad of factors including economic indicators, geopolitical tensions, and market demand. Trading gold as a currency pair, specifically XAUUSD, offers traders several advantages.
No discussion of XAUUSD trading strategies can ignore the weighty influence of market sentiment. The emotional pulse of the market—driven by trader psychology and speculative activity—frequently leads to swift and significant price shifts within gold trading. Fusing a solid grasp of both technical and fundamental analysis with a keen sense for the prevailing mood among traders can be transformative. Understanding and anticipating the collective psyche can provide a strategic advantage in timing one’s entry and exits with precision.