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How to predict the next candles?
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12 Answers
Thomas Ball
Answered 2 years, 9 months ago
<p>Predicting is not the right word. Observing momentum, history, and patterns; these things repeat, but not ideally. It takes time to learn this. Using this information also involves an emotional component. John Carter's book Mastering the Trade is well worth wading through and takes a lot of discipline. We don't predict things; we use the information to improve our chances of success and manage our emotions if we fail.</p>
<p>Predicting is not the right word. Observing momentum, history, and patterns; these things repeat, but not ideally. It takes time to learn this. Using this information also involves an emotional component. John Carter's book Mastering the Trade is well worth wading through and takes a lot of discipline. We don't predict things; we use the information to improve our chances of success and manage our emotions if we fail.</p>
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Anthony Giles
Answered 2 years, 9 months ago
<p id="isPasted">A candlestick is not a future prediction like a palm reader might give you. Candlesticks are used as a guide to paint a picture of what the next day “may” look like in conjunction with other days. The same way a weather forecaster gives you his prediction with a “chance” of a rain event happening. The same way a candlestick shows you a chance of an expected move. It’s up to you how you might prepare for that rain or profit from the stock move, which may or may not come. Just because there are rain clouds, doesn’t mean it’s going to rain. But you still have to be ready if you want to go outside.</p><p>Predicting the direction of weather or an individual stock is only half the battle. Just because a candlestick seems to be predicting something, it’s still only giving you the “odds” of that event happening. Just a chance. How you trade that event is what separates the good from the lucky.</p><p>Candlesticks are meant to plot points on a chart. It is not a science.</p>
<p id="isPasted">A candlestick is not a future prediction like a palm reader might give you. Candlesticks are used as a guide to paint a picture of what the next day “may” look like in conjunction with other days. The same way a weather forecaster gives you his prediction with a “chance” of a rain event happening. The same way a candlestick shows you a chance of an expected move. It’s up to you how you might prepare for that rain or profit from the stock move, which may or may not come. Just because there are rain clouds, doesn’t mean it’s …</p>
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Joel Schmidt
Answered 2 years, 8 months ago
<p id="isPasted">Predicting the next candle in trading can be challenging, as the financial markets are constantly changing and are influenced by a wide range of factors. There is no foolproof way to predict the direction of the markets with certainty, and any attempts to do so carry a high level of risk. That being said, traders can use a variety of technical and fundamental analysis tools to help identify potential trends and make informed trading decisions. Some common tools that traders use to predict the next candles in trading include:</p><p>Candlestick charts: Candlestick charts show the open, high, low, and close prices for a security over a given period of time. Different patterns in the candlesticks, such as dojis or engulfing patterns, can indicate potential changes in the trend or the strength of the current trend. </p><p>Moving averages: A moving average is a trend-following indicator that plots the average price of a security over a given period of time. Different moving averages can be used to identify different trends, such as short-term, intermediate, and long-term.</p><p> Support and resistance levels: Support and resistance levels are prices at which the price of a security has a tendency to find support (resistance) and bounce (reverse). Identifying these levels can help traders anticipate potential reversal points and make better-informed trading decisions. </p><p>Fundamental analysis: Fundamental analysis involves analyzing the financial health and performance of a company to determine its intrinsic value. By considering factors such as a company's financial statements, management team, and industry conditions, traders can make informed decisions about whether to buy or sell a particular security.</p><p>By combining these and other tools, traders can better understand the price action in security and make more informed predictions about the direction of the markets. However, it's important to keep in mind that no method of analysis is foolproof and that all investments carry some level of risk. It's always a good idea to diversify your portfolio and use risk management techniques to protect your capital.</p>
<p id="isPasted">Predicting the next candle in trading can be challenging, as the financial markets are constantly changing and are influenced by a wide range of factors. There is no foolproof way to predict the direction of the markets with certainty, and any attempts to do so carry a high level of risk. That being said, traders can use a variety of technical and fundamental analysis tools to help identify potential trends and make informed trading decisions. Some common tools that traders use to predict the next candles in trading include:</p><p>Candlestick charts: Candlestick charts show the open, high, low, and close …</p>
2 Views
Vernon Petty
Answered 3 years ago
<p>Candlesticks contain four pieces of information about a stock's price over a given day: the opening price, the closing price, the high price, and the low price. Investors can tell if the opening price or closing price was higher by the color of the central rectangle (called the real body). The black or filled candlestick indicates that the closing price for the period was lower than the opening price; therefore, it is bearish and indicates selling pressure. When the closing price exceeds the opening price, a white or hollow candlestick indicates that the trading day ended with a gain. From low to high, the shadows of a candlestick show the entire range of price action for the day. The upper shadow shows the stock's highest price for the day, while the lower shadow shows the stock's lowest price. </p><p><img data-fr-image-pasted="true" 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1UEVYf2bdh2A06+qzjxJrKfuzgx+bmntoT69+7Oxx3KSXYuX6gTs5ICAl5EEfsM3xfM+Z4uu+QCCmFfK5YrRRXKlqQWzRrTsGcfleSMenK2DbdJA+XclEVPbeumNdSp3Xl01lln0QfvTRYRBHFbu0ZlKlf6XJrPfqJXrM65wpUvtjK4wED0rVu9lB576C6u62mStFE/6N2/+9Y48aH0uWfRl5++J8LRnlDt+5ftuB7TkmPoqssvlu2effJBEVzKptoWFz75zuXttoozqEMZtWTQBr76fDq15LZXv24o1eW4DQ6qSU0b16OunTvSE4/cx52SNRJnmWnx9ON3X1ATjrMBfXvS7+tX8YUwju3tpYMZ8dwpmUVtW51Hfbp34nUr6E8WVZvWr6SuHdpQx7Yt6IcZX0h5CAucD5wXXNBxzh68/26O/WAaOeJFvlD6JVbifLu5DWFUKYwvwnH06Ydv03mN61Ov7u1lZAQ+QfigvQ65aIDEfOlSJahC+TLU8rzGNPTph6UcRiB3/LGOBnPOQWx+8fE0WQZxBkGDzsF1V19O9eqG0NtTxsrxoI4kjvhT1Rv2B3t33nYdx2oDqlS+NJU692z2O4huuv4K8QPCH4LTXtdAfT8ZOZXFcuQOiFWct4yUOPq/a6+Qtv/w/beLUPKxABx8UX9ZNuq1Fzn/pIhgjIncmeWH29ygwLlBXaGz+hp3PpCb1Sgy/Fm7cjFVr1xe9vnUY/eJHzivzji0H8fBzAQaN/o12aZnt/aS69AeI9lXVeZ0se/TcBxnPRlhlM/AV9XwJTlxT6xcmVKcKM6ia/93Cd1/z+00iJNVlUplJAAu4YCNZHFy+EAKJ82V1OK8RrK8XavmNLBPL+rZtaPQo2snmv7uZOn9o1eIC+Sq5QupVvXyIlawzXOc8A7vT5aeJW6hYRTo/nvukHWhwTU4yV1JV195ObVv21qWleNkOfSZx+Q21+EDqXTHrf8ny2+/+XpOzD46wKLop+++pBrVq8nyPr260YP33UkXDOwr3zu2bUkb163kRJ9J82b9QNWrVKRzePnypQs4ESSI6EplOxixasgXF2wze+a3WaMeSCBIsEiaSAqzf/qKGjUIkXIhtatLr+n/rrmcypctzZxDC+f9IL0zbIMkhmSD+kBvFUkk6zYE1w/WI2Gjp4ZPrEc5lIcNKcd2kKxRHuthD76hbvfs2kTt27Wis9kXXCD//fsg/cbipVH9YKpZrSIt4V64Gt3CcQAIHIgl6T3DJq/DPuCLEnSZaX65MB45mGz1InkdbnN8zb15HPfdd9woFyWIRIhfJF6IpZk/fCWJF4lSJXHUGy7gmH+E/eK4sN8DLIRuuO4KOpftDX/uMTrKfqI87KrjxKfy295+DdYIBM4hBDHqsCzHCS62d91xE110fh8652wr3jAKgQvhscPp9Dl3HrCsedNGtHnDatk+3rdH2ghEdCUW+Q3r1GIBvERueWH0sVqlchyD59IXn07ndpmcddGED6mJECj7JGZh9/GH7+X2xe08EYI2jPeLUYQ9LNhTWTyPFT8b1qtFmzeukn1iFKlf726yLUYO77rjZrrumiuoQrkSvN8y9M0XH9C//xyWW7TtWlsdgA/fe0viEPvHaAVGWvr3sWxMGPuaCAGIN8QM2g+OXXUiBvTtIuUqlS9BV18xmG696Vru4NWWZWPeeFnqA6IukWMC7T49JVbaK5bjU+KEQSwiXuW2caDNqpgVGxD0yBu8Dp/4ruL7IHfGcNvxpuuvlv0+9cSDUhcJ/n10Fftk+fIKl0mVUTwVm/BH5vExImDYLs6DHCfbx3EiL+BWJOYYon7gJ6ZGhG3fyJ3OmtSyRRPaufU32R/OI3LRLywIP/7gHakf1GdWZ4RBpwfHg04iRDCO758/M+ndqeMlh57fv7v4hjqBUIVfki94v7AD3/OCauOG7DjryQijfAa+SmAxCBLcPqtYviyF8oV+LV9YD3IgpLMQmfHtZ1SjaiUqdc5ZtHTRHE6W++mPjWuoQ5sWkni//vwjSktNoog922XkBfN4MAqTmhwj+/ibL6ajXn+RatWsxkLmagoJrkn9+vYQkYX5DJi4CVHy1GMPSkK45YarObiS+GLqZ1uR3Mt5UQKwVfPGFLZjM9E/R+khFj0oe//dt8lIUWZqAj364N2y7P+uuZIDfrcsx6Tqr9i/GV9/yskumo4eTJMRo3rsQ+XyJeW2WUZqvAijtGQ/956W8gWjsYiMebO/s5IPJwcEvEpMEAAd2loJGr27zdwDRcLI5GPGheUT7hUjUcstNSTo2D20hntl38/4nL775lOZDwSBgHWoH0xwx22A7Vt+k+SN+QYzuNz3Mz6jHds2SMJFklG3TZLiI+iP31fTl3yRmjNzhuy/S6d24g9Gav7h+v5tzVIZyatWpQItmPu97A9JCgkfvuKW6TdffsTrfuBj3yrJT13skHTRA5/987f01WfTWTzOY798In7Qe33p+SdlX5ddcjGt4jazbfNa8Qvb7ty6noUa94jZFtoY6gvCCb6jDr7mfaJeMZKIiwRs3sg99RLcjoY/96jMP0GdY3vMj8LtDtwmQtKH/842XJxRFyNctD7/eBpVLHcut916tIMverg4pnHdj2eRULrkuVQ3pIacm7+OZLK4+YDO5fpu16Ylbf19rYgYCCMI1iULZlJwzSrUgu3gdhduw21av5pCg2qySKlAX3/xEV9wMfpoiXpM1sbt6XhfJMf2DdIunn3yYYn/FBZGvpgdIowwanT0UDJ99P4U8bNNy0biJ/b52UfvyHbt2jSTOStHj6ZLG8VttWl88UWbO3oojcuvp47trY7SR9OnSs6CEEB7gQg/v39vWTdp/BsSeyJGeD3aGeoLbe3B+26TMug0/PT9F5TOnaL9nCew34m83e4dm7jNWpOJ0eZwm+mn77+kLzkOEDOIPQh0xDdid/fOTRLP2A/qY9G8H7l+35dRVSXu4QfsIcYwooKY/e6bLyh8907OWfdyDj2bnnnyEYlR2L780kHi4xsjXuRjTJV9wT6OE+fwu68/oW85jrbz/zjPqAPsG/PC0B4Q0z9wzp43+3sZncJ2vqhd9D3nlEoVytB5TRpy53AGbWOhCdsQOjgOCM+YcN4XHzfqH9vB/y0slr754kP6kevhDxazOC7E6TtvjZO8PLBfNymH3AVwnpAXtnCOEt/Yp7zgbO8GC2c9GWGUzyCI1JA4ejoI6soVSlFI7ZrSmzt2JI3+/fOAXPhwaw09vV8Wz5VJm5s3rhZhhABeMOdnwh8S5t/HDnCyS+NkZE3MRZClp/qoV/dOVJvt/vTd5zRk0PlUjYXW7J++CQgjXKx99MJQ64J70/VXsahJ5WUJ9O9fR2n9mpWc3M+RW1arVyzhPf1J9911q5S9m3uX2C+Swh23WIn5uquv4Is0CzIWcOkpcbIPfGIOEnxbPG8m1WFf0DNG0v/nz4PsJwc7+75t0zpqdV5TsZNNGCG58fEgEb3Dvd6SGH4Pri4JFckdFykkXpmIjYTCx41Rktk/fU2XX3IhVa1YhkqVLCF2G9YLpikT38hKnEggSC4XX9ibLwQT5JYFhBnK9urRQUbyDqRbvVgkrIl8sWvSuJ6sP5fFKm5LNGtSl0qzT198Ygkj9PYb1K1N1SpXoIWcKOVCyUkL88juv+dWvjiVoAplSlKFsufQgH49RIDAf+wD86/69elKZUqX4F51WSpV4hw+hgvEj6suv0hulSEhgpK8/7Z8kYtg8bKOhUyDurXkdiz2r+Zabfl9Fd1y49VUpVJZqTfcumjZrL7cuoUIw4jR2XyhxigiRDd6us888YBcQK+87EIRouKbEUbZUMIIF9zPPnpX4rNp44Z8sdsh7ZD+OURz+QJYs3pFbqtVaReLbAijL1kYoUPTtnULPjcBYcTCBSIIt9KCalQWYbR+rVMYVeRO0MeWMOKYQK6TTk1iLF/4o+i2m6xRXAgjjCqlJGGkzxJGGDGCMPrwvclyXlu3aCjCCHln+rsTZbsW5zWhlcsXEv17WEQC2o+KI7QT+N85IIy+5gs10TERRyiPUZ3BF/aTdZMnvCGjHohbtBv4irpCG29cP1SOferk0fT3XwekfUI4oW0h1lEek6AhEu696xYKrlWZSrKwhHCvyB2p226+lnZxxwXboewjD94lonP8mBF09ZVDqEwJKybq16lJ06dNpqNH0uV8IP4wN6p3T2u0qsS551C7Vi2oe5eOVJbta4XRay+JMMIy7Gvsm6+KoIPQxehd00ah9NnH70rnIyUxSjok9919q3T4ypUtJbckWzZvJIJoxEvPUJmSHLN8HPAPndwqFUvSzB+/kpg/v193zonVRKT+yXkfYhudl8cfuYfroCqVYH+Qa0KCatCH70+WkcT33p5gjRhx7kI7xOjyt199JD42bRhCC/l6gnpC3TuvkW7QtXmDEUae4xRGmKRboVxZDoQqnHim84VuMYuDGdwTvFZExA3XXkl4HBdPtGzdvI46tG1pBfCIl2jFL4to1o/fshCYIU9Z4HFfDNEiMJCQKlYoT61bNuZ9hcmcB2z33NOPcuKzngTD/fanH39Ylt96w9XyVNmh/Wl05NB+envSeFneqF4o91jW0r9/H2ZhdIssu53FEEZ6IIwmjB0lCQe94cEXDZALwM4tG2TkCPsI37NdfF8072cKrV2LhUEJemfyOJno/eN3X/KFerYM0WOOE5KAUxghwJG87rz1Otn31VcOlvON40SZOC6Dnpv8z5849tEjX6SaNavRBQN688X+QZlHUYoTW22uY0z4PHwwWSa5t2vVlMqWOpuTbxnqysny5huv4guadVvw9luuk+SFfX/12fsyl+lcFhdDLu7LwvAG6tS+BYuXc1l0nMOJcpoMo2PeQIM6talqpXIyKRo9bpzvq/83RGz26NqBnh/2JF171WAqW7qkfJfHt+PC6bIhF0gCve7qS2ns6BF02eAB1K9XJ5lT9dxTD1KjunxxYRv12f4lF/fjZHyzHPP8Od+J7YYN6sqI1V8sNNHDHdDXusXRkM/fw/ffxmJnEHXr3FZ64KhfiCbcvn1x2BMieqdMGEXly5ZgkVVTxBjqUc5BYBTKYKGEES5iuECWOPtsmXc3++ev5QEHjBQOuagvVapUXm7V4OJ/7FA6zfjyE65vvjCzMNq2+Te5sMbF7hYxtXj+zzI63LxJ/RyE0ScsjNI4b1j58XSEEUZI0alA+29cP0i2bdUCE4DfkH1jdAa+IaYgXjZvWJUljIY99zgtXvAj/fzDF9LufpjxCcdBG1mH7TF3DW0G2yF2UUfvTh1H5TjmId4xXxLrUH84DozoIBdipBIdiNk/f0NBtWpQe+6kPPTAHXTnbddTlSqVpMOCOTqwh7i/+spLZZ/lSmFEuwnd9H//ozZ8bFjWrUsH6VQeyEjmOlyRtbxNq+b00H23s6DoQ1UrW7f0n3j0AcnBGIm7IiCM3nz9ZY55PHnrpwljXhPhWzekOj3+6L306EN38jmpStWqlOe45I4PC8dXX3pWtuvUvhWNeGU4C7ubZEL1e+9MpC8+fY87UO2kUxNUvZKImUsG9ZdbaKgnjMZj27enjJa4Rfu6/Zbrxbca1aqwILyG/u+ay6hF82YyIk5/H6RpLIxQH8gNmBuIEd5mjRtQmTKlpfOIEXHYVtfFU8XZ3g0WznoywiifUcIIiQNBiQtVtapVJBisycQlskYuQmpVYwExW25FHchIYmH0G7VpYwmjstwTQcABfL/uqstYqCSIfdh9/dWhMurwxKP38YXvb7ndU6pUSbrw/P6c9MLpQFoSZbC4eeJR61Zat45tafL4UcLjjzzAycC6/3/3bTdyMsM8lWR68F5rPtLtN/+fjDZhNChizw4RXVUqVZB1GJ3o3bMbTRo3Sm7bYdQIrxNYNG8m1QsJkYs/yilK8nccO/4vX/Zc6W0jASK4VYDvT4+ja/5nzQF46vEH5PFitU7d6lLtABciPImHJ9wwIRp/EB7dOlvJfcybr/CSY3KLqX1g7sRjD98j2xH3Zl95wUp0Fw7sKbcK0Gvu17uzLLv2qiHSiyT6R5Juk8ZW0v3yk/dkHhCG8hvVC+aLWVm5QNK/R+m7rz+WMl24ftNYbFh/R+mWG6y5IbN++obwBGK90Jp8/CXp268/kRJIehhpwnHi+F8c9rSUv/v2m/g8++UcwzfsB71RDNXjwvPvP8fopeefkrIN64XIU1P//pkpo2T72B5G4HDhu4VFYPnSZ9Oo11+glcvmsTCtTaF8zmfw/lG/6nYE0LXj4op9xOjTj96l8uWsuYAYDcTIr2rLHds2k1FJzA1MTfSzuP6QSpcswR2VZtLRwIU3LoaFEdc1xHr1yhX4AldfxJWXwgi3chBfaAMffzCVGrGgxvYAF+pHH7qLNrBAQhmMwu5gIQVBrcqo3OQEF2XEho/bqwgjjh2MIEE4IOa7dmrNuWKLtCvUIeI2C26TWI7btxjxgCiz/v6hh1kgwf4lgwawT36p+xuus2JnYL8ectsN8YRRGIzWYErCr0vnyLbPP/eYxEbr5o24PpfzsmOUEh9N1wSE1eMP3y+jXzivShhhEvu/xw7S3l1bqEmjOlSzWgU5P+rv/XcnUTmOU+TVNO4Y3nj9/2S7oc88HChBMq8It8vwWgLc5sd6PDUauW+bjPrgHGJEtmunNlS6xFksHsfKdpiriPmmFSuUo0/43CAf4fUC2/9YK3GIpwXfYaGJ+rxsyEDZz4C+3alM6VKc74dLhwcdGpUL84KzvRssnPVkhFE+o4SRGjHCJN2qLCrKlCnDF//L6L67b6ebb7iaunftSOVKl6S+fXrSsiXz6c+jh2WOUfuAMMLEyWv/dwVdeelguuySwRLQKUmxktCQmC4+vzcH0NmSsJI5MS//ZS41a1KPe0sV5HF/DM3jSbOHH7hL7DlBj+Whe++k3Tv/EFGEJ8seCZS989YbKDMVc1IwCdQnI1A/fPMZ3fJ/V8ucJmXj+muv4gSzlf7565A1YhQcJCM3gy8cQNdd8z/63+WX8DFcSoMu7C+3n8qVOkdGjJCQUVd2YXTFJeeLzcc5IakRJayzCyOpX/6OHjFumX33zcfyxMf/XXul3BJEUn/6yQclCW3esIJ7yk0kyUCc4lYYkuSH70+R/Qzo25Vi+ByF7dzEvdhqIlrwmDGSVUaqNfG0S8fAHKPP3qd//z4gIzYY0q5WuRwtnv+j3G54+IE7Zb+9u3eg6XyBGjPqJe5NTuDeY0/ZdtzoEXLObr3pGvneknvvLw5/Sl7ZAH9wwUjj5PjcU4/Kekx8T/BZczdwq8AujDbxMR0+kEQXDOghZSH40MvE+23ULVYIclwUMceocvlz+SJzGfUPjC6NY9GIETLUIepX2mygXg0WTmGEGMWcshuvv5LuuetmuuXmG6gzi+DqVcpxPA+R29+4rYyRVNzWbdWiKbe9Ndyzx7u8wugIn2M8NFC1YvksYQRB79mIEQsjtB3koP18rjFC/chD90gswA7o2qmtdCz++fuQCI+O7axRIdyav5ZzFOIWueoKzj14khXr3po0Wi7ifq4j3IqDfbTfkSOGy8W/R5e2Mq8O7RnCJ5swQnlehryFW5FrVyyil154ju647WYRZSW4fXfr3EbqHiNLt95kTZ5+Y8QL0jlAHOCVAnggowrX44I538ktJtwqRzncmvqbOwd4NxFu9T8QeOBEJ4xee/l5jvFD9NN3X1ApPre4HTqW42Lsmy/T1Cnj6SHOgVUrlaYhF/ejA5kJMoJTosTZkiMevv8OmvnDl3Ic8Au28R12O7dvQzu3rZdYRwyik9INwog7tpPGv84Z6R/JVSg76MI+Ug5xivpCW8PILZa9M2Usd57Ppb69OvG5t3IG5nemp8bKLX905tRcrLxgb+uG4zjryQijfMYpjHAPvAL3OvFkF4IbiQHvH9kbtilryPiWG69hcXFUeppqjtF3X3/OAZNM/ijcVsLTQ3iBmvWI6IpfrBEAlGvRtCH179OVOrVvSzWqWo+HjnrtZbnVhXcJPf7I/bKsGydD9IZu+r9r5N5+s8Z1ZWI3ntBAAoYwejgw+fq2m/+Pl+HpD0z+xfs14uR2Ad5rNGfmd3TnbTfJ/fazWZiNfPUFCfoFc36koJrVqXyZErRq2WI+9hQWVnsIk7PXrVpK5zVtJCIFt6AgjHBhVuIH32+49nLZ99X/GyxCySmMkDTxHT2m5Sx0Bvbtwb350nJB6N+nO9UJqSW9+aefeEBGctauXERNGzeQJ/bmzvpWercQXO8H5l706dFZhNGKX+dT5YpluedYmdYsXyjJKdG/Ty4weOoOtxA/++RdFq7pcvuyft0gLl9GbjVgAjwED4QR/MAoH0RM+TJnydyDKpXKyS2IP7kXuXvn73T/3bfK7Szsv2GDOvTIg3dKkoPYsQuj+FirV44LAvYj5ysgjFAPnTu0kGOdMnGU3KpBvWA5euRog7iA4VZayRLnUNkyJcUuwCRZJG0kY5TD/2pCt8FCCSO0A9xKK8kXtlbnNaA9LKAxyodRje2b18rj1KjTF4Y+zu0fI4ef8QX+HGrT6jzCazfswggjEugcNW1YVyYVizDasIqFUQ3bHKNUyRtyLk8qjHayMMIcHwijFBFGFcqcQ62aWyNGEBfIPxBIMjrIwgSC7OUXnqHQ2jXE3qWDL5CXzGLUq3OHVrIMnQbEiEwSzoinqH3baEA/a/I1hBEEPHxE+0F8Hub6wHt3kAuaNAqVW7ypvG9sjzpE7OJ2NeYzwYewHRul84UOFOKjV88uMncOMQNhhYc70OG5+YarZJ94Yha3/iAcMPE4qGYVFqkVrfcj8T4gBJFTxox6WUSGj/MjHvq49UbrtrwSRvD1yixhNJzP1zF54rAc52X4UbHs2XJLDXOZypdG/J7DHYrLpQ3gNtxrrw6jBvWCZftKLMyGXNxfRo/xck7M/8HyLh3ayPwu8YPrHsKoS8fWMmKO9xihjdx6k3Vcd9z2f3JtQP1IjuM6wifaF2K6HOYpMvAJ5XtzroJt1CMeKoF9lM8LujZvKADCqKijhBEaLxo/LrzlypYR0YALK+5b4z46/pBUSp5ztvSWkGw2bVhN7dtaSQrzivAYPBIkwJt1YReBhx4OJi0GB1XlBN2Re3zNOcG0pvOaWMPmgy/qJ74cTE/IupWGCyVuuUXu20HtWjeXeUOvvjyMkxgSOF7QFp/1dMlt8ri+9XQXLtAyoZnBC+OsJ+N8WfNqbhW7f8pTG7X4GEvw8axb/Qsn7DS5yBzBawjWLafGgdtSEEZqRAh1hPpC4hvJyQcX+zohteXpMFxQUCdIrBBOSFIQhRhePr+/NRpzx203SIJKSY6RuTtY9uyTD7EwOkJrVizkxNlUhA3mTCBZY7Rk2tvW3Kpe3TtTbPQe2vjbcqpVvQILljI088ev5ZzBN+ynY9vW4hNejocEi7kDDevVltuhP373uTzu/ORjlvC8bPBAGZma9dPXvL8vZegfoz14aR6OE6Ncmak+Tuo/yqPXeOQfgmr0Gy/RX38eYDvWecJj1UiAEIBI/nNnfis+4IV1eMQbdYfRLpSFsELPFedazhOXx75Qbzf9n3U7onTJs2Uidveunah0qZJ88XuLzyHetBwhogiTQXG89jZcnFHCSI0Y4cKLd3NhkjImLsstWY6jpx+/X87f9dzucPtkzs/fUvXKFfm8VpKXqWLyNezgSSPcQilx7rnUs2sHeTIRt9I2rl9OIUHVWTBVpBlffcaxni7nHa9vgA84h/iZnVsDT6UNY5FwjGNK5vnEhvF63J6KFGH8EV/ky5Y6h5o3bSBzjBAr8BP20O4RN2h/8PONEcPFHp4SxSspIPi6c/7Bsq8+/0BGVrE9fMR7iwYEnkrDe4wguNTcJAgv2MYcyjohNWUyNerrz2OZ0gZRDrGLDgnAti+/YN0u7tmjk7RrxC1GMdG+e3XvINtAQN14/XFhBCGKmMT8vqAalagWd2AWzftJfOzOYgrnAA8YQFTgvW3okGHECMvxokenMHr9lef59B2WeYPlSp9NDevWou+//VRGsn+c8ZncGpvDvuFVKDgHkns4bjHCi7mBrQMjb5gHiFj87ptP5DtyOGId9QzBg6dgO7ZrIROyJ417PTC6bPl16aABch4xSoR6VOcb5/KtSW9mdZ5QJ1ddaeXZxx6+W84jbtebeM1/jDDyGCWM1IjR8l/mU/nyZah+nSCZt4LAkaFT7k1iojEa/bUsMvCzA9v/WJ81rP3T91/RAe5F4nYYRm+QMJAMkDhx/xll3nz9RUkm+3b/QQnxUfQDbxNcqwZVqVSaRdhC6dE88cgDUhbvYcHj4RhqnjR+lCyrxWXxtl6MGqE3+uiD1hD0ndyjwWgFAnDCmBF039230AYWEBhaRgLCKMfgiwdIWVycOepFFNTlBFmWkw3ECo4dvuF4N/AFHbeC0DPEED6SFeoJAhGNEEkTj682aWC96whiC/vA8aKukHyHPvOoXFTwin3M90B9rvx1Hu+bJHkOCbzA7dmnWBixUMNtr/ZtmkvShUiBLfSeMVkU5fr07EqRLAqQlJo3tQQlJjzjgnDs6CF5kqdRA+spNYgJXOBwHI3qh/D+S9IiPg4cN55YQ5mW5zWRuU+4aOL2Fo4RQMhiJAdzntD7JDrC9g/KXCpsd93Vl0hCfJR7t/h+w/VXSK8bowrwGSNG6lYa5hhh+ycDQ/JtWjaWuhbRxXWACx2SLea9YGInkvBlg/vLhen9dybINuc1qcf1uJkO8zaoexw/PnVtuTjiFEaoQzyFFL5ni9QjRuO2/bGW208nqc9nn3pYbrNu+X0N9e1lPR314L13io0jhzPkzdRXX2Fd3O6B6E2MEoEFQR4SVI0qVygnj62jLIQOBA3iDref0Dm56YbrZdvnnn6EYy9JRlBiIreLOJJbRyxEPpo+hS/yJeTlihBwaDu4wGMU9ge+6GeyED7I8Qix/Qx3HGCve5d2Io7Dtv9OndtbnbHPuS2ruEdM4tZYv75WJ2TyhFFyMUdbQS6CKMLFHDZuuPYyKYPXbUBQHOB9HT6UIZ0LzIfDAwY4rvP7W7eAx4/GPED+++cQvTjMmi/Xp1dHsQVxr0aMhj/7uMQA4gjtHA+w1GLhOX/2DO6UHKG7brdG03p0ayc+//XnUfYvktv8hXLeHnnwbol5jMBeOti6VY8RbjxFuG3zOqoXWp3Klz5X5mcS/cUcYY5KPeFdcDg+vA8KL5bFLXaMjKNslQplKbhmJbGLW2nSRpo1ok0bV7Nfh6QOEYsYicMo1DTOOdj2/WkTRYzhdiAmoh85fEA6gBBRyHc4l29PHiNPmDZpGMw5bBlt5nbVpGE9Kl26lMxnhBjD7TRd2zXkHbRrO0YY5TNSsfyJQEVAQxhVq1yWAwITqC+l+++9TQK/XWvr8XWIE7w1999/jnJvb4O8mRbLMTQ76MIBdOGAPnTRwD7Ui3tZUzlocIHFY6sYCVm6cCbt5ySLhIJkiN/m6dLZGuLHpFuMTj32kHURvYqTM96Nkp7M4io2nPoGHnFF0sbyA+kJdM+dVu8UIgrBjfkH7Vo3k2UhwTW4d3wJPXjfrdSxvXW7DwGL0RH4jtGUWtUriRDBzxzgYo2LA4QGBEWDepbowYiJWocRC1yIMCKF/SGB1KpRWcrhTd64p3/zDf+jatxLRM/9w/emiAiEOEGZm66/kvDeD8wHwCgOlj0jc4z+kffF4NYCliF5wT7qSAmjrp3bSsJDYlKTmXHr6f57bqNXXhpKLZofn5Px0ftTRezgtgNuXWLZQ/ffzufYOt9KlDVrVIdGvvaCzEuA6L3v7pskyeLJksYNguT2y1uTxrBImSS9SdQVhun/4R7s21PGiI1qVcrR0088RFMmvik9b8xPwXLUH4QRevR4PxOEEpbjqcTXXhkm7apx/WB5cd8RFlqY/4L1eD8SeqvwczDXE5bddfuNlM7tBnWPJKuG9HXtubghwoiBMPp4+lS56FWqUJpFzU0seG7jTswlfC6sp72as8jESAIuVnih6fgxr1PJwOsj8CLIB7mN9OhqzVPDiPHCuT/KBFuIBLwpunbNqrKuA8cTXt1w4YCedPEFfWnQRf3kfUMQYjdcb80zqRdaiy4fcr6MBuNligP7d5P5PXJbaNokKYNXSUAY4YJ+3103ybIypc6VOS2Yazgo8Og9bn2NeeMlEfsYnW3XyopxCEE1Aol2i8nEPbpbeWLi2JEiWlA3EEYAIhw+4pUSGIFCudo1q9Adt14nc+8g1LAMAiaZRR6mDOA74mDShDe53PUywoZlvXu0l3qBIMOTWlj2HItOxC3yBWIIeRRP8s6Z+Y206Vk/fcX5wprzeMGAXvTG6y/RhQN707nnniPLnnj0Xjk3yC+332zdXhvYryfHz3LJS2NGvSIj5zi/eEUAOkAYZRrM9YX3mCEuBl/YVx5yeO3lofTZx+/R1Xz+YediPr8YgbbebWZNa8CoNZ5cW7NyidwWbNuqidwGx3uj/j62X95r1K+3JajRsXv6yYdlhBsPZrz64jMS2yoP4K37GHGDn1iHZR3bt5RXvmAk0NluDaeHXLdtGGGUz0jF8ieEEYIaL3hs27olC4sgeTU/wCv+8bMggzjo8A4ivC8Et7K2//Eb9evTQ9bXC6ktj7+DeiG1qCYngOeefpw+/+gdeWQcCRT3sSVB8QUUPVmM0uBpCjx9hHeDJHPvFD/7gX3fd9dtLKAiuQcbxj3WeHkRIQIeT6rM/nmGBO5zTz0k/j3MSQJJCoILt4wu4R4YlmNSYtXKpeXRYwwd43FVJA/0gDGXCrcB69UNld4dhn3VT5esZ5HSs0cXqsvHhcnoSH7wGUAg4RjwWD4CHk/SoDdbrXJF7k2XZspSKG937503y4gMth3LCS2Yj6l8mXO5fqrwRainJNkmjerTsGcf42SSKhesAf16SV3i9pYSYLh9ifq4bMiFMicCFwD8NABGyWrVrME2S1K1qpXp2qsuk3cg1Q0JohlffSyjOjivjz54D1WqVIHLlJNbZXhvC+b+4M26qKOK5VBH5SVZ4skwCA8ks2uuHET16gTLHIXKFcpQneBaLERvZB+sCxl6jTdcfxVVrVKJypQuKY8/yw9fLl/A/4dQ397dZD/oqeNWBn7+ZUC/7uIrysMn3PLBnIdDB5NlHgOO/bVXnpOLF3rOeE1EqxbnyXnHKBpGszBnAedA15aLI0oYYQL+DzM+o/P4go96xC1etIUQPscN6tfl8zmEfl0yW4QEXjCI+MV7xl4Y9iTVrRNKlcqXkbdA4wmkFs2bshieLLfXRITyfjBi1KVTG4nV4No15XZUXY7zoKCafH5CacbXH0t7xbvFUAZttlG92lQ/1PppEpTDo+P//H1U3pNTn9tIty5tZUQV5xXi+f57bmFBXoeqVCwjT3SJL83q0+g3XpRRbbR93P4ZcvEAsY+cgONGPSBuMWJ01ZWXSrvG/ETEKfIbLtj2OkPeQV0MGdSfgmtVZ/GCd3WVourVqsjIMh4MwXu08ERa546tqUL5shwnZeT9UOj8NG/WmGO4l9hG/UDEYZ8jXh4meQh1jLlZ6Czhp1XUqDPqZ+K4kdxRqisxUIVzRn/On9ddfZmMjCIXIF8gD+Px+uDaQTKvaNL4N0X4ot2PYMFTj3Mxnj7EOkwH6MOdULwzDPkPI7uNG9aX+Zt4LUFVjree3TsQ3k+HjhZy1ssvPk212V/8kgDqGJ0ff2yUPCSBPADhipEvHAty4VVXXCwj+/C5aqXy1Ijtj3jpWYlTiHHkySsuvUDuOuDY8YTbRef3F99GjrBea4A2aj8HhtNDCSKFEUb5iKpU9T8SCN6SisnCGE5ewMGEuTjqzcZYjwSE8ggaXERX/DqPliz8WW4f4WV9AosJgEdr0ZPB/XD85hJGXBC8WSKDgwUvJEPQ4jFuBD4urtgn3q6qnkBSfkLMYN2WTaslwGEboytI2kjeKKP8Q+KDqMBTcLhg4PYQEg7KIWHCd/wmEt6Rg54kji2GPyEQsW41H/Mvi2fJkDGWqUm/2Af8RnlVHxiGxn1/vDAOb/WFOEDCRiKUiaksAjEBE0+A4Ydm1f5xPLhdKXXC9q0fwJwjiQU/lolEg6Fx1CUSFPwA2Cd8wIsjJ40fKe81wvaob5wH+Ao/IWBQvx9Pf0t6dhhBUnWE8we7WI6JndivOjb4g0+ck+nTJsoES7y2ANtBQOKnPiB28NI6TPjFi+2+/GSa+IzjwhNw+DkSVa/wGeVRfz/M+FR8xo/tYsI49oU6xigdRhRxTtE2sByiCvOUFnP7gFiDf1inzgM+izuqHlQ94kEH/EizwO0b7WHjul+lLapzAHBOcI4RR+gY4Dy+xecZ7RN1DREi5QL7iNq3g2N9Icfy9/LGZLQd2EfsYl9oZxAJiF8sxzIIApxT/MAyQEcBPkib5u8oFx24PQxBIKM5a5ZKe3ybYwm/qYa5OmjHql2i7WE+HmIXE3xV3CN3oGOD8tgnbnWrY8W29qcZ8R3iCGILI5xo31MmvSnxhNhEnoAt1MF23gf8wcgtchI6VciPqFe0b9Qj9oW8hHrDOcAxQsDj3UyYIoCYwD5RFiNCaNN4EvRzrnM85OCL3sM+zxU7OD4ciz92H835+TsZYUZ+Q7tHPcBv5OOPOKanvTNe4hLrUH+wj/lFOAcfffAWi7DXpeOBTgzOP84PzjfK4Uk5zA9CvpJRHV6P6QXIU+rxfhwDRCvieiFfD1T7+IP9RFzjfOG6gFF15C6cB9hGbkE84/Ybfkwcx2/iNX9BfdoxwigfUZWK/xGMAI0aCh+T+JAgEIjyyT0BJA2URePHJ4IDyQPBg4BHOYBeA27loNePgMQQLsogMO37xnfYgG0MP2MZ9oFJl/iORIh9ITkjseCRV4yEYFI1EiKCHIkKQQ3flV11DPAdPT8ZPeHlEAwoi+0AjlFuk7FtSZ6B7WEftxDgN5IRQHm77wDbwEfYRHnsB/bQO4zlZIVfr8bxoRyWwR8cG5KYtU0KpaXgaR4rYWE9wHckO9QdysI2eowy8ZH3q+of9Yx9wjaSPI4ZT5Rhv1JvjGzP9YZjxbZyO5A/cT6wHL1IAL9Rb8o2jgu3r5RPOK9Yh2OxixPYx/lDXSlRinMiTxfxMaGs8kXVg6onbIsLEIB/8AN+wYbyAeII5xDtC8vU5E9VxnActDXUFepY6pnPLz4xTwh1ifOFcogd1CHON86ZakdoD/i0nwPV1hGXeDEqRprQznBLF+0S5xE5APZxrnEeZb+Bc4Z2cQgE2hD2DXGNNgKwHdojHpaAL1gGnxEn2BZ+Ym6fakPwRa1H28Ay+KnW4VjQjhA7aht1LPbjwX4Bjhnv/EIbhu9oszIqGWhjiDscJ8rBb9QxjkvyGf8vOQj1wfWAuXZYhu2wHNvALuoZQgNxDbuH2H+Ux3o8WJCe4md/Y8UuRslRj3Kc+5O5DvCzKtFZPqOuUN94JxHmZOJ8wSeID+wnBeeUy+P8YL3kE16PfSvgJ9ajno6xH7CP45Hv7BPOA0QflsMm6gS+wWcVo+IP28I5QL1BJCmhKO2Azx18Q50hf9vPgeH0Ue1YYYRRPmKvWASsBC7/j0CS5SjDoLFjPdapRIOyCEhc1NDLwYVZygRAcCKg/BwssAGbEmSMClARDbb94aKtRjtwAVQXYDvqQirBzqC8Wqd8w/bYFrcMkJCQWPFyQiQP8SOwX7U/bAN/sD22RVKDryiPfWEZjgWfOrAv/BwGEirswx5GfWATF3+VwLEvJB3URwzbhV8ogzpRttCzxb7ET16ujgu+YHvxnbfBcuwXFxT8j543tke94bsdqSvYYjuqjmALdaAuIKos/gdiiz/RW4Rt+Cr1x/tGnar1+F/OPX9HIoVPWAYfsV9lD2AdwDqnnzgu+WQ/VTJGOSRb7B/bY3lWPdm2NRwH9Ytzi3OFekP94fxgXVa98XecKzUqhDaOtivnhsuo9qW2gT2B1+O84VygzaLtoAzKI2YwKgtbsGPfp5xv/o4RWRVn8AtxgDJYhvMvccF+YL38H2hzKAubWK78Urbt3wHKqLYl/2u2Uajv8A/HJ+2Wv8MXxC3Wq3Vo//iu2jR8QntEPcox8T6xTI4F7ZfBp/jN4LjUMeKBFCyXYwv4ik+gcoElzvZRVMTxtg9fVP3BJ+wPtuV//oR9LIOv+G05dUzid2BblMFyldewHb7LPngd9iO5JwD2ie1xPlVZaVucF6QeeJnkCJw3/h/L7PWE8qquDfkH6tSOEUYeoCoXSUE+EUSBoFCJUgWmfTsEBRo/QMBLeRuwhTL4lGBjGxJ4vC4LXg6UPQUCCp/2/QG1P3sCV/tyImXZhgpYoGzKfgIJAd9RXn0K/D++28la5wDrJGEEkoDyHzbUcdttSPlAUlT1iuX4VPWOMso3tZ0d2Q6fXB7fVVlnXagySLiob5TBfpHIJJHzOmyr/MH/9v3if3U8KI//FaqsOvf28mr/yo5ah0/4bvcRy/AptvjTXg9A7UeOxVaXhhNRdaXOGS5oUqeBelagftEmVB0DdT7s/6Os/ZxLXPBybA9QRp0r7BflxUZgPc6XEvpqHcqp7SASZDns8nK7WFDHoY5Jfce2QJWxf6pjwf9O1HZqW4XaVgG/xDcuZ7eP74ghVT+oU5XDZL9YFlhnR9mVbXi9ivms/fH/Kj5VjKqYQv0oX9R6tR87WA8fVf3Z60n2q+CyKIe2Yd9OjpNBGeQL+z6xTNlBOckDge3hK2wpG1m2Asdm8AZ1PhRGGHmAvYJ164GusTuDwY4qY7etAtuOPeicdtV3hd3WybBvZ/fLib0cyMmGc50dtS4nu+q7Kovv9v/t63IC6+1kq0PGuV6B+rXXNWwpH4FKosC5Tx32YXHlu/rf/j0ndD7mFZ394o46D7mdj6w65P/RduxtSdoJ46xjp60sGzac7VCVg031XYF2lJN/IDf/wUmPzbG/k62zk5tvdhsqtnTH7SybG85zoCtjB/u1502g9qnqzem/vay9vA5nWWd5+z5ywl7ekP84z48RRh5gr2Dd+pzQBYRClbHbtge/IqcA12EvdzLs2+n8U9jLgZxsONfZUevd2FblclqXE/b9gWx1yDjXK1TyVnUNW04/Fc59eoHOx7yis1/ccXNO7XXovChLO2HsZXLbPjdUWdhU373GuX+369xit6Fi60wLIx1qnzmd+5zK63CWdZa37yMn7OUN+Y/z/Bhh5AH2CtatzwldQChUGbtte/ArjDDKvi4n7PsD2eqQsW9vL2eEUfHCzTm116ERRqeG3YYRRjljL2/If5znxwgjD3BWslt0tnQ4t7MnATtqfU7b5RW7LydDt70bdLYUuZWzrzsVcqozHfbtdOvPJHZfThedfYN77HVpj0M7quOS03bFGXunw15X/xX2c+REVz4v6GwbzjzO82KEkQc4K9ktOls6nNuhh6RDrc9pu7xi9+Vk6LZ3g86WIrdy9nWngq7Ocuqt2bdzrjvT2H05XXT2De6x16U9DrOhqWv7dsUZ1I2urv4r7OfIia58XtDZNpx5nOfFCCMPcFayW3S2dOi2PZPofMoJ3fZu0NlS5FbOvu50gC0jjAyngq5ODYUX3TlW6MrnBZ1tw5nHeV6MMCoCOE+qHV15w4mY+jLkJ/YYdKIrb7Aw9WT4L7C3O2CEURHAeVLt6MobTsTUlyE/scegE115g4WpJ8N/gb3dASOMDAaDwWAwFFuMMDIYDAaDwWAIYISRwWAwGAwGQwAjjAwGg8FgMBgCGGFkMBgMBoPBEMAII4PBYDAYDIYARhgZDAaDwWAwBDDCyGAwGAwGgyGAEUYGg8FgMBgMAYwwMhgMBoPBYAhghJHBYDAYDAZDACOMDAaDwWAwGAL858LI6YBbdLa8RueHG3S2DAaDwWAoTuiuj27Q2fIS5/6NMMoFnR9u0NkyGAwGg6E4obs+ukFny0uc+zfCKBd0frhBZ8tgcItpTwaDO85knJzuPtT2Z9Ln/xr7sZ4KOlte4ty/EUa5oPPDDTpbhsKDP2YP+aJ3y/+J/vATzqmfwfoErLMtzy/ctif4qVtuMBRl0O4VujhR3+1l1HLErL2c/f+EwHr7tmq9KqOwL3eDfbvTsVPYsB/rqaCz5SXO/RthlAs6P9ygs2UoHCAZxkaFCUiUSXERWecU65LiIymRlznX6cA6CCig2oYTScZ2Aok5J7DeHxBl2IdK4M4kbjAUZRBTaPOICXvnRcWJvRxiFvGSnBAl/6vODLbDd7VdWlIMpSZGUxzbjY3clbUPZQtlYAdxat+Hfb0TiU22o9YrX08X574LKjrf3aCz5SXO/RthlAs6P9ygs3XmQUCfDN12BrvQQBK0L0dihCA6vD+Jkjmp2hOnDl37sJMtybItJG21XGEvj+SOcukpPksk8f92fw2FERWPOaHbpviCti7CJdB5sQsjrIuJ2CnrER8QOilMDH/HeunMBOxgu1QWQ4gnlIEwSoANFjI5CSNsg32qmNOVsYOySYFt5Hvgf/U9r6j9FXR0vrtBZ8tLnPs3wigXdH64QWfrzINeysnQbVd8kfPHn0iW+9Pi5DsSqup1piXHynckt4MZ8ZQCkeKwoUCylMScxD1Q/q6SsbOdoBxGoA4fSBaxBSB6kMCRhJ09zIi922Q7JHGIJJWYFViXK4H9GgoKOGe62LRjxJETae/c9jM4VjLRSeB2rdq/iCGMBPH3dI5ZdGCwXHU67HYgiLAMMYh4VqIKt8thzy58EM/Y34H0eDp6MEViFt+zRpEdsYrviNOURM4TtmWJ/CkCy1H+VLAfQ0FG57sbdLa8xLl/I4xyQeeHG3S2zjyBpOoL05OVcO3o7BR9JPEx0rvjJLdj2wZa/stciti9RdbjnG7dvJZW/Dpf/l+zYhHddcfN9NH0tyWxogwSKNapT4iofbz9/ffcTtOnTaKMVH9WElZlABIqxNbGdb/S6uULae2qJbRp/XJJ5hBISKByEYB/SKpcfjXv/+67bqXPPp5GmWl+sQcf4LtK4vbycluQP1EOiV+VMZxpVJzZccRpTt+zyuvsFi/QfpM5ltCely+dS7+tXpolTBBLKzlON21YKTH43jsT6O47bqQ/fl9Nxw6nSSyo0SPZhmMwkztBn338Lt1+8zUS2zIqi30F4hNxhVjF54Z1y2jurG9p3uzvaMmCnyk6fDsdPZQqnSnVmcG28A3lp709iW66ge2uXET7WVBhGYRb1mhzIE4h2uCbimXsT0aWeJ0dlTcU4mcBxumvW3S2vMS5fyOMckHnhxt0ts48KsFyEtBiT7qg+CZdSUacoNQtsvFjRlDz85rSwrk/0IGMBEmUI156jgZd2Jf2hv1Bq5YtoNYtmtCLw56UJCfD83ze0ZNEwkNC/udYpiTncqVL0IP33Ub/8vdDmYmyLip8hyRFbINkuWThTGrTshk1a1yXmjYOpZbNm9JtN11D2/5YJz1SlIOogriifw/T4gUzqX2b5vT6q8PFP4gd2EXih/84puiAAELSP5ARL58+viAgcWclfsMZxiaEgD0ORQjx92zrbN8FI4wUECzoePTo1omuveoS6UQc5faPDsxF5/em114ZSseOpHHcPku9e3SgFb/MoyMHUyTOESuIk4Mcj4g/jPwMe/YxKlfqLPp1yRz662iGNWobiGUlZhCLd9z6f1S/Xig1qFuL6tepQd27daGP3p8iwghkBjpA2B7fn+cc0bVTW+loIf5hC2WwbyV2MLol9nk59ofjk/yA4+T1dtQ1RuGsl4KG01+36Gx5iXP/Rhjlgs4PN+hsnXlUMkXiVUkW4LtCn3QL1nF4jxJGSGh/HUmn5556iM4+6yyaP+d7SZKH9ifSE4/eT00b1qUdW36T5LZu9RLauW2DiBx8R5Jezsn39/UrKGLPVhFLG/n/uiE1aNgzj8g+fl08hyIjuDyEFO8XdXyIE/SP331OZ/H+bmUxBDH2yotDqUqFMvTwA3dIsozct132gW3Q8923+w/Z/55dm9l/a9Iokua6Nb/QhrXLpOeJbZBk8bmOe9T4PMgiSm4tGGH0H6Nizh6Hzph0fgdGGMkoC39CUKBNI74G9usmt77//nM/7dq+kZo0qEOPPXyviJ6w7Rto1fKFIqTwHXGCUZ+V3LnZsXU9bed4hr3nhz5JdYJr0Pq1v9CWTWskliFWsF04xzNiCrF4fv8eFBxUjb758kP66rPpdP6A3tSsUYiMXEEIoZMCUYQ8AJEG+7+tWSrbI4YhiPahc7VikXR8kBfgO45n7aqlMmKMuJXRYt63GjUywshbnPs3wigXdH64QWfrTIFASk6I5iBVoCcTxXCvRD6PL0tOiOBtcA9dP4EQy6Tnwv9jGwQrgraoAUGE+QUY7fmThdFLw5+k6lXKSO/xIAuXjFQfPfX4g9SiWRMRJUholw4eQJMnvCG9yHksoPr37sLrG1PrFo2oTctGMkqEIf0mDetQ985t6IKBvalOnRC6bMhFtJUTL3qNqFckSgijkuecRe+8NZbw9yf3dPv06Ejdu7Sh6IhdLJiupptvuIr+79rLqH+fLvT9t5/S1VcOog+mTRZhBQF23dVDqF69OtSwfl3p/SIJf/zBW9SxbXM6j/3u16sLLZz3oxzvf91GizPHYwsXSsxBs8ekHsxRQRyq2yw5gTK4mOIcI1aLEvZjwjFCJGC+XevmDeiSi/tJ7EL4oOPQpkUTjtcH6PChVHpz5Esy0guRgg7J44/cy3Fan1qe10A+e3VvTz9wPI0b/RpVrlCaLjq/p4wG1w6qSSNHPC+jPBA72B/2PbBvD2rbqonkBKK/6ctP36NzuFPz3Tef0Bf8/5CL+9IjD95FbVo1l1GrSeNH0eAL+9EW3Mpjf776/H1q37opNWxYn9q3a03zZ82gKBZ4119zKTVp0oiaNG5ITz9+v+wvhc89zityuhFG3uLcvxFGuaDzww06W95yvDeZ4I8gf/Q+7pVs48Sxg6IiwphdDsIokoMdox1ItvGxSNRsx8ciyG/1xhCEShQhMHFfHokIvSd8FiVwTJH8CTGB21EjXn6Ozj37bOrVrT0n1T50yaB+FFq7OrVq2UzKY05DreqVafizj0uy7dmtHYuf9vTHpnVyC6xqpVIsXj6h7SygUK5Jw1AWKe/Qk5ysMTL0wXtT6MiBZKlbCKOZP35FZUueRa++9Czt3RMmPdEaVSrQ/ffcSr6YfSJqypQuRffedRMtmPsTzZ/zAwXVqMaJd5hcOK+96nIWchVoyqQ3adrbE0Q4LeMeLIb6H7j3NtrEwumiC/pT/77dRdjhwoJze2I7MniNlR+sPIELYsTerRTFsWXFaXYi9u2kiD07KC4mnC/81iifdd5yHkWS0UJuo0WNvbs2y6gsjg+TrtGRwchs+zZNqVrlsnTRwJ50wYAeInTKli5JQ595jI4eyaAnHnuAgoODxMYsjrMyHGdj3nyFlv2ykIJqVqWrrxgkdfrmyBfp3HPO5g7I1fTdt59x56Yxx0+QxDtGipAbMLJzQf/e1LxZA5lviJGga/53KYUEVaE/Nv9GH06fSqXPPYu6dWpD704dL6NFzzz5CIXUqibzFletXEwN6tSiQRf0oa+/+JDGj3lNOkkP3387NW0UQj//8JXkibrBNTiOx4vQU+fVCCNvce7fCKNc0PnhBp0tb7ESZLwPj5LH0Gsvv8CJoj9f0C+gyy8dxAx2MIgGDzqfnuSkERu1m9KS/Cx+IijODxtWDwVANGE0BcIBoxbNGteTRNSudRP5LArgWFpxr/OWG68SQfjXsUwRKOecfRYn2p50zVWD6TruzTVvVo/LNqO9nJwxQtOoXm0WJkPlfLc8rz6XuZwOHMigF4Y/zWKoIu3avoHCtm+k2jWr0JOP3isjQYsX/CQCaOQrz3PSs4bPMUdo9sxvqUK5szkhVuXeaCNJ2H17d6Gd29azIN1JnTu04oTci5L4XBD9S2tWLKZQTvZTp4xlMbaaypU6h0XUHbzuqNz6O3Y0nd7g3m6NqhXpuacfpq8/n06XDRkogg2iTs1DMvw3+KL3Ulqyj0aPfJkG9utFlww+P8AFzIVZXMqc368Pt58HKYaFEi7QOQkjtCUZfZzxGYv01nQe5qpxmy0qNG9Sh/NPqMTsF59Mk5Fd3Epr17opx1hVuu7qS+h6BiM25cqW5XYPYZROzz3zKDVtXF/m3H395YdUoczZ9POPX3MsxVPzpvXp7jtv5Lj5m5595nGqWrk8rV/3q8QYOiEQRrt3bpL5eehMIG6uuvxC6dwgZzSsV4saN6xPY0a9RH//fZgmjR9JZUqcTZ9+NI3on4P0N+eSJx9/iOrXDaFwFsDDnn2USp9zltzG++tYhtzaxu281i0a04Us7N5jMTSaBVql8ufSQyyWMPcJ5xtPyBlh5C3O/RthlAs6P9ygs+UtVoJEckzwR9F1V10uw7tl+YJZoXwZvuiWy0Z5ThyleR16P7EReOQV994jOACPJ1k1YoSeEoaSX391GCfqi+jG6y6nG6+/gm7gz6LCtVcNkaSF5Pnv3wfphaGPS88S9/utv6Oc4B6k85o2kh6+EkYvv/CMJDgMuYcEVaab/u8KTtTn0YP33SlD7RipCa5ZjXuND4qVBXO+p/JlSnAiHcEXsQRpKxBGP33/BZ+rs+jm/7uSPvrgXRltQs8Y853Q0+3SsTVdednFMjqEC8Kq5YsoNKQ2TZ08Rp5QK8EiDmIOE7ORTGWe1JMP87kvS5cNHsCi7RK5DYe5Trt3/C4X2BPbkOFMkeCP5HMQTw+wmC15ztlUqUJpqlyxLFOOKZ9FlUrlJI779+5Oe3b8QQfSE7TCyFq2V4TRr0vm0u23XCu3Zm5AnOrQxIArdLbOFLx/HBNyz+yfvxGRglHs5k3rcmxcICOwxLEbHbGD2rQ4jx57+D4WRmk09NnHWFjVp507NlIs11Ovbh24o9GSrrriYuraub01j5Bj+IVhT0tHAnOFcMvrjluvo8YNgmUen8xN4jyImL3k4gFUo1olmjxxFH3+6XvyIAbiCY/vj37jJapYtiTH+U9yCw7Ln3j0AZmbGBG+g+67+xYqV/os2rZ5rdhEJ2z9umXUoF4wde3Umu654wbJAfffcwt9yyIOgkyEEWOEkbc492+EUS7o/HCDzpY3ICEyPk6QchsMj5dG0u0330DVKleg0OBaTG0hhC+kGGUAIbVrUa0aVTihDOFEsocvuBgxwmOmlu9yHAFhpIIST1wh0BGsuPhibkuRgZMYhuYxRA/h8cLwJ0UYzf7paznu9OQY7kHeQs0aNeBEuYnWr/mF6nDdvvryUN42gR667za+eHWmiWNfk3k9mHdE9KdMeg7m3uxjD91F//x1hObM/IZ7s6XotVdflHpEPSthVIIvgO9MHcfb/S0XOHn/CfsUzQm1e5d2NOjCAXxB3SePBuMptmA+h2PffJX2hm2mpo3qUN+eXVhEbZHySObvvT1BLrjTxOZRbhfWo8wQungxXvZ2ZDhz4AnDWEpJsuat4RYo4lHFpopX9X/FcqWlQxIVvpvbSiLHo5qQrT4Ro7tZSON9W2EyHwkPC+SOJgYKOBhdQaxgzh8eHpDY4I4MxMv5/brJRGmIDdy+bt6sCT3y4D1yK+25px+lJg3qyq04TIju1KE53XfXTdypGM2dioUiphBTmHxdvXI5WjD3e3miFI/41wutLQ9YIFZxyzyN88DAvj1ljhDmPBEdkdtryJHIiXiatUK5Epw3vqEDHMOIY0wCxzxD7B+vDoAwwqgQjgFx+tvaX6krx3fvHp24A7qD/j6aIVMc8KoAdFBVDrY6vUYYeYVz/2dcGBnyE6vXGI9bYExCHCfdhBi645YbqGqlilS3TogkXVxEa/OFPLh2TQoOqkm1a1WXXg9uqUVF7qVkTtJxfkzEzi6OVFCq7zkFp1uy+16AwHGyKMIETvQWn3/uMSp59lkyJwGiCUkX830wSrQnbButXf0rVeIe/fPcy0Qv8rZbrqNmTRvRPXfdTjfecB0Lpdtp7crFtJ6TXjVOthBG//5zlGax0IIAev2V5znJx0udINmrp9LeeI2Xp8dlzaXAZE8kyXZtmtP5A/qxQLXmJC2Y+4P0bjFidfRQCk2Z8CYn9bLUsUNb6ta1k/SwkdBvuPYyPv9V6NIhF1Ovnt1o5KvDKIkTMp5uU+fVcCZBDHDPPz6aklgcPfzgvVSuTEmbGAIhAazv5cqUokEXX0Dh+3bxhT+JRS0elAgjvzxhasX/qeKMS7foj+nMofIRgDDCHK0mDUNEGOF7Onfc8MRZQ47TRx64i46xwHni0fuoTu0acgt8LXdUsO78gf3o9ttuphuvv4ZGvwGREk0vPf8sVSxbghbN/1FugUEYBdeqIg9aJMVbc/IgZvr26iS39HZxfKmnQZE/MGI1iuMXI3w//fClxDW4/+7b5VYf3lOG3HnFJedTpXIlqU/vntSxXXP65ssPZNQqqEYFmYw9hEXw+f27W0+5cd5RL5osaOeiqOGsXyOMCjWBRKcVRhWobmgwXxiDWBAFaYXRZZcMpsgIFgQQRrF44Rh6KLr95F3529HZLRBw4sEoCnqFSEbLlsyh6e9OlDlCGDHCPCs80fXFJ++ysIhmsbKT3p4ylpYunk1+3u7O266niy/sT488dC/deftNFBJUnXp0bS/zjL796iN5Edz+9ESxh14j3m+E22IQP9jv5o2r6KPpU2QkKo3FkMzt4iQstzEjd9GnH71L333zmfgBsYR5D5icuXzJXHn8PsG3l2Z8/TE9yvt/6omH6QcWWhjdw8TRSeNep1tvvk7mOvzK/sKGtg4MZwjuYMRFScw98tB9VL5sqSwRZBHMQBjhMzhLGO3by8IozQgjoJ7OQ2wgvubO/FZ+dgMdG0zIxpNi6vF5PFk6bep4uRW2cN5P1KdnJ46H6+mB++6UmC1bpoSM9GzdtJZj8C3plCDGflk0S54gyxpl5X1i3+jc4FY3RmaxPwgjrMc7kjZwR+gdzguYN4T4RS5ZunAWffzB2/L+M9jFKNGEMa/TA/feISO+EFjIMT+zmHr6yUckfj/+YKrELvxXx13QzkVRw1m/RhgVagKJ7gRhdJM1YiTCqHbuwijcJoyijw/dOvflbDh5wWmzwIBkGxBG8roDTnR4nB4TLjG6gjLojSKBoay8oI17gxi6X7l8IdUNqS3zC1KSfTJS06dnV+rYtoXc3sBTbrArtzk4WcKGemQewgg/P4DEClsoJ2KJk7AInsDoHEQOvmM9wDIkWWyjzheS8OEDSTLXAT1VlMN+MNSP+U7qO47thOM3nFHcCSOLcqVL06CLLqR9e8L4XCZyO8XPVewU7GLnVFDxeKrojuVMoto6UEIFt7lw6xoCBbErI78cZ+hg4H+0e8QARoKfe+oxalQ/RG6hJSXG0QfvvyXCc+SI4fTPn/tlFFe94wvxhtFZdCRgQ+0fYgWxh/rAPmW/iFMGcYr4VjEqdrjswf2wEyMxityB/SB/wG+xzzGJW3GHudwRjmH8j/0j/6j92s+Dsm3IP5z1a4RRoSaQ6PxhzO6AMIoNCKNKVCcklGqzMKodEEZBLIxAraDqVK06hNHFNmHEoijaemwfgejcl7Ph5AWnzYIKfEWy0y1D3eBTki8nSfTs7rv7VmrRrCH17tlRHhe+dFB/mQSbyslNiRtVp+p/O/blKuEjWaptkSCRbJGEVTl82reBDSRZ+KW2wzJsi2SukrUdrDecSVDnfCG1CaNyZUtSSEgtJkjmAR4nhEIgjEqVYWF0kRFGGtD2VVt3+uj8H52IubNmUG+Oz45tm1HPbu2pS4cW9MwTD8ooDgQMYg42VXzBNlD7UjbxqWJR7QPr1Tq1TH1HDCpbymf8pAmEnCqHZdi/XYRhW2VP/W9fZsg/nPVrhFGhJpDoTiaMgoMoiJNvULARRm5x+myvEyxHIkNyVCMwi+b/RJ9+9I4kX7zeQI0KqW0AbOSEvRxQ+3eSkx37ct12Tuz7MpwpUO+nKozKsTAaxMIIb0g2wsiOave5oWICHQYIjz07N9Gcn7+hb7/6UF5dgRFhieWAINFtq7Cv09WJrhzQ1aGuHDo4qmOU0/6cdgz5g7N+jTAq1AQSnRFG+Y7TZ3udYLkSRup/DKPj6RZ8Yl4CEpy6DWe3kRP2cmrfTnKz42Z7O/byhjMF6t0IozMJYlPdlsL/6nY2RpBwKwtlZJSVj083CnSyGLMv05UDqqyzvBP7vpx27DZOZsdw6jjr1wijQk0g0RlhlO84fbbXCZYjyar19nUQRfITAoFbV2q5KpcT9nJq305ys+Nmezv28oYzBerdCKMzhfIbsYrvarI0YhRPe2KdGkmy39ZSuIkx+zJdOaDKOss7se/Lacdu42R2DKeOs36NMCrUBBKdEUZnlNyOSZJa4NO5zi12+0505RW68jmh297gNah3I4zOFHafnSNCqmMD1Dp8qmWqXE7Yy51q2ZzQbas4lbKGU8dZv0YYFWoCiS4/hBF+EiTm+HuMnDgbTl7Q2S2M5HZMqrdnhJHhRFDvRhj9F0AI2Ud57cdlhJHBWb9GGBVqAokuv4QRJ20jjE5ObsdkhJEhZ1DvRhj9l6jjsB+XEUYGZ/0aYVSoCSS6UxZGNVgYVWFhNChHYeRsKPnBif4XTnTHptCVP1V0dvMb3X4NXoN6twmjh+9hYVSCRZARRv8VuuMsDOiOxZB3nPVrhFGhJpDojDA6o+iOTaErf6ro7OY3uv0avAb1boRRQUJ3nIUB3bEY8o6zfo0wKtQEEl0+CKN4P56iAscnJeY3+mMofOiOTaErf6ro7OY3uv0avAb1boRRQUJ3nIUB3bEY8o6zfo0wKtQEEp0rYcRkE0aVA3OMwjhJx/L2EETeiSKgP4bCh+7YFLryp4rObn6j26/Ba1Dv+2zC6N7AHCOIouPCKDgkmDkujAazMAo3wsgTdMdZGNAdiyHvOOvXCKNCTSDROYXRzTdTtYpVqG5IXRZFtVkQBahdKyCMrMnXl15yIUWE76SkxBiKM8FmMJwRsk++LpUliJQoqs2iCGDUCMJoyIWDKCIfhZHOJ4OhOGOEUZHCSnQnCqNbWBhVNcLIYCiAGGFkMBQsjDAqUliJzggjg6HwYISRwVCwMMKoSGElulyFUe1gFkXOydcBYTTkYorYtysgjPBEWs7vMTIYDKcLYiv39xgFh9am2gDCKDDHyAgjg8FbjDAqUliJzggjg6EwYISRwVAQMcKoSGElOiOMDIbCgBFGBkNBxAijIoWV6IwwMhgKA0YYGQwFESOMihRWojPCyGAoDBhhZDAURIwwKlJYic4II4OhMGCEkcFQEDHCqEhhJTojjAyGwoARRgZDQcQIoyKFlehOXRhZv5VmhJHBcCZxCCPNb6UZYWQwnHmMMCpSWInOCCODoTBghJHBUBAxwqhIYSU6I4wMhsKAEUYGQ0HECKOihI+THONOGDHZhFFljTBC4jbCyGDwBiu+jgsj69f1g1kYBXN8WkAUMcHBLIyCqVzpsjTkoos4TsNof3oS+aKNMDIY8pv/XBg5HXCLzpbX6Pxwg86WG3S2csW/J0AuwijX30rjhJuH30rT+uIhOh/coLPlFp09L9H54AadLS/R+eAGnS036Gy5QWeroOCcfF07uNZxagcxLIyYYKZ8GRZGF3MHJnw3HchIJn9MGMfqLgut6Dk5uvpyg+5YvETngxt0ttygs+UWnT0v0fngBp0tL9H54AadLTfobOUFI4xyQeeHG3S23KCzlSunLYzy9iOyWl88ROeDG3S23KKz5yU6H9ygs+UlOh/coLPlBp0tN+hsFRSMMHKHzgc36Gy5QWfLLTp7XqLzwQ06W16i88ENOltu0NnKC0YY5YLODzfobLlBZytXjDDKFZ0tt+jseYnOBzfobHmJzgc36Gy5QWfLDTpbBQUjjNyh88ENOltu0Nlyi86el+h8cIPOlpfofHCDzpYbdLbyghFGuaDzww06W27Q2coVN8LIg/cYaX3xEJ0PbtDZcovOnpfofHCDzpaX6Hxwg86WG3S23KCz9d8Dv5zvMSrBgqgGU9MhkCCMglkYlTPC6BTR2XKDzpZbdPa8ROeDG3S2vETngxt0ttygs5UXjDDKBZ0fbtDZcoPOVq4YYZQrOltu0dnzEp0PbtDZ8hKdD27Q2XKDzpYbdLb+e+DXqQqj8iyMBnOc7jHCyCU6W27Q2XKLzp6X6Hxwg86Wl+h8cIPOlht0tvKCEUa5oPPDDTpbbtDZyhUjjHJFZ8stOnteovPBDTpbXqLzwQ06W27Q2XKDztZ/D/wywsgtOh/coLPlBp0tt+jseYnOBzfobHmJzgc36Gy5QWcrLxhhlAs6P9ygs+UGna1cMcIoV3S23KKz5yU6H9ygs+UlOh/coLPlBp0tN+hs/ffALyOM3KLzwQ06W27Q2XKLzp6X6Hxwg86Wl+h8cIPOlht0tvKCEUa5oPPDDTpbbtDZyhUjjHJFZ8stOnteovPBDTpbXqLzwQ06W27Q2XKDztZ/D/wywsgtOh/coLPlBp0tt+jseYnOBzfobHmJzgc36Gy5QWcrLxhhlAs6P9ygs+UGna1cMcIoV3S23KKz5yU6H9ygs+UlOh/coLPlBp0tN+hs/ffALyOM3KLzwQ06W27Q2XKLzp6X6Hxwg86Wl+h8cIPOlht0tvKCEUa5oPPDDTpbbtDZyhUjjHJFZ8stOnteovPBDTpbXqLzwQ06W27Q2XKDztZ/D/wywsgtOh/coLPlBp0tt+jseYnOBzfobHmJzgc36Gy5QWcrLxhhlAs6P9ygs+UGna1cybMwyuknQYwwUujseYnOBzfobHmJzgc36Gy5QWfLDTpb/z3wyyaM5CdBzjXCKAd0PrhBZ8sNOltu0dnzEp0PbtDZ8hKdD27Q2XKDzlZeMMIoF3R+uEFnyw06W7lyWsIo7z8iq/XFQ3Q+uEFnyy06e16i88ENOlteovPBDTpbbtDZcoPO1n8P/LILI/yIrBFGOaHzwQ06W27Q2XKLzp6X6Hxwg86Wl+h8cIPOlht0tvKCEUa5oPPDDTpbbtDZyhUjjHJFZ8stOnteovPBDTpbXqLzwQ06W27Q2XKDztZ/D/wywsgtOh/coLPlBp0tt+jseYnOBzfobHmJzgc36Gy5QWcrLxhhlAs6P9ygs+UGna1cyUkY3XITC6PKLIzqGGGUR3T2vETngxt0trxE54MbdLbcoLPlBp2t/x745RRGJ5tjlMubr338v0b4nAxdfblBf0zeofPBDTpbbtDZcovOnpfofHCDzpaX6Hxwg86WG3S28sIZF0aG/CSQ6DTCqGqlSlQnJFQSLCiOv65fmNAdd0FE57vh1Mg++fpUfyuNYx6C6DTEke68eomuDtygs2Ww0NWXIe8469cIo0JNINHlWRgV7R+RLUzojrsgovPdcGqcnjDawzY47o0wKhIk2NCtzwldfRnyjrN+jTAq1AQSHYsi3FIzwqjwYj/eBH94tu8nQ1febhefSLyJtnK6/bpBbWfIO0YYuUNny46bMv81iM2c4lnFpEJXJiecdWU4PZz1a4RRoSaQ6GSeESdcDq6UBN+JwkjmGDFZc4zUe4wucswxQsCdPOicjchrdD54TWxUGMVE7iJf9G7yM9HhO6x1Hvmm7OEcRkfslGVJ8ZGSMH3si/Qq+X97WYCyUexbamI0JSdEyTJlExdR+I9jgR2sx3Isc9pxi7JtyAuoPz6P2YQR5hhhfpF9jpEljvRzjALCKFbdTiuewgixgU/EBeokhuMAywDaN0hP8WXFRH6ihA72KwT2hzhTy/A/yiTFRWQbDUpNiqEUjlUrV0dlE0ZYdjKUHYWu3gynjrNejTAq1AQSXZYwishFGNknXxePFzzmFSRTgKSG5JXGyQzE8zo/44V/2Wzy98y0ODp2NIMOZiRQRnKs7B8CKY6Trn2/iezjru0baeWyBRS+Z6t8V+sAkjSSNpJq1jpept2vC9R2hryA+uML3AnC6FQmX6tzwLFfjIUR1itRArGRkeqnIwdTJF5UB+D39Sto3eql8r9OVOQZthe5b7sInjSOzQPp8XTkQBIdPZRKGSzGkDewPhnizXEcEEw7tvwmvsMvuzByg90WgA3D6eOsVyOMzhgqMakeXz7BifH0hVE027GSdnZf9Vj7ywFHA8sPTqxL70DCOnQgWcTGSy88Q1ddfhHdcuPVNH/29yJOIC5QTiVafFfL7DZUGaCW24/Hvg7LlD30JufNmkGvvjSUnn3qIXrs4btp6qTRFLZ9g4glVRbb4YLwF4unMaNeppo1q9PXX3xABzMTs4boIeqQnJV/EEjoUWN0SZdk3QA7RZncj/F0Yve4GE2Ij2BhFOvicX3drTTlH9vMup12EjC6ZPMle7yeeFHIDfvoh1uO19+pobOlQAygXUOYbFi3jF7mWL3j1uvorcljKDpiFwslH100sCddMqi/xGPWCFNgO6c9tU63HOVVzOE7PjFChThaOPcHGj/2dY7X52jShFH0849fW+WYKBZHiDlsg+0R2/fedROd17gurfx1vviOOFQdMCV+AOoZy4F9ud0v5Yvh9HHWqxFGZwofAoR77zFIVFZy8stwOJYrkKjs2Nfp1lskiChCAEfyxTuO7r3zdqpWuQrVZWGEXmfOwuhCisQQdCL3sHwIRgSefh92EuJ4fzmBoAaBZOImkaKcCnqVhOzYy3kBbOMcIZmh97d6+ULq2K411Q6qSQP6dqOmTRpR9aqV6O0po/nilCAJLo17hhAqSG4pXH/7eTv4jiQMwYLvECX4H2XQU8S+pIfJNlKToiVZq2F1HD982M82n33yQSpd8hxq16Yp9evdheqEBlOPbh1o/ZpfRPhgG/SQM9O4l8wibv7s7+gZ3ga9Y9w+QK8Vy7EP7AsgQWPfWJ+WHCPHKccfqFdVxycjW5sugtiP8cRjPt1OTUAwQxjxOTiZMKodFESlS5SkwRdfwHG6h899Cm+vzgXHojx0AXbljiN3qFi1hNEeabfqAqyO2QnaiLpQ47scB9qPC5y23KK2h19op/YOB0aFEANffPoeNawXRI3r16FunVtTaEhteunF5yid23rnDi2oOy9DecQa2j7avbR/jgksgz18HsxM4PWx8gm72D/2gTiGrQMZ8bJcxXhKILbvuPVaKleuLLVo3ozat2lFVatUonvvvlm2x3rkCMTsIQbx+O7UcfTIg3fSlk1rxJ9MjHRxrOITo13ofKGOMQJ1kPd5ID3OilXUCfuq6sZqj4b8QtWrwgijMwUnIIigiL2bKCpiCyemMIqJ2k4x0dsoNno7s4PZ6WDXifAFNjYK97OPg+FkEBezV0aM7rrtVqpaqTLVrhWYyBkQRirpBtXGe4wq0cUX9eeEy4mVE7UfSRs2JIGjh5kz8Vw2R1Tj4mO2fOLEG0hszjpRZdV31bvCp9yv508kIYUkBg+Aj7GRuyiZE9Kh/Yl0/723UYXy5STpYkQGw+J9enaixg2CZXgewuSzj96hH2Z8RqNHvkhDn3uS5s/5ToQHxBAS6tdffEhPPPogjXz1edr+xzoRUqtXLKKvPn+fliz8mUaOeIFeeeFZ+mXxLNlGJWkkYowUVa1UltasXEL//Lmfvv58Op191ln0CvdKw/dsoenvThQR9Norw2n6tEm0eeNKKbN7x++SRFGH33/7KT352IP0xmsv0G9rlorgWr/2Vxo29Cm+IN9Hs376Wvbp42NHfatzANR50WEvV9TA8eEiitulmLuFeWWYZ5adnacJ24gOo2S+SD5w/x1UvhwmX2uEERPMcVu6xLnUr28v2rN7B19kE3l7xD8j+QF5ww3Zc4ufO2cgNmoHRYVvl7yB41Z14KwTgBhGDCIWUDf4H+1G5Z7cwC3gvKC2R3ziO24VRzBK5OOWVMtmDViQNJfYgp+zf/6GVvw6X2KwR9e2dEH/7iI0IIQwgvPu2xPpheHP0LxZ31EyxzHEC2z/MONzFlRDaerkMbR5w0qJcQiiedzpeHH4szSNt4MviCPlH3La/64cQm1at+BtVnCMc+w++RB3SsvSzB+/pq2b10he2LltA02dMo7m8j63bFpNC+f9YN1qYx8hlpErXuZ9fzR9Ku0N+0NEEjpBo0a+QqNef1nyB2IVOUpyoe38GPIH1c4VRhidMTBBbycHEyYFRtGBTPRCuHefFhMglsF3G6lxOYBezXH2pwH0LhLp8P4Muvu226liufJUqwYn2yxhxCIpK+nWoKrVKtHgQedTSkocHT6UTvszEjnZ+Ng3/0nJZB9yBuv97BeXZTBELL0+GY3SJ138j6BHwoUwQC8L2+MT3xXoUXkFEi2S3vYt66hl86Z0zVWXi2DB8mOHUzlpvUPnnnM2fTj9LdrFAqRJ/WAKql6BBvTpQo0b1aegWtXoRxZKmGcwcsTz1IjXX37ZEGrbqhldd/VldOhgCn3M21avUp4TeVNO2u2pUvlSMiKFhI8EjaSHBP7MEw9QpQrl2JcNhL/VKxZQiXPPptdYTC1dNJP3W4k6tD2PWjRryMJrGI0bPYJKnnOWXBQOc+/ziUfv4eRcmvfRkTq2a06fffyOJPsObZtSl07tqX+/3tSqeUNO2t9LcsbF2n5u1HnRocoURXB8uIjif5wLXBil7aEdZoHvpwmf42NHD9ATjz9IlSuXk3g8LowQp1ashnDMlitTkgb270NRkXvp778Pc0xwrKcjLvx55mAmxxKzPw3xHGsJem4HSuw460TOO4P4xIUbokDFJj5PBmI5L+hsIbcgp2A+0ZQJo6hGlUr0+SfTiP4+KEJFRkjZL3R4unZqxR2ajpTJ3/fu2kxXXzmYanLstGndnOoGV6dxb74iozlvTxlLdUKDqHfPbtSsSV169cVnxMb73AFp2jCUevboSg3rh9Cdt14n4kpyGu8LdXbNVZdRn17dKIPrEX9fff4hd2oqitDCre16dYKoL3eqQvn8Tp82hYY9+wgFB1WjLb+v4XrdK7fpq1euIOKqXeumEt/Ll87jWG1Obdu0pPOaNuIc0UVGmOCrnCOuf/s5Mpw+qp0rjDA6Q2DIGr2Dvbs20aaNv9Lv68Ey/n/FcTassrGaWaNn/VpmXRZ/bGA2rqWtv//GAbeBbrrueqpSoRIHoDVPAeIIj+urhAuq16hK5w/sR79v+I22bdtM69Ysp41rV9GGtStPysbfVuUA1q3k42Jbvy1nX1dIQkJvB7fpTqyT4w0RQ9ToRaGntGzJHFq2dA4t/2UuMy8L3Jf3ghVL58poCpIqPuuGVGdxcT8n/jgZ2sbyOTNn0DlnnUXjxr5GkSwkWp3XkP53+cXc+w8XGxVZyNx847XSu2vaKIQefuAOEVyffPgOVa5UgZYunkUzf/qazmIbw555lCLDd9MjD9xJdWrXoBV8bLgQYCQAQ+5Dn36ESpcuSQ/eezuNePlZ6tK5A9WqXpV+W72E62Uu1a5ZhS6+sC/98ftqOswXiNFvvEznst2li2fT2lVLRHzdd/etlBgfY13I+GJ30w1XU7PGdWnjul8pcu82TrzN6Mbrr5D92SdjO8+LE3u5oojcdgm0RdQvBCXa8SZ8rue4FDg21yMO88bm3zluOU7vvP1WFkYV5Pa2ikvpyEhnxhoxqli+DF10QX9asWIpbd+6kTatY19+Ox0Ql1aOwegn2vtvHHN7OE5xfnHhtdeHOu9quZq3hgs1YnLV8oUnBQ8G5IXsdhbQr0tmy2f47i3019F0iZPaNarQOm7zh/cnySgPxBtyCeIWt9J6dmsnImrU6y9QqXPPonffGiuxd83/hlCDOjUkV91x241UO6gG57ZfKDx8J+3Yul5GeZo1aUDXXnWJ3Or67ON3qUKZc+iHbz8Xe6gD3Mq+/ZbrqXGDUO6cvMJx+CILmYbUrtV5FLF3K2/zvsT7/64YJMcDQYzR4LohNSUvfvT+W1Ti7LPo9VefF8GFPBLBsTmgT1cWda1FACFe67O4eu3lofTnkTQRYzhG+zkynD6qnSuMMPIcXExQ2RGUmuSjD96fQh07nMc995bUuWMbprWNtsfp0I5pnwMdstGlY0e214GDCXTiC3NjCq7JIqjm8URrCSO8yyiIatWqSTVqVOdeUH3q0bUbde/alTq2b0udXNKFfTiRdgwfQ/uWXKaFjGi0457Z+DEj5PYU5kDhrb3OBqhA73Pxgp+p5XlNKIQvCHVDagv1QvkzQL3QYE8I5Z75hQN7cQ86jnZyUmzaOJTuvuMGa7I1Xyhxn/+Hbz+jEpzk3n17Au3ds5UaN6xDL7/wLP15dL8Iv+5d2tDV/7uEPv3wbQquVYnPYQu6/JLzZd4DhtZ/+v4LmvH1x1SmxFk084cvpXc5afwb3KOsTYvn/yT7hjBCgkePtUypEtS6eSO225quvGIIb/MV/fP3YZr141fS20VvlugI/cs95TdHviTCaMWy+TRl4ijusZbjupxJRw6lczJNl1s4aB9IyFdedoFMSK1dsyL/f6GMFkAM6M6JDn0bLzpAAECkfvvVR9SnRwdq36opt+kWgXbdimkd+NTHxsmQOOvYnrp26UKNGjagatWqcnxyrGYREEb8fzDHa62a1alBgzrUo0dnjlPEfmvq0K7ladA8cDwt2J8WMqqCUc3Rb7zCoicm65YuyHbeA8II89dwcX7myYeoDsdk4/ohJ6VRvbxht9GwXqjEacN6wfTR9Le47f8tYieoemW5LSajKdwBwOgn2jTm73Rq31xGjFL5O2KzW5f2fCx7edt/6JsvP2BhVJO+/PQ9WjQfeacxdevaiV595XkZDUIuqlShvMT1zTf8jy4dPIBKsoiZOPZ1GZXFxGvs4+7bb6QyJc+i1i0aUItm9Ti2LpCR2MOc895/d5K8p+qbLz4g+vcw/f3nfpkL2ICPDWL7lhuvozYtz5Pb47hljxwIQRZUowI1487VbTdfwwJuEHe6KtCjD90rI5gYWcbrOdQ5MuQP9rYOjDDyHIyU4MITQZnpiTRxwptUutRZVKFcSapSqTxTwaJiJaYyU8VGNQ1VGXuZKnwhrCpziqpUqshUolo1uLdZixOrmmOkhJH6PyjIokZNueVWsXx5TgK8/0qwdXJqVKoWoCrVqMzfhcpUnY+jasVyVKVCaapcvhSVOucsuS105GAyJSWgDnIejUBd/c692TGjXqWxo19jQTWSe2GvCWPfHOEpo0eNEKGBC2Ici7eB/XuJ8EHy+vuvQ3RwfzLdc/etVLVyRfp18WwZhWnSqAENf/YJFisHKd4fKaMx119zJf343WdUiXv5d952gwggzFPCnAKIrI8/mErl+dx/8dn7nJz/kltgdVmYLV00S4QReoJIus8PfZzruZzMA0JP3hfNgulAEh07kiECKzioJr0zZZyMSP3FvcjRI1+WW2nocX7C+6hZrZxc2P/kZHvkYDr7F0W9undmsdqSLwTT6KfvPqe5M7+VnjYuJrrzkRMntu+iBYQR6vWdt8ZSpXLnUvky51A1jtNqfD5wTo7HrBVriJlTozJV5u0qI15q1GDxE0IhISH8GZwVn3YwalSzVnWqUqWCjDxWrlg+F7C+ogPHNpXKyrFU48+qlcpQjSrlZFTj0Qfv4QtvnIge1IPuvGMEA//jtjfaIeJUxWhu6GLODXYb48fAzmvSCcBI1ZFDGTLHr1b1ijSc4+WfY5ly3tC5gK8Y2erasSUNubg/ZbJouvbqy6h9m5Yy2oS/Tz56h6pXr0JffT6d/v3niIygDXvuCQqqWZVuu+U6mjtrBtVn4QRxMn3aRBlpQscGT8BhHxBP2Mf111xB7dju8qVz5BY75qUhj0A0QRihjhGLairAk4/dT6F8rrG/B++7nc5rUo+2blotcY/tEO91g6tSr27tZP7g25NHc954hxbN+0lGfjGaqY7RkH8427sRRp5jCSOAx23fmzZV7jHX5d5PnZDaFMrJL7R2cIA6TN3jBNU/kdr1spdh6gTXkUfz63DAhSCZBkTRicIIyRdJOJRCmFDeDj80i1/hd9rMjXrsgwX+r8OEUj1O8HVxLEG1KIQTeTAnmKoVS9Hzzz0mF/WkeG5wWY8IZ2+E/hhrjlFSYHQGIgG3r/CECMATIV4it8wCIyeYT/TJh29zQitN/Xp1punvvSW9tdKlS9HtnDAxAoNbLG1bNqE+PTrS9zM+p6cef5DKlT5HepNIWrj11b5tC5o7+zsWRT/JMDx6hB+8N1kmUeM7ery4BVazelVazD1WGTHiOsAcpScevZfKlTpbbiGg7tBbx60d1AUuSJjD8NakMeL3of1JMnETFzcIMCTWBty7xojd999+xuVG0+yfvpEh/IrcA548YRRt3riaBdTbtIWPQx7d52TrPCc5oW/jRQcII1ykcFGqXYM7GdUqU53aHKuARUoox5EVqyEMx5AjNnKjTnA9vujVldgL4biTT45BEMy2EJtWjNrEkbrFhltr7EMId2hCgmrnAMd/EAutbGCZrUztWoHjqSnUDa4pbQ1tOCPFEka68416gTDChR9tHPGCNpuR5j8pEAl5wW4Dt62sXJAg4gC5AvGCkd4aVSuJYJr149d0w3VX0H133SQjR726t6fWLRpSLAuKyRPeoJIlzqWXn3+a1qz6hXp2ay9Ps+E2Im5pfff1J1KuX+9uvLy2PNDQm7fv1qWNxDs6bUsXzZa6QJ6AfYyCXzbkQurQvo08vo9bbEq0wP9pb0+gsiXPos853jGiBXF0/z23shitSDu3bqBPP3qbO8kluBP1f/KgBSZfYwrCnbddT82b1uVY/5J2bf+d5nAnZte29VmjecUhDs809jYPjDDyHDViFM7BnUhT35pINTjZ1q5VwxIxNkJYZIRwAj01LIETKkKHEyEn1mBOnrkJoyBOliCYE2cWtZBEef8C282FOk7Y7zrwA4m3Vk22VYNq18ToVll6fugTcnFPjONgxmPDGmGEkSQ1mVEmNgZu7SDxgBPL5z/YJwQCEhomeb73zgRq27q53O5o3KA+3XvXzTLk/e9fB+QJmDYtG8tcohbnNZXH6fEILnqjuFhgGB6Tshvydk2aNOJe5aUyafS7bz6Rd5hA3Pz91xF6m3uh3bt2lqdocIsCSRW9xsnjR3KC7izzrTB0jnYkE0s5seIpme5dOtIXn7wv+4KQmjp5LDVtWF9uyWG4HqNfbVo0oob167KPDWjqpDfl2O6580ZqxN+bNm5EvXt0ll4xkrWuPnLixPZdtHAKo6BqVVg81Ob2rcQQYowFjcRqvVODYwXxFVQrmGrVqp0FYtESRbkII9xa4+854oznbATEEZcD6LyEBtXkY6nBx1aLhdG59NRjDwWEUbT2vAPUDQQBbi9DnCBm3KCz5QadDZmvyN/VBHCMel5xyYVUr04o1a8bSk0a1qXXXn5O5s69MPRxERgYqc3gsg8/cCfVrRMi8dryvIby5CZsPnz/nRIrLZpxzHDMjh89QjpAuCXWsX1LatKoHrVs1pBuuuF/8qAE4g4+YJ7RA/fcTpdfcjGFbd9IKYhVriO0I7wS4KvPP5Db4Yh3bIMcMOzZR6lLx1a0L+wPqUc8xYbbhLilj33P/vkbzgO76IrLLuLldWTfvXt2kePE8cI29m1vs4bTR7UvhRFGHpC9ktEbZ+IiKSM9kd6aMoGqcg8Hw+PZ5xQAe4JUSVKHvczxhGcnu92cOG4nmNH3OE/EGtlygN4v2xRBxom3dq1qMmw/fNgTdOhgEsXFBd7blO29Lm7JPiHUayDQIEgwERI9RUzGxMiSuse/cd0yasyC6ZknH6HtW36TCaxIkpj8iYQNAYPPX5fMEdGD21XoYaOHi8nZ2AcuLLt3bqKwHb/LEzT4rp4IwsUHt9XUbS4kUNgHWI/kjO3gJ27RobeKyZwoD2GJiwdu9y1hgYZJw9g3LvYQfej9YgI3RJi66KjjLt6gje3miz9uWyY6hBG3eXQ8Am1djfKEBLPYOUWCuTNTG6NDHEcAoqgWxzQI4v0cJ/vtb4sTY//EZXVsWKNQEEcSu1zeolYWGAWzC6OUxFiuh+MCOHsu+++EMUQZcPqhOg5o0z//8CVtw6sxuL1DRCTwcsQgJpnjNhaWodOCp8UgZLAMHQ7EKh74+OKTadLpQVyhQ4ZOA2INt+wWzvuR9nHHB7EFsF/4g1dkIBYxkgZbAP7AR5T/Y+MqiTF8R2xiRBf+4Ds6QYhpPDCBW+5rVi6WshhdxnJ0XL775lPxFSO76thNzOY/qm4VRhh5QPZKPhVhlDeOJ7zj6MqdyHGxhRdB6uxoEQHlILB91kgV5kVUKsfC6EkRRv44XHSsl1ueOmdOGCHZIfHh3EFoIHlhtAWiB8IGnxBGDeuF8MXkAfrrz/0yaqNuR8EGJkfiOxKrJG62qX7LCd+TOEFiIrrcMuAkHs/r1b7xCTtSlvelRtDwuDQ+IYSwjSxDecY+2gYRhXX20S/5zvaQbHE88Avllb8GkJswOi6KsgujuqcMhFFw1vZ15LZ2dkF0KsJIxa99GcSQHSWMrPi0CMqiDu+jXKkSthEjCI3j7cLKYRbZ6+vMYhdG+K58kk4Dt2XEisQLg2UQKup1C4gLeUcbb48YkNtx/IkYQVnEBsQUbnfBBjoNWAfBhPJYDvA/lqEDg33DBuIR2yDGlI8qjuEL7GI7xC9sYhn8wfZyPFwOfuKWOHxFGewf6xC/mJ+J9aoe1HGr74b8QdWrwggjD8heyQVZGB0Hw/E6O6eKXRhhsuoLzz9JBw8mks+Hl5MV/BEjlaxw7pAAIWjUi/6U4MEwOG534b1FKlFiObaBDcwHsrcBvJRO7LNt2JNP3k6Vx+iQGi0CEGAopxKwAuvwcjfMr0Aixr6lLEaY2DcIOSR6lI3mZdgeSVa9FA/lURbLlG21T0NOwqgq1WWBoRdGp8/pCSN3hLA9XawCzEssV6okC6OHC6UwylrH7VmN2Ei753auJirL6Ct/SgwH4gqxjJebogxiF2UQQ/jENhA0KIdXW0gM8Se2xzK7X/iOuFK+4RPllW/yP38qf1EedtTIkjousROwhblOKKOWq/ygbCjbhvzDXrfACCMPyF7J2YXRFAijapWoBguHoOCgrASYV5SocZI9obpDZ0eHLsEq9MIonoURB3chGDEC6hYWeoSSuPg7EpxKeBAlmC+A9UjAKCPbBZKcAsuQdPE/thMRFUBXVtlQZfD9eDuyki4SJJKq6hmr7dS2+MQ+1TqUh992e9gen2o7A0DduRdGmCxtJxQPMITWozqhdZk6rgllZCK2At9DQxkWMyDEDiZt27CLLNnevh622Sf2y50weoQykjGSWLiEkfqOmMTIEYQOlqGs6iTYQTnErd22Ei5KWMVzGZTDOtjB/2r/WdsE7DlBGcSc2haxZ99O4HLZvgdQNuADjsO6pXc8xu37sW9nOH3sdQuMMPKA7JV8ojCqko/CCOhEjpfoEqyiKAgjHfbEqPtfh317t2Wdy7K3peMgYSKBqu3sZe3CB3aQqO37MOhA/bgXRhiJwWgPqFKlekCc4NaVPmZyBK/N4HjJTq3j/2N9Frzcjn0b2/pa2D4omOrUqSfCCy96tU++tpNdGOGX6QunMHIux/+IEfUdOL877djRrcMyhXOdAuuUrwr7drlht6NiWOFc79zWcHrY6xYYYeQB2SvZCKOiKoxOxvHtrePARVcP1h/fV/b2kzs5baeWneiLQQ/q6GTCiD8x+hKCW1Rqfk9tqlixIlWoUIEqVnIJlz9OBapQsZwLyvM+AJdXaMpVrFSebXI5pkqVqhTMvtYJhd/2OUb2ydeYY1Q4hBE+lR92v84Udn9064Far+LuVGJPZy8ndNsb8o6zfo0w8oDslWyEkRFG1nGcKIgUWH98X9nbT+7ktJ1adqIvBj2oI/fCyBJHQRQaGkz33HMnjXpzJL3++ggaOdIFKJfFq/T6yFeyg2Vu0G4zQnjjjdfpueeeobbtW8svvhthdPrY/dGtB2q9irtTiT2dvZzQbW/IO876NcLIA7JXshFGRUEYnR44hjCK8/Hx63Acb25vCD8V9L4Y9OQujOqyMJJ3dbEwgsiAoMDLORs1rEsL5s2io0cPUFpqogsSmPgs0pmMtAQHSRoSGWc5BdYdL5uZlkz0zzHau3sn9e/Xi8qWLsE+4ym0gBgKOg5eyloYhBGwiwy7XwUNu8+ngs5WTui2N+QdZ/0aYeQB2SvZCCMjjHAMEEZ2cWT7n4/Px21FgcmZ2dtQ3tD7YtDjVhhZv60XGlKLqletID8ds3DeTDq4P4ViovZQbPS+4/CFXE9YNnw4/+zDyUG53TYc28Xgqadw/gynwwfTadeOP6h/354BYWQbJTLCKM845/7osPt8Kuhs5YRue0PecdavEUYekL2SjTAywsi66Mb78IQLPu3HBVEUTtE+H0X5/RTtjyW/P/vPMuQVvS8GPXkQRtXKszAKpflzf5Lf0/P5+OLN51LAjyb7+bsWrDtOXBzvPwt8z4lwB47t/JFMBIukfZSUGEt//PEb9evbjcqVPZf9rsnxWbiFkR27X2cC7FM9LaZbb8fpq1t0tnJCt70h7zjr1wgjD8heyU5hNJGqVK1shNEpUViFERIYHuHFi+isl8HF87FE7dtG+LFaPE6cwBdRH4uhSH8KhcelUWQcX2D9Pm4zeIJGYW9P+YPe3+LMyYURPvHTIHhbdJ3gWlSjanlqwsJoAQujA5lJ8v4ZvBvHF4PRG3zi+8nxY7/Z2OMS5zbc1pjY6D2UlBBNWzavo/59ulEFFkZ1WBBZPwUCMcT+G2F0Agl83IJjOfaHR+cRv+pVGPb1/wXO+jCcHs76NcLIA7JXsl0YJbEwmmSE0SlTWIUR3kFikRwfzYnVxz3OKBZF4SKUEnyRLJQiKSY2nvb49tPuuMO017+fYvz4TSQk30Dbydae8ge9v8UZd8KoLgujuhy3+I2xmjZhdJCFkXotgoVlyw0ntve8cDxGsH+8NXn7H7/RgN7dqWKZkux3djFkhNGJQBQlaoQRwHvD8Nb4pPgI6z1nDh9yElVeoasTQ95x1q8RRh6QvZLtwijZCCNtUj8ZhVsY4fxbIgg/2RFNyXGx/D2G4mOimSiKjk2mMN8x2hn3D4XFHaEoXwJvh58lMcLozJHfwkgvgnSc2N7zQnZhhIv49i3rRRhVKG0JI4gg+K9EkRFG2Unw7aVE3x4WR/wZEEkK/GxPCudw/PxHdMQOivdbIkiEFJPEJAc+s7bBD2Yr8umBCoWuTgx5x1m/Rhh5QPZKtgsjcytNn9RPRuEWRpY4wmck7d0bThs376FVv+2jleujmEj6dUMMLdqQQAuYJZv8tHVnFPdKMaJkhNGZozgII/a9dogRRjmgE0YQOykcu34WQ4n8mZqcTmvWbqWtWyMoKSGFRVE4Jft2c7m9UlYBOwmMEUaFA2f9nnFh5HTALTpbXqPzI6/grasQRpOnTKDK1aqwMKqpFTl5QSdevEQniBTBtYJzFkbRO7ledUn9ZORNGOnOg1t09vIOJ1ZOlj5fJO0IT6Lvf4mh92Yl0jtz99M78zLovXlJ9PH8SGYffbV4L63buId8kRBGUTKZNg4TdBnv/SzOWMLIF72LDu1PoPffnUi1qlekWtyJqYu3SNdiQcFtu05QENWpXZOpQdWrlKPG9UNo/uwf6WBGkgiS4/Z07Tg/wcVW0yb4IhzHF2r8ePCOrRtoYN8eVLFsaaoXbImi41gjR8eF0aM2YXS8Xuy27csLMnaf3cHbcL1ByEDQJHHdJgsBYYTRIv9uFr8ptGaDny684lW64a63aWtYOqUkJlBKbBiX2W2VC5DMy0AinwtLJOn90vnvBp0tN+hseYnOBzfobHmJc/9GGOWCzo+8UryEUTDVrlnTCKMsMCl2D/njomlHZAZ9+WsKTZpzlMbNJxq3gGjy/KP03vw4FkjR9NnCCE6+XD7CCKMzS3ERRhj1MsIoO3jiDEAY7WZhtItFDeMLoyQmMSaMDqWm0Jbf99Etd0+h87oMpyYdh9J9j39G+/akUFqCPyCEdrIoYmJ3CLCRxOfKCKNTR2fLS5z7N8IoF3R+5BUjjIqzMNrLwmg3C6MoEUZfsTCaPOcIjWdhNJ6F0ZT5x2ja/BR6d348fbQ4llZtjCR/ZJQRRmeUoi6MlCjCLUEjjOyouUKJLF5EGHGuSvLtoIS47eT37+S8HUd7dvjp3rvGU/N2D1On/m9Suz4jqU2Xp2n48K8pOiKDUvDEqX87Jfq3siDaysJoO7OT/4fYsh711+1b578bdLbcoLPlJTof3KCz5SXO/RthlAs6P/KKJYySWBhNYmFU1QijU6KoCKNIrTCatOAvmjo/k95akEbTlySyMIohf0QMJ9NoI4zOGEVNGPkdwkiJouItjLKeHgsgyxg1p0jmGPl3UDyLohjOWYmpcbQ9LIoef+Id6tz1Werc+w3qev4k6tB3LHXqNZKXDaMRr39P+6KSKCHFT7G8TQKLoxTfNkqJwS22vTIh2wijU0Nny0uc+zfCKBd0fuSV48JoshFGp0zRFkYT5/9Dk+cfpokLDtB7S9JoxQa/JYxi+SLlw0v7wo0w8pyiJox8RhhpgBjKEkEQLIFP9VQZJlEn+HaQPz6MUg+k0Z6YNHr4mWnUttuT1LXPOOrSfxJ17j+ROjFd+/L/PSGQhtHLo36gyISDlH4wjeLjd1GSEUaCzgc36Gx5iXP/Rhjlgs6PvGKEkRFGOQkji79p7MKj9PbSA7RsY7xNGOF2mhFG3mOEUdEWRryc68Z68sz+OH4EJceEiyiCiMHE6QTfLkpMiaXopAM09LUZ1KrbcOoyYBJ16suCqB9/CpOFzkyb7m9Sqy7P09i3f6HEzL8pJc3P+9ghwiiZbSZm88P+ckirzeUlvx23cWrobHmJzgc36Gx5iXP/Rhjlgs6PvGKEkRFGOQkjTMAeu5Bo9MJ/6a2lh+nXjYlGGJ1xrItU0RVGLIiC6lmIOCquwsh68kyQEaLjpLBASgKJfgqPSaBXx82g1r2eYyZQxwHvUIf+E6lDX/6/rxJG/L3/BOo8cBp17PMudRvwGr314S8Un5xOyYmRbAtPuIVzHKvXbtiBT1abM8LoRHS2vMS5fyOMckHnR14xwsgIo9xGjCCM3lxELIyOGWH0n2BdpIwwKnrCyBoZwsgNBBGeEsNj9MB6LF8er4/ZS8m+GEpPSqPomP00avxP1HPgS9ShzyjqOHAite8/ntr3G8fCaDx17sNiiOnIIgnL2vWbQh36vUtte4ylbv1eoI+/XELxScmUFBdP/uhYiouJzgIvec0ujPTHcDKcx+gWnS0v0fngBp0tL3Hu3wijXND5kVeMMCrOwmiPEUYFHrQxI4yKizBK8O+gRP9OUo/mJ3B9JiXEU2rqMZr81iLq2msYde45kroNmECdBo6mDgNGswgaTR17j2EC4qjvWOrYbwyLovEsoCZRpz5TqFP312jgRc/SV9+spPS0fykpPpV8MRHyM0B4bYfzRY86/91gt3Eq6Gx5ic4HN+hseYlz/0YY5YLOj7xihFFxFkYsimLDWBjhPUaZudxKgzA6wsIowQijM44RRkVbGNnEkZ+FUBwerd9GifyZwAIpIT6CklIy6INPf6GevV+kDp1HU49+E6hr35HUrtdL1KnfSOrUl4VRH0scQRR17juGuvYfR516v0Ftu71MnXu/Sd378PIuL9IFF7xAP/y0iZJTDlIsRoZYiMX5tvP5wc+J7Ga/rJ8K0vnvBucxukVny0t0PrhBZ8tLnPs3wigXdH7kFSOMiq8wiudjEGEUH0Pbo/azMEqlSUYYFTDQxowwKorC6PiTaOEsjPZaL230syCK20bx8YjLSPInpdHn3y6nPhc8Te27vEq9+r9D3fqM4e+v0033fkw9z3+dBdAoEUYQSJ1YFHXqN4ba93idBgwZTTfdM4269X2JOnZ9nXr1GUddu79MFw55meYt3EaZ6RncrnZQdOTvHMdb+RyFsV9RclvN/vMrp4LzGN2is+UlOh/coLPlJc79G2GUCzo/8ooRRsVXGCXgGPCbWHGWMPpyWSpNnGsJowkBII6MMPovMcKoaE++DpeJ0JhLlML1l+TnXOTfQTHxLFDSDtMXP6yj7uc/RS06PUtde4+XR/M793iexk9dRd/O3kk9B75AnXqOpM4sljBShM8ufcdS604v0aArX6eFK3bTK2/8TK3aPk3der3JNnhd5+F05dWv05plOyk9OZlio7fzPjFqxMIoFvONotnfvNWr/hhPjs6Wl+h8cIPOlpc492+EUS7o/MgrRhgVb2EUn00YpdGEwIjRxABGGP3XGGFUtIWR9a4ieSSf6y7Rt4sSEiIpMeMI/TBvBw28bCS17PqiTK5u32M8te3+Er0+4WdKzPyXfpy3jXqf/zwLo9ezbqF17jNaxFO7Lq/QwEHP0YYtEeRPPEKPPfEhdejyvNjo2GsitWv/HN145au0cfU+OpCZSQlxfN5EGJkRo9zQ2fIS5/6NMMoFnR95xQgjI4ycwmgsiyHcSjPCqCDgRhjVFjFhhFHBxu6zHRFG0XsplUnxRVBychotXbmHLrr8NWrXfRR16zeVuvSdQG07v0TPvzqbohIOUuaRP2nGjxup14Ch1Ln3yCxhhNtpnfuOozYsjC4a8hytXb+Njh37i3bujKf7H/iI2nZ6hbr2nUJ9+k2izq0epxuvfZU2b4ria0AqXwvYl5goSoyJ4LyQt3rVHZ8bdLa8ROeDG3S2vMS5/zMujIoDzkoGRhideWFUUEiIYWHEF9z4+BjaijlGy9No/NzDNMYIowKES2EUEEX/vTACdv+P79fPIjwj1Ufbt6ynAb27U4XSJfkYQrKEkRwLRr6KoTBKi9hLGfv20aGUDFq5cgddc+NIat1pGPUd+C717DWe2rZ7nOviA4rem851kUTpyYdp5syt1LPfUOrU2xJG8iQa5hn1G0etu1rCaMP6rXR4fxqlJaTQnq2pdM9d71DHri9Rv/MnU2/ermXr++me+ybS9p0xlJ6YQKl72J89yA0mhgsCzrZihJEHOCsZGGFUPIURRosSY1gUiTCKpW0sjL5YkUbjHMIIn/j+1hIWRr8bYXTmyUkYVaG6tUJZTNQxwsi2vCBj99lOIouQQ3E++isxgzas3EfX3zSSOvYeRl36jKH2XUZT+w7P0OOPvUfRe5IpKTqK/Pt2U0bKIRZG21kYDZenzzr2O1EYXXDxs7Rh7VY6mplKKTGRlOFPps3roumGm8dRh+7PUvcBo1hQjaCWnR6m+x+dQju3+OhQbAqlsEDL64iRIX9xthUjjDzAWcnACKPiLIx2cgJkYRTnp22RB+jLlek0bs4hGhMQREYYFQSMMCoOwuhAUgLt2LiXbrl5LLXrOpy6nD9W3k/UrP1QuvWeKbQnPImOHc6kuMitFBexk+vkEM1iYdSj/zDq0Ce7MOrIwqgVC6OBg4bSb2t30tGMdEqJ3kO+PTspMyWD1q7fS9fcMpLa9h5OHQa+Qe36v0Ztewylhx/5gCJ2xrP4wgRsE8MFAWdbMcLIA5yVDIwwMsLICKOCjBFGRVkY4TfSUuKjadfWPXTPnS9R8zZ3Uee+EDqjqUX3Z+n/7h5P67ZEUtr+ZEqI20EJMX+wOApjgXOIZs/axsJoaHZhxNvJiFG3ETRg8HBaszaMDqfvp+SofcwuSvbvoZT0eFq0YhsNuY5F0YCXqceQSdSRBVXTlvfQsGET2C+fFduaYzCcWZztxQgjD3BWMjDCqHgLowTcSmNhtDXqAH2xKp3GzD1Eo1kIKWGER/aNMPovMcKoaI8Y7aUkCKMdkfTCCx9Qm853UevuT1HrnsPof7eMoqXr/qDEzHiKieNYjdtKyXgZY/Reykw9QrPnbKGeA55lUTOKOuGFjv1ZHPUfQ537j6c23UdQvyHDafnaPXQg/RAlRkZSKreDlNjtlBC/nZLSUumHOZup3yXPU/Ouz1KH3iOo18BhNGHyVxQbE8N+5f0lj4b8w9lejDDyAGclAyOMirMw4h6oCKM4FkYH6XMjjAogRhgV9VtpuG2VlhJHcfHJNHriV9S220005KrnaM36KEpmARPD2/rjkKt3UzLsREVyPR6hWSxseg58hjr2e+O4MOrHwmjAeGrdg4XR4GG0bO1uzu9HKSEyhlKjIyklZjfb2U6J8fsoI+MgzZy7hbr2fZg69LyfPvxsFSUmHZGfINH5bzjzONuKEUYe4KxkYISREUZGGBVkjDAq8sKISYjbRSmp4RQZ46Np02fQ/IVraH/mYUqIieZ441jjeMNnIn/3R8VwPR5mYfQ7C6OnXQmjuEg/pUTHMBGUxOciKY5FVlw4pbPA+vb7VfThp/MoNm4/JSemsS+x7K+J4YKAs50YYeQBzkoGRhgZYWSEUUHGCKPiIIys9zyFsShh4eOL4Zj08TYRFB/F2/G2ft8e/gzneI0kX2QkpaUeoplzNlL3AU9Rhz4jWRAdn3yNOUatur1K/QYNpZWrd1FG2kHyR0ZTIttLZsEjP0OCfcIniKC4BIqPj6f4BD/7gInXkbxvE8MFAWc7McLIA5yVDIwwMsLICKOCjBFGxUIY2cCLFvEZJ+8ZQ33u4njDL+2znZgIiokOp9TUg/TTnE0sjJ7RP5XGwqj/xUNp1UoWRqkHKDYqwvqhWsDCB6NP+DkSxC9+qDaRsWKZxRiWO3w3/Dc424YRRh7grGRghJGZfK0mXxthVBAxwqi4CaOsbfi8QRjFszCKzyaM9lFKGoTRH9S9/3M5CqMBFw2lNSt20X4WRr4otu3Hz37gzeSRbNMSRrr9A7vfhv8O53kxwsgDnJUMjDAywsgIo4KMEUbFXRglxEAUMXjpogijvZSCEaPZW1gYPZujMBrIwmgtC6MDqfuNMCqkOM+LEUYe4KxkYISREUYJgfcYfbHSCKOChxFGxU0YASnPJPC5S4wN41g9LoyiY/ZSMkaMjDAq8jjPixFGHuCsZGCEUXEWRpxs+YKbGBfLwmg/fb4yjcY6fhLECKP/GiOMjDAywqi44jwvRhh5gLOSgRFGxVMYAYgjSxjFGGFUYDHCyAgjI4yKK87zcsaFkdMBt+hsFVR0/hthVMyFEV+sEvwsjKL202fLWRjNO0JjFhphVHAoKsJoL/uxu1gLo1NFhBGff5ljFL2D4qP3kD86nGJi91FK+iH6ec5W6tH/OWrf+3UWREoUjaFOgfcYnX/xMPptZRgdTDsg250JYaSz5QadLcOJ9WmEkQfo/DfCyAgjI4wKMkYYGWFkhFFxxVlPRhh5gM5/I4yMMMoSRstSaex8I4wKFkYYGWFkhFFxxVlPRhh5gM5/I4yKrzCK52MwwqigY4SREUZGGBVXnPVkhJEH6Pw3wqj4CiMcA4RRki+Gtkdm0qdGGBVAjDAywsgIo+KKs56MMPIAnf9GGBVnYcRJN3o3JfmjaHtUBn26PMUIowKHEUZGGBlhVFxx1pMRRh6g898Io+IsjDjxijCKNMKowGKEkRFGRhgVV5z1ZISRB+j8N8LICCMjjAoyRhgZYWSEUXHFWU9GGHmAzn8jjIwwMsKoIGOEkRFGRhgVV5z1ZISRB+j8N8LICCMjjAoyRhgZYZRXYTSc1q7aTfvTD5Avxgijwoiznoww8gCd/0YYGWFkhFFBxggjI4xOQxit3MPC6BD5Yo0wKow468kIIw/Q+W+EkRFGRhgVZIwwMsIor8Lo+WzCKI5FETDCqPDgrCcjjDxA578RRkYYGWFUkDHCyAijvAmjgRe/SGtW7aVMLhsbY4RRYcRZT0YYeYDOfyOMjDAywqggY4SREUbuhFHHPqOpE3927j+OWnd/lc6/+AVaHRBGMdmEUQTD4sgIowKPs56MMPIAnf9GGBlhZIRRQcYIIyOMchZG3ZUw6sOCqPdo6tZ7DHXvN4Y6dHuBLrx4qAijjBOEEeoN4gjoxZHOHzfobLlBZ8twYn0aYeQBOv+NMDLCyAijgowRRkYYnUQY9XqdOrEg6tprNPXgz559x1CnrsNYGD1jhFEhx1lPRhh5gM5/I4yMMDLCqCBjhJERRqcujDpDGA16llatZmGUcZi3iTDCqBDirCcjjDxA578RRkYYGWFUkDHCyAijPAqji4fRipXhlJ55mKJYAPnijDAqbDjryQgjD9D5b4SREUZGGBVkjDAywug0hNGKfZSReZSiWQDF+neT36fODwSREUYFHWc9GWHkATr/jTAywsgIo4KMEUZGGOVRGA0eTstXcn7f/ydFsQiK8YcZYVTIcNaTEUYeoPPfCCMjjIwwKsgYYWSEUV7nGA2nZSsjKG2/EUaFFWc9GWHkATr/jTAywsgIo4KMEUZGGBlhVFxx1pMRRh6g898IIyOMjDAqyBhhZISRO2Gk3mOU/VZaBKXvN8KosOKsJyOMPEDnvxFGRhgZYVSQMcLICKNTF0Yduw2jiwYNpxUrImSOUbQRRoUSZz0ZYeQBOv+NMDLCyAijgowRRkYYnUQYOd583aPfaBZGwy1hJJOvjwWEkXkqrbDhrCcjjDxA578RRkYYGWFUkDHCyAgjd8KoEwujriKMMGL0/AnCyDyuX/hw1pMRRh6g898IIyOMjDAqyBhhZISRO2GEH5Htwp+WMHqBLho8nFauCKf9LIxiWQT5WBQZYVS4cNaTEUYeoPPfCCMjjIwwKsgYYWSE0akJI+tHZF+iiwY9TytW7qX9mUcpNtYIo8KIs57OuDAqDjgrGRhhZISREUYFGSOMjDA6NWHUjYVR++4v0YWDX6CVK/bSgROEEeosZ1EEdP4YzjzO82KEkQc4KxkYYWSEkRFGBRkjjIwwOnVh1E6E0fO0asUejTCKYCK57owwKug4z4sRRh7grGRghJERRkYYFWSMMDLCyL0w6tx3DHXpP4baBITR6hW7uQ0cIV+MEUaFEed5McLIA5yVDIwwMsLICKOCjBFGRhidqjAax8LoZSOMigDO82KEkQc4KxkYYWSEkRFGBRkjjIwwylkY9VDCiAVRh746YRTGbeCwCCN/1vkxwqiw4DwvRhh5gLOSgRFGRhgZYVSQMcLICCP3wqgTf3aGMOr2Kl046Hlas4LbTeYhFkXhRhgVQpznxQgjD3BWMjDCyAgjI4wKMkYYGWHkXhh17DeGOg0YT627j5ARo7XLd9HhjEMUF8OxyvVvnR8jjAoLzvNihJEHOCsZGGFkhJERRgUZI4yMMDLCqLjiPC9GGHmAs5KBEUZGGBlhVJAxwsgIIyOMiivO82KEkQc4KxkYYVQ0hJEk0Rjr88T11sVV568RRgUdI4yMMDLCqLjiPC9GGHmAs5KBEUZGGBlhVJAxwsgIIyOMiivO82KEkQc4KxkYYWSEkRFGBRkjjIwwMsKouOI8L0YYeYCzkoERRoVfGMVzokyIsThRGKkk5/QXy3kbTrZJ/qiTCqMpLIyW/Z54GsKoYNRV4cMIIyOMjDAqrjjPixFGHuCsZGCEUeEXRgmc9BI5YQKIJL9vL/n8fCHiT/yKtpTzhfEngM+c+GI4OTIJUfsoyRedqzAaC2G06BAtZ2EUFxmbJYyQWBN4Hwl+tsn7g0hKkGVIrPa6wf+qvhRqnSF3rLozwsgIIyOMih/O83LGhZHTAbfobHmNzo+8YoTRmRdGuvNwOiRyoktikZMUE8mihJMeC5TYOG6bLFjiIVx8u5kw/n+3fI/nMvGxLGxio0VMJfujaUd0Jn22IpXGzT8qwgiCyC6MJi08SMs3JwWEUTTvK4oyosIpLfq4MEKiTY6OoWReFy/7A1gO+P+4rRbih/5YdPVVvDHCyAijwiOMdLbcoLPlJTof3KCz5SXO/RthlAs6P/KKEUaFXxglcaJLZlEEsZLgQ8Ljdgmh4g+jJN8uIZGFSYLfKYxiWBjxthphBFE0ad5xYTRx4QFasTmZ4qN8IoxSoyPpUMQ+yozixA0BxvtLYD/SomJZLLFI829nEcT4IM44AbMv8fGbLMQP/bHo6qt4Y4SREUZGGOU3Oh/coLPlJc79G2GUCzo/8ooRRkVhxCg8II5YkPBnEn9PZt9SYndRWsx2/twh4kgrjDhhuhFGE+bvzyaMEjmppnGixn4gikASH1saJ9+06O2U7NvC+2NhJKNW7KeU4eQuBLZxHAfQ1VfxxggjI4yMMMpvdD64QWfLS5z7N8IoF3R+5BUjjIqCMMKo0T4WKRYpMfsolfeTwSIokwVIuh/ziAIjOyKMsB2LIyaRyyb7Y3IXRphzBGH0B4SRX4RRnB/bs62AwEngfSRynST7wigtfjclxe2iRBZiWG731RJFRhi5xwgjI4yMMMpvdD64QWfLS5z7N8IoF3R+5BUjjAq/MMJkZ0sc7WVRtIeSo1mgsOBJi/dRkj+OL0ixXCaWy2LuT2A7ESe7ebswSo47yYhRNmFkjRipp9LU/uNi9lJMNF/84nyUmpZGyclJlBCH/Vpl7HWV5YMGez0ZgBFGRhgZYZTf6Hxwg86Wlzj3b4RRLuj8yCtGGBVeYQRBYmE9CQZhlMxCJ4n9ivfFUZRvP63c5Kfla8P4GP0skiBUIgKiaBfFx+EW286TCiN8Hz//AAujlOPCCLfTWHClcMLFLTvURZQ/njaEJdMvv/koOvIwl8sgX1SUXBDjeD8WakK2/ph09VW8McLICCMjjPIbnQ9u0NnyEuf+jTDKBZ0fecUIo8IrjDBKZBHBhFMiC44k/05KjN9H+6KTadHvKfT2nGia/vN2+m09xBGLmrhY6zYWl8Pk6MTYbZQSF5WzMFrwD41ZBGF0MEsYYZJ3YnQMpUX55cm01BhO2gmxtCk8mb5ckULTfvTRkqWpFB52mGIi/bxfFkP+beSP20I+TMiWW3r6Y9LVV/HGCCMjjIwwym90PrhBZ8tLnPs3wigXdH7kFSOMCv+IkTyuL0AY7eDEuZtW/RFB783dR6PnpNLUhZn0xfwoWrEpmsJi+AKTFMMCaS/FRrI4itxBqfExtDNmP31me4+RJYz+5c+/aSyE0bzDtHJzGiVHxtL+SG4zUbspNWoHJXHdpSbG0eotsfTp0liavOggTVlwjKbPSqV5v8TT7rA4Tu7sow+iaAvFxO0IPNqvPyZdfRVvjDAywsgIo/xG54MbdLa8xLl/I4xyQedHXjHCqLDPMQoPCCNMvN4tt8Z8cXto7c599O68nTR6XgZN+ZVoKouVj5f4aQELpvDkZEpI8bMv0ZxsOcnGx4ow+nQZC6N52YXRJAgj3Erj5as2p1BqRDgdjdhFByM28T7Xkz8xgrZGpdMXLILGz05jEXWM3lx4hMun0ax1KbQvIol9soRRLERbXBgLI91xWOjqq3hjhJERRkYY5Tc6H9ygs+Ulzv0bYZQLOj/yihFGReFWGuYX4dF5vLNoOyUm76Y9Cbtp7ubd9PbCNJq4mIXOUmbhMZq+NI2W7U6l3UlJFJOA22rhIox2QBhhxIgFkLy3KCCM5FYafx8//xCt2OKn5OhtdDB6E2XE/k7x8btoc2wqfbV+P01emEGTFhzmfRyi8QsSaPqKKNoYk0ZxiXiKbQcLo63k84dRLPtthNGpYISREUZ5EUav0gWDX6DVK8LoYOYh8sWGkz/r/BhhpPPBDTpbXuLcvxFGuaDzI68YYVREhJEvjJJ9OxgWRnHbKSZpG+3wR9PsDRn09qIjNGEpixwRR3/Re0sSaPGOeNoaHUXRvj2UkuhjYZRJH/2aSGPmHbYJI8wx+jcgjA6wMIqmRP8WSvH/TglJe2inz0/f/BZHE349RGMX/81lj9DUOYn0+bIoWh4eQ7sSIsgXH8bJfRv7uJ38vK9YX2TgUX/9Menqq3hjhJERRqcjjHZzGzhCvpgII4xs6Hxwg86Wlzj3b4RRLuj8yCtGGBX2W2k4h3sokY8jyb+NUnxbKTlmOwslTqLxcbQtPJl+XptCUxccpElLMF/oXxr180F6f3EKLd3pp4j4WL5YJdL26Az64JcEGj33MI0LCCOA/+XW2jxLGMUncH0l7qHtcQn048Z4eveXFJq46KhM0B435yB9uTCGtu5LpvCkSIpK2M71u5UT/HZO8HhybR8nZ07IeLlkDklZV1/FGyOMjDDKH2Hk8+3mzgnOjxFGOh/coLPlJc79G2GUCzo/8ooRRoVfGOF9RAn4+Q//TnlCDBOjMyKjKTXKR/ExftodmU4LfkujyTMTaez8YzQaI0DzjtEnLIQ2sDjan5FGO2Iz6P2lcTRm7sEsYaTeYSTCaO4BWrklXt5TtC8+jWZtiqe3f02lSYsO0+QFf9Kk2YfpkwVptH3PET7GhMBj+dusp9+4nuLxy/+cnONjjDA6NYwwMsIob3OMLhj8EgujPUYYadD54AadLS9x7t8Io1zQ+ZFXjDAqCsKIkyeLoyROevhR1/0REXQwnAVPRCylR0VQmt9HUZHJNHtlPI39icXRon9o/GIWPjMP0jcLwmn33mja4T9E039NoNFz9tP4wORrfI5exPDnpDkHaH3YIfIlHqGFvyXStMVJNH7Jn1zmH5o65wh9MtNHGzZnUEr8EUqN9VNS9G5K5Ashfvk/PiaK4vA7btGRjPXGbSOM3GKEkRFG7oVRJ7swGvQSrVqxlw5kHqVYFkNGGB1H54MbdLa8xLn/My6MigPOSgZGGJ15YZRXrER5InHywsS9lMj/J0fvo7TICEqPiOLPSEqO2kepMXspDU+esTj6cpmfJszLpEksjMbP/psm/RhH3/4SQ8v2/k3TlyfRm3MzaHxgxAgjR6O43JhF/9LkOUdpxa5/aPWuv2janASavOAwTYKA+plF0dwkWvN7IvmiktmHOEr24df32Se+IMfjaZhYC/wfz0kdt9SsutNx4nEXb1AnRhgVW2HE5w5vp0+M2cn/8/KYCIphQZOacZhmzt1GPQawMOozkjr2HUud+4yhrvzZvf9Yat/9Jbpo8PO0auU+OrD/GOe5SJswQp1BFJkOSkHHeV6MMPIAZyUDI4wKmTDi5OjEuS6RxZH1GfjOyTWZhVNsgp9+j0ylr1al0qQ5mfQWC5txs/9igXSEPl79F723LIMmLDwswmgCg9tooxb/K/OSJs/9h75Y9S+9v+QYTVxwjCbxsrfn/E0f/JxOyzemcLJO4fYUyRc/zCOCALIu6Po6y2kdOPG4izdWXRlhVNyF0S6J5SxhlHmEZs3bTj0GPkcde49kUTSWuvUeQz35s1c/FkndhtOgwUNzEEawb4RRYcB5Xoww8gBnJQMjjAq/MDoZMmoTw6IlLpqiE+NpQ0QSfb4sjt5Z8DeNn0M0fi7RxHl/0dRFf9Lkxf+IMAJjF/5Lo1kAQSDJZGxeNo6XvbmY1y06Su8tSKPFmzIp3J9Jvtgo9pETL/dGIYxyFz+5oT/24osRRkYYnbow6gJhNGQorVy1j/YfOEaxfiOMCiPO82KEkQc4KxkYYVQchFGECCPMLYiPi6LIuFhavy+Vvvj1IE2Z8w9NguiBOGImBUSRJYwC4H+IImYMi6I3Fh+j8YviafbmBApPPki+hDi5nZfACRyiKJaTLR7N19fZydAfe/HFCCMjjLILI8RXmithNJyFUThlsjCKYWEU4zfCqLDhPC9GGHmAs5KBEUZFXxhBsOBx+aTovUwEJfhYHPkSaW3YAfr0l/00fvYBmrLwX5owi2gCRpAw8ToAxJAII/zPImnCor9o4qIk+uq3GNqekES+ZB/FxWF+EyduCCPcsjPCKB8xwsgIo+zCCC9rTM84QnPmbqeeA4wwKso4z4sRRh7grGRghFHRF0bJ0WGUFr1NSInZyYmW7fmjKYrF0fIdaTRlcQJNWnyEpuJJtcAv6k/kTyDiiD/H8SfE09Q5SfTTmlja4U+l6BQf+VkUJXBdYB9JnMRFGPnxqasvN5x43MUbI4yMMLILo/A8CqMIBh2XsIB9I4wKA87zYoSRBzgrGRhhVPSFUWpUGB2I2Ebp0b9TIt5aHbudEn34CZF9tC8hieZFZtDUZak0bu6RLEEkb72GMAp8TppL9M6sTJq7MokiouIpOcnH4iqS7UdQclS4PA2Hyd4YKfJl9Uzzgv7Yiy9GGBV3YYSOh4z6cizjiTIIo4yMozRnznbqNWAodeyTXRj1Dgiji1kYLYcwOniMouPCucOyi/yM1aZQd0YYFXSc58UIIw9wVjIwwqjoC6OUqN2UHrmLUqK3UYJvK7OTe6C7KSmGe4+J0bQvM4MWbE+idxYksig6RJMXWyNEb878hybP/5feYWH0zg+H6MfFSbQ3IoNSk+NZYOH9KuGUFBVBKZEMiyMII309nQonHnfxxgij4iyM4jl+5VPagXUefSxqMtOP0rzZYdSn3wvUudco6tJnHHXvNZZ69h5HffqOpa6BEaPlqzm/szCKidvHwmgnCyOV61B3EEVGGBVknOfFCCMPcFYyMMKo6AujxADWdwia4//Hc080LiGcIhLT6Jcd++m9hUk0Eb+Oj0nXc/9hsXSU3vspiX6cl0hhu/dTUnwSxcVFUJwPL2/EnKV9MlqE9yXhNQF4d5G+rtyiP/bii1WfRhgVP2GkQ35vkDslmelHWBjtob79XhJh1JUFkV0Ydes6jAYPhjCKYGF0lIXRXoqN28HCaAfbsc6RvQ6dOPdr+G9wnhcjjDzAWcnACKNiMPk6FyBw8Iv3sQmJtC/hCC3enMHiKEXeVfTOUqKpM1Pom8V7aFdkLCUlxnF7ieLkjO0sgYVRImtS93Gb8mJHrh87+vrTkf2YDUVJGO1hYeQ3wugUUa/A8POxWsJoN2VmHOLzu5N69x9GHfq8Tp37jqEufUdT935jqNeAN6lz9+fooiFDrRGjQ0coJp63i9tuCSOZZ8QxaqtDJzo/DGce53kxwsgDnJUMjDAq3sLIzzZlYqYvmuLiUikm8U9asjmTprE4mjI7ib5clEBboxIpIX03JSbskPkOmD8EcYTtIYzUiySzweUURhidDkVcGNUOZuoIdYL4OIwwOgHE2nH2cKzu4pydQXNnracefR+hVr1eoDa9R1D7Xq9SJ/7s2ucVatf1MTp/0FO0fM1eyjxyhDs+dmFkzTOy16ETnR+GM4/zvBhh5AHOSgZGGBXzEaNAb1SeUomJpIT4NNrnO0QLN6fSdysiaOOeZPIlJbIoYmEk85O2ZSVWZcMIIy/Jb2F0psFF1mpfeCu6XhiFGmGUCxBDqjOC/6NjtlNqip/mz/mVevW7i9r0fJpF0XDq2HMYdewxlDrx93ad7qfLrxrKwmg3pR08SLHxe8gXz6IobifF+8MY/fVAofPDcOZxnhcjjDzAWcnACKPiLYwU1hwkbhOxMeRPSKXdsem0eU80RSXGUXy89dtniZyQE2O3Zw3FZ21rhJGHFCVhtJeFURxt/2MjC6OeLIxKG2HkguzCiPHv4g7MXtoTtou++HoBTft0Fb3/2W/0wafraPrHa5nV9P6Hy+irb1bQ1m3RFJeYQL443j6e85wRRoUK53kxwsgDnJUMjDAqxsKIjwFPpqVE82c0jgWjR5hDFEvxcX6Ki49hURQu+8V6vKsoEU+yycUugpeHsx3rMX2dbSOM8oPchFEIiyKIo0I0YpQSbxNGpYwwckGWMJL4xFyjXZSYxDGZFE2JyYnyS/sp6UcpNf0IpaYeskg5TCnJBygpPoUSEjieE7jO4naxIAIck0YYFQqc58UIIw9wVjIwwqi4C6Nd8p6jLGHki+BPFjzcM02M4+Tr38NiaA+X20fJvA1GjuKkDH5ixHrUVz31lu3pN4woBcCjxu6xjtOgQJ3ohFFlqhsUzKII4sgpjMqzMAplYfQTC6MUESSWQHF/wcPcs7xyfF+K48IonYXRNhZG/Xv3oPKlS7K/fAwsjIQsYRRkhJGNbMKIY8sXs4OSk7BsF8Vy/MbHcR0EEMHjx/uJooQ4/Iahj+ufbVgjRQD/Z69DJzo/DGce53kxwsgDnJUMjDAq7sIo8NZqEUZIqtwu+BMvgExikrlMMn/HyyAVCfJiOIsETrqJvCzJth7fE5isNhZY5iXa4ysSQFzyRTFXYcSfEBQBcVS9cgUWRnVYGP0swsjHgkRGGoC6HXMSfEwst+9Th7dX+3IAP9JS42nrlo3Ur08PKlemJIVynggNDmbwRBqEkQVGkowwUiA2kW/UdzXyw7A4SvDj9pgF/k9wjgpxfMTz+bSWMfjfVn/5SXa/DaeLs36NMPIAZyUDI4yK8xyjwGgQiyKM9MjL5ALtAj8bkpSFJXyU+Enki5x6OVyClLVQZbLESgD13Uv0x1cUKGrCKJGF0e8sjLoHhFGQEUYnxSmMwgIPQOAzjHN4QPAw+D9BjQrZ6kiQkSLN8nwku9+G08VZv0YYeYCzkoERRmbytR3VLnTiwy58stpPDmXPNLpjKRqcgjAKqiXiqFol3EqzhNGB9BSKjYYoiWDwO1v4SYmTE8vE8P7zAgRQdqz9w4/UlISAMOrJwqiUEUaucAojlX+s7/a6yBUjjAodzvo1wsgDnJUMjDAywsiOahc68VGQ0R1L0cCtMIKgsMRR9UoVqEmDOrR0wTw6fCCd4uNiKSHOx+AzxiXRfBGNyhMn2sK+fYSJ/Wkp8bRvz04a2L8vlS1diuqEhIoosoQRC7sAZo6RHSOMiivO+jXCyAOclQyMMDLCyI5qFzrxUZDRHUvR4NSEUd3atSioehVq1qg+/bIIwiiTUpISbMS5JjnRnyey24lnrH0nJcTTgf1ptHP7Vurbu1c2YYQYNcIoJ4wwKq4469cIIw9wVjIwwqjwCSOdEMhaFiiTV+xi43TIT1tucB5H0eHkwiiUP612HkShTJ2QIKpfN4RuvvE6evbpJ+gJFhdZPP6wax5/7KE8kc3OY49k7fvxRx9hf56ke+++ixo1qEfVq1YJCCPLfyOM8oa9LhS4xY3crlvnJTr/DHnHWb9GGHmAs5KBEUaFRxjF4SKJidIsBJJ84VkkMsn+SPlMiY+k5LgIzQXWHU7BYQfr43n/J9vGXs65zivs/hQtchdGoQ5hFMIio05oCAUHBVHFCuWofLnSVL5saapQrkwA/H9yypcrReXKlswTJ9qz9g0/ypctQ5XKl6daNWqwKLJuoakYNcIob2TlcgdYJu+wAo6ybjidbQz5g7N+jTDyAGclAyOMCpEwgthgIIYggCAI8H96Ygyl4cLB61LjoygtMfoE4XC66C/aFrqyidy24FuyP4KSuI3lVj4/sNsvWuQsjOpAEAWxsAgIo2Cmdm1u47bPYExurs1igz/ryCRnd9Th+MXoU57Q2AMh7IcViyzggmBfCTqLoiSM7P45/YRYyc+XbsI28ngid4hSOfaTOTfAfmxUmODcn84vH5fzRe+2RqXZltrGvl1O29txljWcHs76NcLIA5yVDIwwKhzCCAkqOnwHRe7eSrERO2VExhexi2LDd4pYSkvghOiPFGGkhIhOQOQFdZGOi+JjtsOJFJ/2USSUxzJ/ZJiIo4zk2CyhZi+T3yjbRY+chFEVwssRQxgIIksUWQQFBQnW9yAWRyxIQliMhOCdQW7h8iJkTh29PcQh1lvCSIkje4wWJWGkgNBQ/yOGIT5yEhx5JasOUB/8CZETxbkCQBhhn2q/qrwdjC6lJsWIqErk3IFlykedn87t7TjLGk4PZ/0aYeQBzkoGRhjlLozi5Y2xeuJ8+no+GbrzkBNqG0lSnNwgetI5gWUm++hQejwdSI2TC+ie7b/T778tp6g927KEgl04ZN12sy2zY78Y65alxEWK+MpMieV9+kXwQIRhRAjrIYQgiFR5iKXofTto19b1tHfHJlmmbCr7uu8nW54TKF80OZkwCrRvRsVBdmEEWIiwMNKJlZwpvMLIvi43nNu5RWfLDsokJ0RROmKEYxXg/3SOHYzqAJRxig5sK7fBOMbtywHeKA7Bk5NQwSfEDzpPEEeZaXF0ICNBfrQX/x/KTKSkeLyt/kT/sb9NG1bRlk1rxQbEEcrZhZF9v2o753f7MkP+YK9bYISRBzgrGShhNIWFUdWqVakmC4fjCbUgwAmee7xZaMtY2JOsk7wKowQWQPhpDD3W8PUpw3XuBiRJJCo5d8wBFkJ+To7T355Id9x0DT3z+IO0fPEcOnowjaZOGEVN6gfT/Fkz6GBavAgTCBmIhnhOahBUySxuII6wDkBcpXIZLIOw8UXtkvIQOxA9KKNGhDJTfCK+pk0ZRy8Pe4pee/FZmjjmNdqw+hc6nMFJFzbQO43cJeWxbNHs76lB3VB69aWhIuCUiMIIUkYSXyQC+0V5u8jBbULn7TdgL+PEWbbokJMwqsTiAY/ns+gICIxguX2GW2s2+Lt6HB7U5e9usIsuPScKIgsIsOz7PE7uNi1RZL2ksi7HerlS57IweviUhBG+62JJiy423aCzFQBxijLw5duvPqbrr7mULrm4Hw195lHa9sdvlMlCJYXbP0QKyuETt74Q58p3mR/E2yM3p2Akh4G9WI4tfIpIYWSfbCOFRRg+sRzbRuzdRmNGvUzPPPkQPXz/7fTIg3fSrJ++pjSOd+wDo0jYJoG3SWPbkfu2U7/e3emCAb0ohvch4ojXpXPMJ/GnGnWCT/gOn5XIwj7VeQBYZsg/7HULjDDyAGclAwRfZhoLo8mTipcwGv4UC6OE0xox8vLV+gokHiSlg9zji9izha66/CKqXq0qdWjdjOrVCaVuHdvRvl2badLY1+jcs86i2ZwAj+xPFhFylD8hkiBSIEQgjLAcIgf8czSDjh1MlVteuCUH8fLP0XTZbj8ncCV08HmIbcz56RuZq1KP6d6xFTWsV4daNatPP3zzKf3JdrAviLH9KX7650g6beFe6CP33UGff/iuCC2AdUf2J7FP3Jtln6L3bpflfx1Oy1omo1N88YBfdpGgE0QKe7miRVESRvBHZ8siP4SRc92ZBoIFIzQjXh4qE87btWpGgy/sQzWqV6VePbrQrm0bZBQHwuIwx8F+7uykJcfIJwQT4h3iBGIpI9VHB/cn8nlPskaSGPx/9BDHGscKRqFgC7kBAko6uRzXmzes4FxXheu0Bl3M+27TshFVr1KBxr75qoibNN4OdrDt4cwEsfv2lDE0beo4EWHxuCZgNDojXka5IJBUvf7JcYrvmewbRF5Wx43XyfEHzoEhf1D1qjDCyAOclQxEGKUn0pQpE1gYVRFhFMRJSic88otg7jnqltsJ4mRv/Z9fwsiids0aAWH0NAujZPL7rR/o1Ikifwx6SuhB7eJe004G9+wB/gdYbk1w9IroiJ0yLL+fk+1jD99LpUuXosnjXhcBsmXDaprxxYeUyuvHjnyJypc8i+b+/K2IHbyhei4LmVdfGkZTJ42hbb+vEgGCEaA1yxbQyFeG02vMrB++ZPETJoJk/aqlNH706/Tqi0Np2eLZIlAwmuPnRA1x9eO3n3EdVqcJb46gYwdSaN2KxXRekwbcI76Ay+2WEaLVv8ynz1gIffrBu7STe8jz2If1q5eKnQxOussWzaaxb7xKI0e8SPNmzpB9xOzbQV9/+j6NeGk4fTr9bREEOD7nqwd0gkhhL1e0OC6MDmbGa4RRLRZGuO3F7TxrMrbHwkiEmCWEglnI5CqMaocydbI4wT8F23UKo7Ilz6EnH32IBUA8x0A0x6Q+l9mXQ1jo4uhMAJEA0bBs6VyqWa0SC6J+4tNf3AH56rP3qUrFcvTIg/eI6JnJcffNlx/SDzM+o4cfvJsmjhtJu7ZvFHEE4bLxt+U09NnH6YH77qQZX38so0MQTJ9+9A7Nn/0dffnJNHqU88GnH02THA6wHttu3riS81xFuuOW6+jPYwcIPyJ70cAeVC+kGm37Yx3N4+1n/vglzeX4e/zRB2jZkjny/4/ffS6CDcewZOFMen7Y0+LvZx+/m1XnH02fSrffegO98sJztC/sj2yiyXkuDKePqleFEUYekL2SA791xQG1PyOJ3p46mapXq0K1OcnWCeVkhveLZMEJzjXBGqx1QbVqMZxIeZnMiYD4YdTkUWtZkHzWrcP7DeWEGWxNHsXTNTKBFE+4wB6vc1I3F44/GRNE1apUouEc9AcPplBCAoagIYRwD/1EcRQTuYOTBfeUjiTT38fSOMml8v8pwrHDqXSMe2/owR1lW/lKwCZ6hegR7tm5idq3bUWDLxpA6UnRdCQziUmUURaM1Lw54nkqd+5ZNP/nGfTX4XQa8cLTVLNKWercsR3VrlGVLjq/L+3b9Qdt27yWenbtQF3ataJePbvR4PN7U9Te7RS2ZT31+f/2zgO8iuJr43x/C72X0HtHivTeqxSRIk2KIoINKyqK2LEiqIjYAHtXrKgoCqL0TkhISEi76ZVufb/zzs2GZTMJm5CbxDh5nt9zN7uzZ2bLOfNO2d2u7dCqRTP07NoZHVo3xbcidPjEGyto9iJ99el7Urn54eVli8G/4yLWenfthBGDB4i4OYAendtLC7kZGtbxw8zpU/DtFx9KJVsZC++7A/jrOD57/w00qVdbfa6iaZOGuP7aaUoY3XbjLDSuWxMD+vVGw9rVsejB+9QxqQncNtHjFEN2zgiJogaFkYhTEeHHUjx4dcUS+FUuh+riq/VqVkfdGuIrcl/XEZ+qTWrUlv9JrQzq1qydQb0sqF+rDurXrqOW68o+7IXiI/+ZRJFcf67nHKR6dWS/upJXLeYtwsYqg8SMM9QW6ki5LOR/hWzLgGlqqGNhb2TdmtVQr1Z1lC9dAvfceZtUvtGqcaCLZVymGCIc/mED4vSxBJxy+pOPoP+zF4XLHJ46JXkvfuphVJLrs+aTd1U52IvD3pehg/qheZP6OBLij5uvvwYlpCHTq0cH9O7ZDWVKXoTrZk5GalIM/PfvEF/oiTatW2LE8GGyT1289/ZrSjS1vaSxCONy6NerE1q0aCr7Fcfrrzwvx+3tveHQ2N4dm5Qwum7mFOWnwO8Ye8VwadSUR2jQPsyZNU3ibEX06tYBXTt3xHfffIr2bZqje5e2OHE0Duu+/QyNG9REo4b1pXxdMWHcSESE+uO+e26Va1MFY8eMRtPGDTB18hUIEXssl/16GPIO67xa5LswchbALTpbvkZXjpyT/nV0zxEljJYueQYXXfA/lC1dEhXLlUOFMmcoW7qsC8oIpYVSWVKpQnlxziqqlWlNwHROwuT/VStXRMXyZVVXdMniF6lvKql3sZTk+1BKKlvly5TOEVYZuH+xYsVUS+m4BDGPh/N4rImFZ4si9hglxh2B/74tePuNlxRvrnpRWmkvKFavlOXXX8Rqgb95CW2uem0ZvlzzPk5KOX/75XtUk1bobTfNEZESr3p42APEuT0nUmLx5MMLcPH/FcMPaz9TT67Vr1UFVwwfINc4XLVWi190IZY++wTWffMZSpcqhfvvvk1Vugf2bFX7z71+JmpVLY/tv61XPTWXtmqCsSOH4oQIL+bBPH9cu0YqMT+MHTUUzy1+DFMnjEEpadUvffoxNRm7ebOm6tp9/O4qOW8ebJCWaCVpJT9w711KzHXu0BZtWzbDji0bsHPzTwgJ3Kt6vKqWL4WlTz2qJpPfKdelSb26OLBrszpGnQjSoRcVvkNXBjfobLmBPW7spXv5hWdQQSrR0hf+DxXFV8uLz5EKcm+XU/c4l4VSZTKoWLpcBhWyoLykK1uS+5ZFjSrVRFB5e3Ey4+0Z4kskKY7Kly2NEhfTR4ujdIlS6ZTUUDqdMoIjjfg1/bus+HnZEhehjMD75kK5n2+/5Qap9GNV5Uvx44x//J+CgMKJsKfjlRcXY9Wr4p/iP76Gvkr/Ilt+/RF//XEcd995k2pkbtrwPVKSolS5OT/wyrGjVG/fYRETd985V/y5Ar749F0cTUvCtCnjUKr4Bdi5/VfVk8vG27dfS8MkMRIjhvWXhk1PEScH0bVTGxGkNbBj22b88tM3EqvLYOaMq5QwYm8PJ3rv3fkrGtSthk7tW+LB++/C9CkT5N4ojhuvv1oNf103cxrKlSuLZUsfR1JChDp/l7RoiIH9uiFG4t6o4QNRr3YNbN/yExLiwpT4+XXDd3JPVMSdt80B/jmh/J/C7qP3V6uGm3Ut7NcmJ3jjb/6hK4MbdLZ8iTN/I4yyQVeOnOMVRjFRR5AmFeP7772Fvn16YtCAvl76989gQL9+Lugj9M6SwQP7o23rVkoUVatSSVo01TIJI6uF2rxZE/Tr0wt9evVA3949ZX/a7pv+2xv9+vZS31rKCbRH+vbugR7dO+O5JU9KQIpFTLT3nR3ec8vfs3uOOK/js4/fkPKWQcmLi0kALybiqpgEGvI/EY4XoULZiyRAXZy3iM3SxYuhX+/Oav7B9i0/S4VVEXNmTsfxpGjVk0NhxB4XChv2GF0sgm/DT2vx1ZoPUL9GZSU6JIohMjQA3Tu1xSQJzBEhB3HNtMmoUr40rhg5HBt//BpHpUU7Ykh/EUYVMWncCFw14XIlkgb27qbmHbFS5pNo3331sWrNU3R1bN0Uvbp0UL07iZ5QNQ+peZNGuGr8aPxzOg3467QaNmMl98wTj2Lfjl/kOlfDfXfdCvx5XNkFTuHOW2ajxP+KSf59MVlapp3atkD9mlXVpPK/TqaovHUCw4lOTPgSXRncoLPlhjiBwugDuaaD+/ZA/x7dMFju54Fyb1sMSEf936dvBoP69jsnA/r0UWmHDxmCS5o1h1/lykr4sIfIy9nCqGrlCmhQv47yUa9v0s/566AvEft9JY5kwP/t6bx+PVD8WiFxaEj/PiICOuKJxx5UvShWj5EulvFpTc7rYZobrpuGi+R+qiQ+lB/QV8uWkjggv88veVzu6b/xwH3zUKVieayThkRaiviPlDtNhMvlI4aiYd0aagjqJhEp7cSHDh3cJfv8JfsuUg22Tz96W4mkciI4LxvSR0RRP7RsVk/OS1cc8t+pxM7woX1lHyDgwHY0rl8Ls6+droQRe8wojPbs2ISmjdhbWBFdOrRC317d8NhD86URfFjFkklXXiGNlEvV+Tx9MlkNwV3SsjFGXjYAgQf3SKyrgAnix7+fSlaClA2z11YsVfOUevfogNEjB6FH13aoUqFEhjCy6qasrtG5sO+fH+jK4AadLV/izN8Io2zQlSPnpAujSBEGErBDpfIMDNiDAP898D+w+ywO7N/pkh04sG9XJvz378KhgAOYMmkCKkvA8KtSOUMUOYVRVQnIw4cNxf59uxEUeFAc9YCUab/Cf/8elce+fduFbV72umPvnq3pbJH/tyI4aC+iJVAQzg+IlorHe37PCCP2GMV6grF/72/45MPV+OC91/DxByvx8Yer1O9H769SgYFzAD7kbx5Cu5yDsObjt9W8AQavfr26oEPr5giQ4/nzRLKayGwXRmVEuG3+dT2+/Ox91Rpd/coyFUA5DNe2eWOMGznMO0FahNC7q19Br+5d0LhBHXzz2XuYOH6M+vDoiueewmvLl+CdVS/jx2/XqHcVcQ4Q5/xwzlKjOtXx0IJ5OHRgB45IS9KayM0J4O1aNcPMaRNEsB1Rw2w/iTCqWqEUFj/xMA7JdeMw2fXXTlW9Tyw3/jmFe+fNxf9JhfDA/Nvx5msvYtXLz+HbLz5CaOBe7zwjigKHuNDhFBK+RlcGN+hsZQeFoQV77ngteC4Dxa8O7tkJ/70WO7JgJw4y7TkRfxNfI1dPnQI+Km+JIC9nhBEFE79zxgbKju2bERYarL5/dvDA/iw4oCF9m7/sp9iLwANkn5RhP4IlXgQdlOWAvapXmzFLF/u4jj0eFAV8YurXjd+rYSflk/kAfZRwfs5uESSpIvg/E3HDOUZ33XEjfhfh8c/fp7Bz68+oV6eWiI/Bao7RnFlT1cRsPkFGMbXgnluVMPrum89w7YxJqF6tshoi++TDN6Sh8z52SMOIMaBls0YYOrCXiJV47Nv9G5qI/1IYsUfK6jGiMKrpV158eiQi0uc/caK1NR9oysTR6Na5LYJFoCXHR6rtbThJfHAfBB/ai2aN62DU8AFqWJKCjo/6v736ZZQrUxpzb5yJNZ+8o+LSd19/omIL87WGM3NbP3ljb/6hK4MbdLZ8iTN/I4yyQVeO88EbWI6o1kSqOANJoSOlQ6dyj9hIJyWd1OQ4HD+aihnTpoFDbvbeIqcwqlKpEi6/7DIkx8WpD2CmJsQjLUkQG6lJscq5vfBpiYhcExcTIgHhzIRqey+RXRhxjlFsdDCOpUXjxLFYnDoepzgpyxyPZ2vJl3COEa8RnyJZtuQJlCp+IS4fPlhNvnzi0QW4bFBv7NqyAa8sW6wCKycv88WPLZvUR6e2zbHhx29xzx1zcdGFF+Cl557Gbz9/p4RKuATkZUueUvtw4vOKFxajfKmSkuYpHD64G99//al6BxF7diJC/NWTZJxjVLVSxfQ5RqeQIkGVT7nxCTLu06RhPUy5crRcswi137pvPkW5Ev+HRQ/Mxx8nktC/V2cRxuXwzhuv4oO3V2KNVCCcnM05KjOnT5YKf6eIqa9UbxGH5tgLRTGQHecrPHKLM1+36Gy5IUbgnCsKSp5bcjQxJh0ue9QwCX2Qy2fD7eciRirXBLmvk3D7zXNQ4sL/qUnQtatX9U7wtokkzifi8NnQwQMQFXkEv58+jqTEWBHccUhOkntWft1Dn+bTTxIniMSLtORYiUVxOJYah8S4CFXhOmOWnYxKWWAjgn7Dd/jkB4yZzI/+SYHAV17wKa/xY0agfLlSuP2W2Xh1xVJ07XypiJ1K6qnRv06n4MbZM1CpfCk88tB8vCX+0KRhHfTs1lFicSA+em+1mkowXxoNe3b+hpWvviANnh+VoGrSsBb69+mi5i75SwOPPVAzp09SZWDdwKfKdm3/BeVKX4AZU8eLn55WvWkUjjxHiXFhmDBulAihZqrHieKH8b9pw/pKLKXJMc27/QY1jWHBvdJYWbUCjz54D3Zt24h2rZuhZ5cO2Mhe6c8/xGcijvgKASWMxAbfs6S7Pm5w1nG+RlcGN+hs+RJn/kYYZYOuHOeH2PRIYIkSMRDJl4ideRrL+8RWoHsYoNKHpPhSMvZGRUvwTIiLEUedKg5XSn0nKTthNHzwIKmMpeKL9iAylENd3uEuDysHcUAvAfL/QcE/V0Sp34PqNyeP69vfY8Suaf35zFt4zRl8GHCfefxBNBcBwomvtUVQXDl6GMKC9mHrph9EDDVUw2WcgLlWAlfblo3RoF4d1JGKjHOIOBz2g7RIO7RuieaNG6EVh75EyFiV7zVXjUcDadW2Ejtd27fGFx+/oyZ580k29kqt/+5z9Op6KVa/8oLqeaIAY2VPEcM0g/r2xNwbZqp5SezR4lNrfJyfT8z98/dJ/Pz9F+jdvaOaWN+gfj3Mmj5RDQmuFHtNJDA3a9RQWqsNcd9dc9UrBzhUSPs6QWRhFx3ELiZ8iTNft+hs5RSrB0n9H851XOZ7Zrw+GMuezhxzSN1frFhvvek6lC15YZbCyNtj5BVGwUEHRRTFIDwsGBFSlgixw4pWERYk8MWELpDjsfazhA7R+YMTpnPGyILAKjOH9EIO7cV1M69Cw3o1UV98sOOlLfH2my+rx9wppm6cMwN+VcqgS6d24gt1lV+s/eoj5bvc/4EFd6Gu+HfTpo3RomkD9TQaxQ2H12bOmKh6cdjjw94jzmmi+OG54NDXvj1b0KNLW9x79y0ZgonbKBppg2JtrMQNlpE9TRzq47yiaVPGKoHHOUXTrxqn4gvLzrTsVeIk7e6d26FRg/poLjHizlvnqLdr856hKKJIsl+XnOA8l75GVwY36Gz5Emf+Rhhlg64cuSaj0pfA6pHAGiVCSPBEiuhIx1rnChWcvaLCQ6EleURHhYowihZhdFW6MNJPvj4jjAaLIJJ9YqLE4fgWVu8L0whFmxerjCJwIg/kEO7jPTavMPK3HcOZ8hcWYUR47HzqhT0vwQd3qyfGNv30rXoRYpxs47DTnq0bsfWXH9TkaQoLDrms+fAtbN74vXonUIoEML7UMfjgLvXuoa8+fV+9vyhV1rH3hxX3pvVr1bYtYofvPeI6ih7uH374AAL2b1X7ULSop8ZkPV8XwLQcTuNbrrmP9TTbnm2/IMh/p+rxYC8H8/7yk/fww9o1CAnYo9KyV2PP9k347IM38fO6r9QQXVxE9oLIgvvbsQsIX+LM1y06W+eH93H+WAqiyIDzQK6l3M9J8eEijK4VYXSBiKJK6eKoigijM4/lO4VRclKsEkWR0hiKFDvKN5WPni1ysudMWsvXic4XnNjTFyRW+SkS2LvDnu1Aufe3/LZevZH6WGqMxIwQ9Tt18li0vaQp9uz8VT2az2EyDltRpFC8UMTs270FG8Qf9+76TQ2R8VgphvhCRv7PoUPOVzoSvF+9x4jiha/34Hrmx8nazM9+rihkOHxnlVG9sFGgDc534nbmz1izc9tG1TvEbbRDAcS816/7EuxBooBTYku2sbFqhFHe48zfCKNs0JUj12SIIi9KGAgeCZYW1rqcYQkjCXTiOAnxHsyYNsUmjEQI2YRRLc5f4ByjShXThZHso4SRlDGSb5Tlrxy/BFwFy5UHqF4j9hjZym2nsAgj5sU3RbNypSjhE1vsteFbrSlc1JCWiCOKDAoWr3jxzj9ir0+s7Md1TM90XJ+cLl44j4jDVrTD/Y/LNr59mt9ks95Mze1My/W0QfGlBJPY5fAOr401IZz5WMM+lnjh/2p/WUdxxhdIsszWdu7LeUk8Lk9ooOqNsrZZIkgHt9s5Ixh8izNft+hsnRcZouh8oDCSa5khjGalC6PK6cKoqk0Y8Wm06mqOkV0YRbKnSGxF0adUo4O/6b7qkjPC6Iw40vmCE3tsLEiUKBJfUm/AlnJRTLAHh8ObFCHWdvbuXDN9Ilo1b4QgaUz89XuaSsseO/YMU3BwmftZPUH8n78cLqVwoeixixuuY75cx//ZK0XRwnJZ54lpWAYKHA6hWTatnkLmTYHGfSi0OFR4Ii3WezyyjvuzbEdTON3Co8QT96EN69js+eUE6xzmF7oyuEFny5c48zfCKBt05cg1tkrfwt5jonpNNGmyh/tIsJPlaI+UVxwqMSEaV0+/Sj1O7FeFc4z4JmqvOOI7U9QbfKtVU9+AGj54oLQ+Dith5BFhFBvBz0OkVypSnrwkRgVkqfwzHYOeghJGhAFMV9lmhVV5Zgy7ZIHanp5GDdOI4FG/Njhkk7Fs309+7QLHmbcOy052UKwxrd2mUxQ58yTOvHyFM1+36GydF5p7OufwOsq9LRXguYfS+N2zGiKMioswGqiEEecJeYfA2KA6u4c5RomurKAoO1OOs2JOPrxV3hdQIKjlLGK1JZD4YseXlz+rhq0sIcT1zlhv2bC2cZm/zrRcTxvW//b0FtY2a7sd+7az0mjW27FsO23Y83WDfd/8QFcGN+hs+RJn/kYYZYOuHLmH9s7GmiNkoUuTLUpESICT31wJoyED0oURJ+CyAshKGHkD+vnANzYXVWFkJ1OFmgdYdp15WeuzQieEnNjTWzaNMNKR+Z7OGbTBckn5okJFGEWJMJqt3ifk7THKThgNykYYScNIhA/nPWXuobKw+zIFkT3m6H2gsJNVrGaPkNUbxF4Z9ujwZZDs3WE6u6ixY+1vFzD2ZWc6+zr7et02y47T1vlg5WPP1w1OO75GVwY36Gz5Emf+Rhhlg64cecl555cuIs4WRh5cPW2qeirt3MLI6jGKgOcIA3d2wojbcw8rYSOMcocuHwtdegunCNJhT2/ZNMLIV7Bcci6jjqQLozl5Ioz4ssCz/TV7zivmFBLsx+A8Dg6rcR2FCAWS1atkrdMJFPv+1jpdWmca53rdNsuOLt/cYs8vJ+hs+RJdGdygs+VLnPkbYZQNunL4El0Zsie9S1yExFk9Rnxcv1Q5EUYURDph5KeEET8x4QnlXJoIRIswiguXoB0uFUs4l/MGq1LwVsScRCyiR4h1zCly8m8VRoWJsyvlrHHuZ4SRr3AKo3MNpdVEyYtLaoVRtAgj+zBZXETWOIWRvUxqTqHj/v+3wx4jDleqjyPLL2OlNVSVldBxYk9zrrTnQmfrfNHl4wadLV+iK4MbdLZ8iTN/I4yyQVcOX6IrQ/bohFGMS2FUCSMGDTLCSIMRRkYY+QaWKxfCaNAQBB8KEGEUY4SRCyiGlDASrHVWzDTCSG/PV+jK4AadLV/izN8Io2zQlcOX6MqQPUVXGJ2FmlOlP2e+4L8ujNygs+MLdHm7QWer4GG5jDDyNdaTZ/Z1+viZfVzJSdrscNrJC3T5uEFny5foyuAGnS1f4szfCKNs0JXDl+jKkD0OYeSxCaPSdmHkFUcURqRmtWqomjGUFmwTRlKp+EgY8WksTsCOixRhxDlLauJn1sSKGLLgHAHvawTyBz5yr6ts/23YK8Ds0O17LnR2fIEubzfobBU8LJeUL0MYWZOvncLILwthxKG09PlFAp9EsyZdx4lYygqveLKgMBL/Skf5lmp4uEDO678BiiKLM+tZfh32NE5ykjY7nHbyAl0+btDZ8iW6MrhBZ8t32O8Zku/CyJCXeIVRxnuMokKQGB+Da6ZPR7ky5VG9ag3U9Kt5BhFHNav5oUbVqqhSoXy6MApKF0YiWDTCJi/RVxZ6Cn8lV3Sxn3tzDfKesydfX6wEkUUt24dk1eTrLIQRX57q7lF9J+niKDdojqWwYu5bQ06wxzpihNG/mqIrjAyGokpeC6OciyON6HGD5lgMhqKAEUZFCiOMDIZ/G0YYGQyFCyOMihRuhZH8VueyBN2zhNFAn88xsqO7IQ2G/w4c2hH/OksY5W6OkRFGBkPeYYRRkSInwkhaoVph5Nun0uzobkiD4b8DhZH9qbRzveDRCCODIT8wwqhIYYSRwfDvwQgjg6EwYoRRkcIII4Ph34MRRgZDYcQIoyKFEUYGw78HI4wMhsKIEUZFCiOMDIZ/D0YYGQyFESOMihRGGBkM/x6MMDIYCiNGGBUpciuMqqULI99/Xd+O7oY0GP47OIXR7Bx+K80II4PBFxhhVKQ4H2FUMV8+ImtHd0MaDP8dnMIopx+RNcLIYPAFRhgVKYwwMhj+PRhhZDAURowwKlKYoTSD4d+DRhipOUZGGBkMBYkRRkWKrITRDBFGFUQYURTZKOBvpeU3OgcwGAqasydfm2+lGQwFjRFGRYqshNHVKFe6ohFGGgcwGAoaI4wMhsKFEUZFCiOMskPnAAZDQWOEkcFQuDDCqEjhVhhxjhHnG1lzjOzvMcq/r+vnNzoHMBgKDs4xEv86Sxjp5hh5xZGZY2Qw5A9GGBUpciKMpBWqFUb5N/k6v9E5gMFQcDgnX5sXPBoMhQEjjIoURhhlh84BDIaCwwgjg6EwYoRRkcIIo+zQOYDBUHAYYWQwFEaMMCpSGGGUHToHMBgKDiOMDIbCiBFGRQojjLJD5wAGQ8FhhJHBUBgxwqhIYYRRdugcwGAoOIwwMhgKI0YYFSlyK4wK5pMg+Y3OAQyGgsMpjMzX9Q2GwoARRkWK8xFG/Iis6TEyGPIPpzAyH5E1GAoDRhgVKc5XGOXv1/XzG50DGAwFhxFGBkNhxAijIkVWwsj6un52wsgMpRkM+YtGGKk5RucQRoMHITjooBFGBoOPKHBhFBN1OFfobPkaXTncoLPlG84ljEQQKWHkpZYIpNp+EnCrVUO1ihUwcsggRIcFIzk2ErHymyA3hIVOaPyX0DmPwZAXnD35+hzfSitePEMYJSfFIiIiEJEijKKE6CiKI/6eEUhu0IoeN2iOxVAwOCtyt+hs+RJdGdygs+VLnPkbYZQNunK4QWfLNxhh5Ct0zmMw5AXnJ4wOiTAKNMLoP46zIneLzpYv0ZXBDTpbvsSZvxFG2aArhxt0tnyDEUa+Quc8BkNeYISR4XxxVuRu0dnyJboyuEFny5c48zfCKBt05XCDzpZvcCuMOMeohgij6pmF0ZHDShjFHAlGfESIcFjwioP/MjrnMRjODwZ8CbxnCSPdHCOvOPLOMSphhJEhE86K3C06W75EVwY36Gz5Emf+Rhhlg64cbtDZ8g05EUYSaLXCKCRDGBW1ydfng855DIbzgwHfPvna7QseB6un0pKTYowwMiicFblbdLZ8ia4MbtDZ8iXO/I0wygZdOdygs+UbjDDyFTrnMRjOj9wKI+/j+kYYGSycFblbdLZ8ia4MbtDZ8iXO/I0wygZdOdygs+UbjDDyBbFhQYgJD8pwEp0jnQ+WzegwuX42uI75Ent6a71unW69obBihFFewHue/hLvCdFuzyuiww9l+JjOT6108RJ3LZ+2r7enz2us2JRTdLZ8ia4MbtDZ8iXO/I0wygZdOdygs+UbxPGEvBBGfI9RbJjckGH8FVGgEQz/BWIlkHlCA5ASFyHnJVw5jT3Y5QV0PAbTpJgwJEYfyVjPfMKDDyDqSGDG/8pR5Z7i77HkaKQmREolJcHYEwqPpGPgZbq8LqPBFxhhlBfwno8KC1B+kRgdpvyIy7q0uYX+FBa8H1ESCyw/ZD4kIToUkYcPqnT0Y2Lfj2lOH01AYswR5aOWfxIr3fmi4kIu0NnyJboyuEFny5c48zfCKBt05XCDzpZvyE4YlRNhxJc6UhxZwshPgq+fEUbZIceeINcwOTZMBby8DGZ2UuIjcTwlBmkidKIleCZKsD2VFo+jSdEqyNsDaZKUhQH2mzUf4PuvP1HrKIysFmleB12Dr8iJMBI/NZOvs4U9OgkebwPDF8KIv7TNxgvzOZrkUf6aJILnmPgp17MMEYf9pTEjQk0qVKbfv/M3fPHxOziwa7Ps5/XTvPZRZ0XuFp0tX6Irgxt0tnyJM38jjLJBVw436Gz5Bp0wihZhNE2EUVlUFwFEQcQgW4PBtlpVEUdV1W9VI4wywd6itLgIfPPZ+7h6+hRsXPeVt4dGHMce1Cznsf63owKgnD/rfwZF/jI9t3nCAqWSkf/lWt1311xMHD8Go4cPwrgrRuGl555SgZYtTSuY8vdESiwC921HmxYNMLB3FyWSlGhLz8/K18rTyi+rMhoKCl4Pt8JIlmtUN4/rZwHvd/bcPLxgHu6dd4ta57zfmcbyA8s/rP8Jfc2+zpmGooYC6LsvP8aUieMwedzlGDtqGK69ehq+lhhxNNGjBBE5ErQP8dEhqnGzfOmTKF/qf3hh8SIcT45Rdu22rWV7Xtb/brH2yyk6W75EVwY36Gz5Emf+Rhhlg64cbtDZ8g1ZCKMZU0UYlRFhxMd+vb1FljAiNapWRpUK5bzCSMSQThg54WP8/I0Tp+bj/M7t/254PHIOQw7ilIiQpx65H8WKFcPbK1/C78cSveKG51t+2UpMjY9UPUrs8eGQGwMdf7k+IsRfHCtYBci0hCjZJ1C1IhlEuT+75z3hgTi0fwdqVS2PalUq4IZZ0zHyssHwq1gGc+dco+xx/+MSlBlYVR5yzj98ZyXWfPiWtzwRQTiRGqe2J8eFq54miiU69UlZz5YtgzrL5E1/dgCwBwVDfsHzbhdGs0UY2b6VJj5KKI74PqPaIoxKXVwcwwYNwmERRvwkSKRU5lERgfBEnBE6HpvoifEEepcjZX3EQS0xcv/lDm8FXxDw/Kn7W84hGxdsHNAX27VqjMZ1a6h72urh5fYY8Y/fjyWID3iUH9AnmIa+QJ/gMofJ6Jv0L+7DXlj6EddFSiygLfrhC4sfU/FgYO9uuG7GVWjepCGaNKiTIY7SEqNUry79kel3/PYTVq54Dts3r1fijXkxFjAf/rI8LD/Lwf+PCmz8sPxcz2O1H7cO2swNOlu+RFcGN+hs+RJn/kYYZYOuHG7Q2fIN2QujGn5+qFe7jqJunVqoW6sG6kiwZfD1q1weI/mttCNBSIyRwBAqjijiKEb+jzkiFalOQDAYMQ9Bu/1fCo+XPUYUfH8dT8LyJY/jIgmE773xCk6mxKkgy6BGEeK/ewtuu/Fa9O/bG7dcPxN7tm1Uwe/pxxZiyVMPI00C8aEDO/DAvbfj6zUf4PeTqVj3zWdYKP8fkH2toBwSuBcN6/hh4pjLgD+OSUCNw7SJ40UclUWA7P/5x+/guWcexVsrV2DMiCFY89FbeO+tV/HOqhUqcDPQMzBPvnI0BvTrIy3nO1XQZ2Wx+PGHMKh/X2nhjsJvP3/nbbXKNrvj64KDwdc4hdEslCt1EerXrqGhlqK0EkYD5X7xR2piDKJEGHmUMEoXQIInwh8RR/aJYGIPUgAiw/ZLOv8MIeREL3rc4K2sCwLe2xQrvHc56ZrL8ZEh6NWlHbq2b+ldny6MuJ3z8d5ZvQIjBvfHiCED8e7ql5VQ2vLLOvHba/Dj2jVqHtCnH7yB++bNlYbKdiWKlj79CF5e9ozqLYqNCsZpaRgte/ZxlLqgGL769D0Af2LbLz+gUrmyuGn2DNWT++C9d+Cjd1fi5tkz8cD8O7BdhNGzTz6EnZt/VnkcObRP4sP9GDagLyZcMVwNiVMQffvFR5gyfhSGDOin8rB8UzWe0gVSVlhpc4rOli/RlcENOlu+xJm/EUbZoCuHG3S2fINeGF09/SqUKVUK1atJS7RmDUWtmpzMyR6jyqhRtRKqVCijgoZHxFBSjH4ojYIhOlQcVIISBcLptAT8eTRRxEMy/hCHLyr8dSIZp1Pj1XH/eSxJBakLLWGU3tJkiy700F4MH9wPDWpXx5VjRqBh7aoY0q87QgP34JqrrpTWa1MVmN9/6zVcLIF0hqw7IbbvmDsbrZs3RkjAHmldepS94IO7Va/AxHEjJdj+jT9PJmPGlAmoUaU8DgXux203z0bZUiXRonFtTJ88VkTQexjSv5cadqNI+/aLj0VY1USH1s0xWoTTDEnDgHrPHTehfq2quGHW1ejR+VIM7tdT5cvy2wOAMzAY8oOzhdEtN85SX9evU6OaBj/UFb8tddGFGDqwP4IDDiA1SYSRiHSnMIqOpOARISS/SfEhOHEsGqeOx+DEUY+Wk2kxuUN8oaDg/UuB/7s0XNQQVmiAEkK9u14qwqiVuqf5P88z07+45ElUlzjH+39Ar26oXKmC6gE+uHcr6tesJgLmTkkXi/Gjh6FCqQvx9ecfITwkAK0a11U+xJ4fNkD+OpmCV5YtRsn/FcOXImj4t3f7JlSrWA7zbr0BW35dj6rlS6Fu9Soi0i7FC4sfx6pXlqGWX2V8/O4q1eC56fprUapkcYweNlBEWl+8uvxZbN7wPVo2rqPix4wpV0qj1Q8rXnhW9XBxKP1cPmr5cU7R2fIlujK4QWfLlzjzN8IoG3TlcIPOlm/QCSMPZkydjNIlS6CKBIPyZUsLpYSSKFe6uATii1GmxEUofmExacH0kZYYx9LD4QllL5HckCKMrDk3FEYcQosMPoC3X1+Oh++7S5iHR++/G4/df0+R4ZH778LqFc+p4/3nVBpWPPd0hjCyurjZ2nzz9Rdxsaxn0D1xLA2vyz5VJEC++dpylbZahVL4QVqijyyYh8rlSqB757YSiLepeUGjhvZTQ2/scufQV6C0UFs2qYd6NSrh2umTJXh3QaWKFTDvljmqArjxuhkoV7Ik3nh1GY4dTZLrFIj+vbrjyitGqPJcPqw/6kkwZi9UWnIsEsTulo3r0EDE0lwJxKEhwXhLrlkJEWirXnlBtNdJJdosx9cFB4Ov4XmXyluEUUqCB/y6fnG5PuVLl0CFMiXPgusqly+D4v/7PxHEfRHovxcpUml6IjL3GJH42GAcTY3E5k3f4rFH7sYjD96JRx8SX9Xw2IPiv7lifoHyyMK78dCCu/DLj98occSnRvv17IRuHS5R55f3NXt6gg/uQoc2rcT/LpV4GKme8uzcsR369Oym/Ig9N5cN6iMNht1KWFWvXAZPPLJA9exWKVccq8Vf6Ku09ac0bF598VkVD4YO6InZV1+Fpo3qoWmDWti26Qfs3rZRDYcOG9QfYUH78fvpNPG7FfCrUglrPnobm376BiUvuAA3zbkGaakJSIg+InVEiGrsNG9YGz9//xUOB+1Dr67tMahPN5UnG08c1st8/5zB8uOcorPlS3RlcIPOli9x5p/vwsjgO+hwCbEReP7ZpzB10gTMnDEVUyaO9zJhnI0xmDj+cjx47zzER0rrRPazxtSJdbNwUiEdNejATtUjUb9uHTStXwdNhKb16xYJmggN6tXB6KH9EXXYXw1rvbT0KVwggZDd7yelxcceGrYu7779JtSsUhHbf/1BCY0dm39S8xvunTcX2zdvEGFUUk0GnTbxCsycdiW6dmgjrc1nJYjWxIK7bsHfp1LV+WVLlMG7VdP6qFW1HC4X0TRu1FC89PzTqgudwujqq8arOSbB/rtUqzUyxB+9u3WWgHqlmjTapF51DO3fXVrQiap8DOAUZzWrlMclTRtI2g5SObRA44Z18Za0lP/+/agajrAHA0PBEC33ACu+lS8/ryb0Tps4FtMnjVNMm2xxpfjweIwecRkW3DMPoUH+SE6IFEHk7TGKFmIjOZGav4fEh4NwIi0aH7+3Cpc0a4zGck83b+SlaQOvz1rw/1zh8J38hH5aT+JP/bq1sXLFUjX3j7GpT7f2cp83VY0FVmj0HTYQWjSuiztuvk75BZk7ZyYa1q2len3n3Xo9GtX1wwrxt/4irK6ZOl7O/RgsnH+78qutv/ygfIq+eloaRM8vfkLNMerYtrmIqh644dpp2LR+Lf4REcTfimUuwoK7b1X+/eeJJBFGL6GOX1U1ZPb+m6+qfT/74E3xwTRlN5Hl7t5RhG9ZKX9H9OjSDm1aNMRUiRv2+OusrO3Y7yfD+eM8v0YYFTnEaaL4ro1IJMREiVDykngWkUhNjEZaQgwSo8NVgGGlqRNG6n+xG7B3mwiBn7F760bs274J+7b9UqQ4uGuLCKOD+OdkqncoTVryn334pgigE0iNj1DiZNGD96H0xRdJwHtfdamv++ZTVKlQFoseWoBoTxj6SrBr26oJenRsjU8+eAujLhuIft07SBCuhi8/fVcFc55PzgMKEsFTu6YfJo0bidPp3fYM6rwW7KWaNWOSEkYB+7bhhIiyiMMHJJh2xZQrx8i1DUHblo3QunlDJZI4j4ETOjkHoqqU57YbZ8F/zxY1/+HA7s3q3UhsXduvraHg4HXgI958xDxZKsqUOE8GyfEW0UiS/2MixZdjIpS/xsq9oRVGEYfEf/lenyDx2YNy7X/Dnu0bsG/nJuwX9m7fiN3bNmSwR/7PHZsKhm3kF+zcskENY6mJ13xyU85j906t0a5lQ4llEtPET/+QhgIbE41FAI4a1l8JFTZqRg0dgBZNGiBK9nn/nddRu1oFJaqmTx6DN19fjk4iejq1bYExIwYjTq5RWnyUuk4nU2PwzKKHVUPp80/ewZ8ifvhqDQox+ivnKlUsdYFq+HAIj0Nn7EH2CqP3lSCiMHrq0fuBf06pITrOMxw3apiUsS5++fFr8fHtaq4iG6CMtex5Yt6W2NOhu68Mucd5fo0wKkJ4g6ZcZKmk40XwxESJ4IkMUb+xNmKijqg0CUwn/3N4hzcDnZFwmQ5KYcSnNVJiI9QTF+wGZtpjCR6kxUUWGY5K5cTH9BPkXP2RloClTz6sgtmwgX1wyw3XYea0Kap1uXXTD2peT6d2rdWj9T26tEfD+rWxWVqof5xKwe03Xqf269qhNSIjQjDvthvV/+1bN1HOR8HD80thRLFSrWJZNcTGiZhcx0mjPN8MntMnjUWFMqWlktuq/g8P3o9Ol7aR9IPUtVjy5CMoU/xCCezj8fgj9+O2m67Drq0b1ATuVk0bYtmSx7Fcyrjs2SdURWK9rNJQOKCP8XpTCCeJ8EmJ41NLUSKGLKRhI34XLfcRfTklIWthREEU7+FTW8Hio4eRmhCOo4mROJbskcrbo5a5ziJN/s8dfAIr/+GkaA6d0X/YuLAeYIgVOPG6fMkLcf3M6bjummmYfe3V2PHreiyYNxcX/18xzLt9Lm6fewNKXnSB+OPNav+QwD1oXK+m8s1nHn8QgSJIWjSqo/5f9OB85W9WDOQQ+lOPPqi2vbP6JfwpDSQ+IcoedgqjDeu+Uts4BM79KIxWrngeFUuXVL1FYUH70K9HJ9T2q4RFD8zHnbfehFeXL1FPmNbwq4JZM6fhzZXLcd/dd6hhNb4eJFEaSdmJIqK7pwy5x3l+jTAqYnj4OCs/6xEdpgRRVJgIHAeecC8xnEskNwEDNH95g9iFEStU9iQxeBMKJdWLdORQESNQER0agDSpjD59bzXGXT5cPc0yqH9v9O3VHffcfqNqRX75ybsY0r8PmtStgYH9euPDd1fiGIO38OXH7+Ay2eeZJx6RSikGX336Pi4fPhSLHpqvArLVa8NzyXN9w7Uz8NgD90iFKKKM5zj90V62hhc9dC9mTJ2Iw/67kSqVJCeb3nX7zXh60YNITfKo6/PowrvR5dJL0KJxPUy58gr1qgAOFVw7fQouaVoPbVs0knLfrPJiHlYQMBQcvP7qbcoicLjMeUdxIsgzYIWokHskUoSQ+GusrGdlyfXRsl90hNyzgvf9QmeEUXS4+Geov/jtQdWDRLgcdYQvIMwLvP6f33jPk/dx/YxYJOeQsWnh3bdizIihat7Q0IH9MEB8ct3Xn+C4iKj5825B65bN0aZVCyy8d56cX68fMN7de+fNGDvyMjVfKSUhQvzwXowSX/3hm8+QEh+hYh/zo9ihz08YNxrrv/tc+TX9k2VgDxF7ssZeMQqrXnlePQlHYbTu68+kYTMem9Z/q4bbODQ3efzlaNm4Ljp3aKuEUarkuWzJk+jZrbOahM3ftZ9/dNZrN7LDeV8Zzg/n+TXCqMjByd8SQNOhSHJipXXeFPYbhTAgWUHJ+lXYHnXPCdak7sJKvFQ6CRSWEhTDDh9AZOhBWQ5Qw1g8bp4jDlkdEfHBR3K5nr091nnhdrYQOR/I+j9KWpa0x0rNno7ChueUebCS5DrCoMjKgI/4MvizB4lpuB/X83/+cgiNAZxDbXt3bFL/8428fKdKiggwvlaAb95lTxRhXlYeKv/0shjyH2vY2r7Ofm28UCSHeucAUjDprpkSRmfQP2LvHWpzps0VzvzzCft5oX8Q+hT9gL1G8VH8NEiot9dVlrmdDRVOoOYEa8Jl9vBwWzQbQ3L+6S8JMd79SJLY4IMRTGPlrSZBM16K31lilkOgTGOJNKZjLxLX0WeV30rZ2LuuyiIxgzb4+D7jw3ERUPyUCcvDGLJ3x69SpkCvaJP09uPNCqt8hrzBeX6NMCqSUPx44dCaEyud86aw3yjZohE9btCJkcIEn8Dju4w4OZK9OxZsIfKdKQxaFCCs2Kyu/fj088aAyVY9W5HsZmdwZKDj/wyenDdgBT2mpw12m1PccJnrMrZJHhwu4HYGfyWM5HqxRcpeJW/gZaUXpNZxjhGDNt++S1ssM8vGyoBzWVTZJPBbeeToWhvyHF4PYl9nXZcz8F6xyOKa2URLTMTZYshOURNG1rlgzw+FDP2MIoTz9Hif0wf4vUP6ijX8FhUSgHARIfRFtb/4Exs1tKfykf9pKzk+PMM+X6LK68R9uC1DBKVfOzUUKnkwXwoo2qJfqm2yzLLQFn2YnxPhKznYAxUWfEBtY7lZhqPJHuXvVtnc4C2fIa9wnl8jjIo43jkJZ2Ntc94U9hslWzSixw06MVKYoDBijxHFDgMbAx/JCITp6/i/JUAyAqugzqGcV7YKud0KdCpQs9co/TwTBlJLeHHZWk87Vn78tUQQJ+myVcx11vaz8mV6ubbWMqF4Y/lUfum/FlYaQ/6T1TU8F/b0Cpto+S8KI9VoEYFB/7AaCvQ1YqW19s/YLo0O+onVa2TZjZH19F01nB119rm2rpcdyy7zoG02XujHSiTJOuX/Yks1qtLT8Jdl9sg2LlvpKNj4a9l0g718hvPHeX6NMPoP47wZXKMRFUWNDKfRnCcGNGvZ7lyEQZNBzhlIiZVG7Ze+v0WWNlkWKYO9tWq3b6Vjj5bdHrFsWuns26z9DAWP/brkiCgO63jRCpm8RlP2/MR5/PQJ6x7PKo0T+lJW6Sx7li03WPtmrNPFVZtNK63lv3asbfa0WWFPZzh/nOfXCKP/MM6bwTUOEVEU0TmPG3QBz0KX3sJ+frPbRjs6YWRPY5GVDec2Q8HivDau+Y8LI1+gy1dHdvs5t1lY2y3fdWK3QXQ2LJxpDeeH8/waYfQfxnkzuEYjJIoaOudxgy7gWejSW9jPb1bbrP91tuz7O9Prttu3GQoW57VxjRFGeYo9r5z4q3Nf5zYLa7s9Jtix2yA6GxbOtIbzw3l+jTD6D+O8GdzCCcq5QSdACis653GDLuBZ6NJb2M9vVtus/3W27Ps70+u227cZChbntXGNEUZ5ipVPTv3Vvq9um4W13bLvxG6D6GxYONMazg/n+TXC6D+M82ZwS0Iu0QmQworOeXyJ7jzryO1+Tpx2DAWH7vq4wiaMcoJW9LhBU/b8RHsO8hBdnlmh298NOltZodvfQpfekHuc5zfXwojvbcgKXXpD4cN5M7hFJ3rcoBMghRWd8/gS3XnWkdv9nDjtGAoO3fVxhUb0uEEretygKXt+oj0HeYguz6zQ7e8Gna2s0O1voUtvyD3O85srYZRhUOc8RLbp9jMULpw3g1t0oscNOgFSWMm4x/MJ3XnWkdv9nDjtGAoO3fVxhUb0uEEbs92gKXt+oj0HeYguz6zQ7e8Gna2s0O1voUtvyD3O8+tKGGmdRBGAuIjMWNtzZuscRGQ/5mvIP3RCoqihO26DoVChi5Mu0IklN2jLYCgQnBW5W3S2DJnPZ46FUVyEF+//Rhj9F9EJiaKG7rgNhkKFLk66QCd63KAtg6FAcFbkbtHZMmQ+n66H0mKIzZBajmS3LB2GYkmcR9Kot6ymb9fZ0TmqK4wwKjTohERRQ3fcBkOhQhcnXaATPW7QlsFQIDgrcrfobBkyn0/3c4yi+AFSvk5dDHlC5P8gREUEqt/46MOy/hAiQg+IA0kmfNNndAgiJb1HMvF+oytIfRlafRXaQuO0WWKEUaFBJySKGrrjNhgKFbo46QKd6HGDtgyGAsFZkbtFZ8uQ+Xy67zESYRQtoickeD+iZDk1LQ4JSR4kJkWr5ZSkGCQnRuPEsUQRRUcQ4wkVURSKiDARRWH8XpTYCOP7Gmzf8RFhpXNcLUYYFRp0QqKooTtug6FQoYuTLtCJHjdoy2AoEJwVuVt0tgyZz+c5hJHtK+2RQYgUp4pPCEdcogc/b9yMZ5e+jrvnP4759z6BBxYuxhurPsWeXYFISIhDfHwkoiKP4EhoULo44qcMbKLICKNzwgvk/BaQtd6+TvdyMF+iExJFDd1xGwyFCl2cdIFO9LhBWwZDgWDVATlFZ8uQ+XxmK4yiwimKQhSRESKOPGHYvPVX3LvwIfQdMBFt2gxH80a90apRD7Rt0gud243EoMEz8PhTSxEUIoIoIhwhIowiaUcqmxgRRtFhAVLZ86OY/O5ToNfhNM6biXwURtbJ0W0rKFgefkma2MVSdm9O9RU6IVHU0B23wVCo0MVJFzgFj1u0ZTAUCFYdlVN0tgyZz6dWGFmTrFnZJsREIDYqAqkpafjuu40YMngimjbvgxZtRqB9u1Ho2bIPRrfvhZGtOqBjiz5o2u5yNG8/BLNunId9Bw8hKZlDa+FijxflEKKOHMCOzeuw6aevZdnf63Aa582ED4RRHOdNiVhLiA7F0UQPUuIiZF2IEh6W+CgoWJ5ff/oW11w1Hms//xAnU2Px24bv8cv6td4ye0LV9bE+KKo7Pl+hExJFDd1xGwyFCl2cdIFT8LhFWwZDgaCrM9ygs2XIfD6zFUaK8BD8fuIEdu08iJEjp6NJk77o1GUCLu06Hp3bD8XUPiPw3NUzsWD4MAzoOACtul2Jtj2uRKMWPTHn5jsQHhmB5KRocUjv/KKIkL0YNawXhvTvKsv7RZTIxdI4bybyWBjx4KNCAxDvCUHoob3Yt/M3RBz2R2JMmNpW0OLoj+NJ+PjdVajtVwGrX3lB9RQN6N0NrZo2xNZNP+CYnFOKoqgjAUYY+QDdcRsMhQpdnHSBTvS4QVsGQ4GgqzPcoLNlyHw+sxVG0eEHxSFCkJKQinvnL0KDBp3RvuMotO98OTr0HIWenftjYqceeHLClbh/5AgMuLQ3WnQYgbbdxqBlu/5o2qojlq14CUePJiA6gk+0SSUeeRCD+3VCv57tlVCK90ih6HTisJxzxGWuczqyW2FkCRouUzBYN4MlHuzb2fPyz+k0rHz5eXRq1wIb1n2VITjsooi9M8SyxV+13ZbGSmfZttJZWHlnlcb639r+x8kUfPrhW/CrWhmvr3geaVKue+64CbNmTETA3m1IS4iC50hghjDKsGkTSb4STDohUdTQHbfBUKiwxcicYAmdnKItg6FAsNctOUFny5D5fBZT7ydy4E0ciPDDu5ESH4mfvtuIHt1GoEWLAejUZTQ69bgcrTsNxKXtumF8/4G4smcvDLu0K3p0GIq2ncagbefRaNtxMJpd0gnjJ0xCSEggkhLCRXQFwBN+ACOH9sSgvp0RFrQXSbGhSEuMwNGkSJw+FodjyVFIjQ/HidRotY3iidsoWKxCU7iwjCdSYtX6GPmfPSonU+OQGheB5NhwtUzxwF4hCggOkzG9NU/nVFq86i36SwTIc4sXoWaVstj4w9fA3yeQHCdlFZvc57SIOv4mxYTh92OJyq5VDtojzIfrOfx1PDlGrWMZmIblZH7cl2WlLabhMofwYqUStvJiWWiLy/jzOL5Z8wFq16yG5UufVPucFhunjsbL+YlUNpMl3dEkj/qfWHb5y/ytC+69nnmHTkgUNXTHbTAUKjSixw060eMGbRkMBYJVB+UUnS1D5vNZTJdIDXtFHkR0xD4RJ2F47pnlaNaoO7p2GYvO3UahRdu+6NxrBG6/ZyF+3fIb3vvoE/QfNglNW12GTp2vQpfuE9FJhFTTlp3Qrl1HfP/dNzhxLB7hofvEpr8aSuvfqwMiQw8g4vB+vLLsaaz94n18++UHuP3mmbh5znS8s+pFKcshRB4+gBeXLMIHb72mxInVe0Nh8M6qFXj1xWdFYBxRvPX6csydczWuuWoCljz5sAiv/UogMD3Fx8oVSzFr+kRcN2MSlj/3lBo6O7BrM6684jLUq1EJN8+egUUPzscGEUgUIOHBB/Dmq8tww8ypaj8KFNqkqOJ5enf1y6pcW3/5AU8+sgA3XDsVD957Bzat/0alYd5KwMjvuq8/xfw7bsJsyZt5HNi9GX+eSpZjOqKEEO29tXI5brn+GlW+D99+HZ+89wYa162B11c8h9MnkvDZ+2/IMTyHeDkPp48nKhHLY77txmulfJOxbMkTkvdaOV9PYP23nyuhZu+dyit0QqKooTtug6FQoRE9btCJHjdoy2AoEJwVuVt0tgyZz2fWwigiAAkx/iI4QnD//EfQtlV/dOw4HM1adscVE6/BR1+uRUJaEv7GCYTFxmDS7Plo0HwwOnWaiA4dx6BF675o2boLbrn1TuzetR0JceGIDPNXdkcP74cBvTshOe4I9u/ahE5tmqJR3Vpo27I+2rVqIMtVULl8CTy04HakJURg4thhaNmkDg7u3ZbRM7L9t/WoW72iEixHk6Lx8P13oWqFEmpIrHvH1qhRuQxmTB6LkMC9+ENExcJ7blO9Qr27tUePzm3QpH51NXT2y4/foHXz+spWZ9m3h+z7yXur1RDV+DEjUataRSlfM3S5tCWqVSyJy4f1R+C+7TgpwueK4QPRuJ6fyq91s/ro16OjCBk/NG5YH6tFUKkenORoLH78ITStXxPtWjZUaWpXK4++3Ttg55af8depVESFHsSca65CxTIlVFmYF+2wrPVrVcEbr72E338/gXGjhsm2S0RcBiM1IUpE4Aw5zrJo07wBOrRuhoZ1/NC5bXNUq1ASjz5wt+q5oijUXuPzQCckihq64zYYChUa0eMGnehxg7YMhgLBWZG7RWfLkPl8ZimMYiP9ER+zH9Hhgbj95rvRqH479O4zCgsfeRYHDoch7fdT2LT5RxwO2obd+/bgsrHXiWgahNatBqNJ894YOnIK3njrQ8QnJuLosWSEhwR633wtjnn5sL6qxyg59gj27fxFBEMjETWl8czj9yM4YCd279iIgX26o0GtagjYvwOff/o+/ESUvLxssQiSOFXhP/7wAhFPJfHT91/g68/eV0LozrmzERbij2hPJN5+81VUr1QGTz26UImclk3qYXC/HvBEhSNKjnHd158g6MBOJbQWPTQfTepVx9srX8JhEVIcfrvz1jmoUOZiPCH5HNy7VfUUvfTcU0rU3DhrmjpPM6deibIliuHK0cNUTw17mL794iN0aCvCRuzt3rYR2379EQ1rVxNxNxJBh/YjNiYSX3/xocrvmqnjcTw1FkufehTlSxXH/DtvUT1J7MVa9coLaNG4NmpVLauWj6cmYPzoESLC2kneQarnqNTFF2DaxDHYv/M3hAXvx9urV4iwaoCLihXDowvv9g7XGWGUK3THbTAUKhyCxy060eMGbRkMBYKzIneLzpYh8/kspnWcCEGEUWL0AXiOHMQjCx/BNdOvx88btiH56F8IiUjAfQ8/iWEjR2DH7k3YsdcfPXtPQu2aHdGl8yA8+OjTOHAoCCd//wNbtm3F9u1bkBAbidioECW0Rgzpib49LlWTrCmM2jSvh1kzxqu5RH8cTwD+PoY3XntB9QB99N5KpCZEql6eof17ICU2Qg2B9e3REcMG9FJzbO68dbbqJeFQFYeTnskdgIIAAA1sSURBVHvmcTy96AHUr1UVIwb3Q7D/Lgwf1Ef1vjxw3zz88N3nSjBwiItDXi8sXoRmDWri5++/hGSO/bt+Q8vGdTB90hVqOIrDapxDRG6eM0P1Dm3ZuA7XTp+IVk3rKfFzPCVGDVvh75P45L1VKFfyArzy4hK89PxT8KtUCrOvmYxXli/B888+juVLn0LX9q3QolFtJZ5GDO6Lgb27yvkIVcIvOvyQeiqNw4E1q1TAShFGJ48lYsIVI9CvZxcRafswaewIJfZ2bdmQMacJfx2XPJ9FpTLF8ej9d5keo/NAd9wGQ6FCE7t9iq4MhgLBWZG7RWfLkPl8ZiGMAqVyOIgkz0EkeoJEKGxHWGgkEhNP45NPf8S4CXPQrFUfXDZ6EsJiw/DTps3o3GUkJk+Zi/U/bcbpP/7G4bBwPLF4KUZfMQbr13+PVBEwHhFF0REHMXxwd/Tp3k61QiiMWjWtjVtvvBrHkqKQGBMiQiQWH737GupUL4d3Vr8oYuV3PCIVvV+lMurdPt99+QmqVy6D119aoobJpk28Ao1qUwT1EbHUE0P6dsPIoX0xalh/JZZ4oLu2bsDYUUPQuG41NKpTDWNGDsb6tZ8Dfx7DM4sWijCqgfXfrhFxcUIJpFpVy+Gpx+5XT62pkxV1GH+dSlFzk+rXrKLmDPEdQxwaiw4PUsN5nMfESdZ7tm9C0/o18NiD8/HoA/egjl9FVbYRg3rjMinfmBGD1DAc5xKxp6nLpS0wR4TTqaMJSvSFHz4gh3wUaz//CHWrV8Xq15fj91PHMGX8KHV87CEa3K8bhg3sqeYnUfywl4t58xjq+FXB/ffcbnqMzgPdcRsMhQpN7PYpujIYCgR7JZ4TdLYMmc+nVhjFRwYJgYiPCFC/yfHh2LRhM26+6UG0a3cZmrcajFZtLsfYSXMRER+BjVs24OXX3kF0XBpS0v7A2rW/YvLkOahbvxVmX3+jCKoYxMeGIjFOLkxUgIiWHt4eo6hgNceodbO6uHnONDWfKCkmVAmjD95+BfVqVMDbK5cB//yB7b/+iJbNGuO2m6/D9bOm45IWTdRQ2N+nUnH9zKtU7xAnQVMcpIkI4xNbESEi7mLC1FyfP08m40RqLPz3bseKF54WceSHcZcPw6m0ODy/+DERE5XUnCPJTAmPpg1qYtqkMaJPEpRg4Zwe2rj1xmvRvGFt1VNzzZTxkq4W/HdvUT1F7F2iiFu75gNUKXsxlj37OF5c8iT8KpbHmg/fUmKH5UqMOSIiKlBNzI6UMg7u1x39enVRwopPwXE9e3/Yk+VXsRxWvboMp44nYfzlw9G/Z1dEigiaqHqM6mLfjl8znnijqHtt+RJUKVcSjz90nxFG54HuuA2GQoUmdvsUXRkMBYKzIneLzpYh8/nMeiiN7x0K80dClAijuFA8/sjTqFurM9q2HoFL249B4yZDMWvO/YhNiUPysQSknfgTO3aFYOHCZejW5XI0btgFbdv0wmdrvsLx48mI8QQhMZ6fGPHH0AFd0LNLa3jCA7B3x0a0alIbN82ehqNJUUiK5aP0sXj/rZdRs2oZNaTGx/gTZf28W+egQa0qqFezEu669Xr1aDvFyBcfv43q1Sph7KjLsGXj9wgK3KMmP08aO1L1/rC35+nHH8An765CtAiF3dt/QevmjdClfRvEhB8SEfY6KpQqgXvvnIttm35U83XmzpmJ8rLu+WceQ1REEELE5mvLl0qZKmDW9Alq2Gy6CKeL/68Ypk68QokpCr3ffv4OfXt1Q4OalbHzt5/UMF6bFo3RvWMbrPvmUwTI/+++8QrGXTESH72zUomXRxbegzIlLsKCu25BSMBuNZ+J29pf0gS1q5aTc/GanIN4EXIj0L1zBySI2HvtpaWoUPoCTJ0wWomjWLmYnN/EIbpSFxZTw3BpiVFGGOUS3XEbDIUKTez2KboyGAoEZ0XuFp0tQ+bzWcwSQTpiwwOFAPU+If/d/iII7kbzxv3QrvVwtG47DOMmzsbBQ4cQFhGJF5e/hSGDrkXLpsNFCAxB65a98cSi5xAfm4g4T7gQLMJIChF9CN27XoL2bZtIBR+KPdt+Rq1qZUUYTcfJNL5/5whOH43De2+uQMUyF2Dly0vxx4kE1dvz/VefqCfL6vhVUIKHwogigo/q81H6BrWro2HtqkpQcLhsQK8u2LzhezU8NXRATzVxuneXdmjboiGaN6ylHvVnDw23Tx43UgkNPv32xSfvIjzEH2NHDkPlssXRq0tb9Ol6qRrKG9y/N/aKsOIQ1sQxw9GiYW01ebx1swbo16u7euy/dk0/vLJssUpD4cM3WLdv3VxNEG8jefMYWl/SQsTPKtWjFRq4F9dOm4DK5S5W6Xp37aSG9np0aqPSrnrleZwUATrysoFo06qpmmMUI2LthllTUbH0hSrvnt06g4/2X9KsPsqW+D/1FJ7pMco9uuM2GAoVOvHiS3RlMBQIzorcLTpbhsznMwthFGiDb6QOEhGSgH07AnDDdXehcaOuaNasP9q2uQzTrrods2bejQ7thkqlPAzNGg5C7+6jsPTZ5YjxxCEuOhrxUWHyG4KEOA6nheDVFYvx4gtPICUxQir5vXjqsftEjLylHt9PjA1RQ2pbf/lerd/yy3fqZY+J0aFKBPEdPRQ0kaEHVa9NfGSIEhcUAT999wWefmwhFtx9C95942WVnj1K3L5nxyY1NMX3BN15yxz1nh9OWOb+fDLtyKF9IsKeU/tv+ulbnD6WhCD/nXjhmccwc+oEXDt9gso7WNZx6IovgRw7YhCG9OuODevXYuH82zFh7GjcfdsN2LDuS2WTk6nZa5MSH6EmWTP/xx64B2+89iIO7tmqJn6zN4sCj/OU3pT1fAfT1Inj1DGy9+mJRxaoT4DwGFa9/LyyweE32uTQ2+pXXxCBNB0Txl2BZxY9hB/WrpHzthDfffmxtwxyjnQ3wvmgExJFDd1xGwyFCp148SW6MhgKBGdF7hadLUPm85mNMApIh//zY6vBSE6IRmhoCF5+5Q2MHT0b7duMQON6vdG0YW90bDsEQ/tPxpyZ9+CrL75FcmIsEuM9iI4Klco/DLHsufDIhYkOxomjMUhNjpL/g8FvpR1L9qhfvvCRv/GSho5ovQWbT6/FsBxSYPbCcM6QOqDIYCRFh6mJxzGRQar3h0+OsXeJT3dRFPEpNiWgJH8KGs4Xog2KEQojigy+GZvvG/rzRLJXrEg+tMn5QF4RFKFEBu1ToHCOEF98OXbkYPTq2g5Jsp3zj/j0Guc8sQy0SeGSJHnQHm3/8/tRSZeCv0+nqfw5l0jldUTyEnvWm6+5zCfKWCYKPpaX6VgGruPxWP/ziT1vz5RH7XNayv/78SS1jaLLCKPcoTtug6FQ4RQuvkZXBkOBwPifG3S2DJnPpzthJBUFHyGPFudISpIKN86DvTv3Ye2X6/DWqvew8tU38PEHH2PLpt8knVTWSewpCoWHnxiRitnLYQXfkcQnzxIEvtOIT6bx/zhZHx0m+aW/M4NiiCIpMZrfJJN1YouVPIeGiPUdMB4EBQiFiHVQ9uEjLnM/bucyxRDT2NNbaS371jr+Wm+utvajkKI4Yjo+WdajU9uMb5fx1QEUKSwPsb7VRphevaFbfmnbEk5cVuUPC1TplfCSdFaZmN4SN1y2xJRd8LBszF/lIfB/bidW/jqs/XOKU0QURXTHbTAUKuyiJT/QlcFQIOjiuRt0tgyZz6drYcTfmKgAeGQde3pSEiJxNCVa8CAtmUQiITYU0bKdj+V7xAaFVDQFjxJIZ4QRv8NmOZslhM6J2LAX3H5QFBS6D6ba01tCwkp7rvTWPpa4sO/HdVEibEaLMOrd5VI1LEZBY0/jtGnZ4Ude7emc2EUVsZfPbs+JfVt26ezY7eYEp4goiuiO22AoVFiCJb/QlcFQIOjiuRt0tgyZz6cLYZQujgTLQazenPgYOdEiWmKj+DV6ZiCCKMwf0eH84vsZ8UMsgWNfZ19/Ts5TGNn3cZveLozs6biO+3//9af48tP31ORtrrO2223bbVl2rPzdYNlx2ssLnLbdohMSRQ3dcRsMhQpHLPU5ujIYCgRdPHeDzpYh8/l0Mfma0CnoHBQo7DFJRwQSfxM8UvFz/pCkjQ47iJiwAO8TbeJMcelY+zidTSuCdBQSYcRlzj/iMl8uyXk99u3Ebttuy0pn5e8Gy47TXl7gtO0WnZAoauiO22AoVDhiqc/RlcFQIOjiuRt0tgyZz2cWwug8EVFkLccLCSKmLLSixw0OYWTnXAdpx5nWjjOtJYyc4kiX1k526ezbcoLTTl6gy8cNOiFR1NAdt8FQqNCJF1+iK4OhQNDFczfobBkyn89i3rdc55yzhFA2FCVh5JbsbNq35QSnnbxAl48bdEKiqKE7boOhUKETL75EVwZDgaCL527Q2TJkPp/F7KIlJ+hEkA4jjLLelhOcdvICXT5u0AmJoobuuA2GQoVOvPgSXRkMBYIunrtBZ8uQ+XzmWhjlFq3ocUM2wshX2IVRTtDZKkokFHHiBd1xGwyFC8bE/ERXBoPh34+zDjfCKBucJ8stOltFCZ2YKEoYYWQwGAz/Hc6uw0Pw/9Bq/xXGphsRAAAAAElFTkSuQmCC" style="width: 352px;" class="fr-fic fr-dib fr-draggable fr-fil"></p>
<p>Candlesticks contain four pieces of information about a stock's price over a given day: the opening price, the closing price, the high price, and the low price. Investors can tell if the opening price or closing price was higher by the color of the central rectangle (called the real body). The black or filled candlestick indicates that the closing price for the period was lower than the opening price; therefore, it is bearish and indicates selling pressure. When the closing price exceeds the opening price, a white or hollow candlestick indicates that the trading day ended with a gain. From …</p>
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Derrick Zastrow
Answered 2 years, 11 months ago
<p>It is impossible to predict the future. The goal is to uncover how markets are being manipulated and to trade those manipulations. Predicting short-term price movements is not a good idea. This is how everyone in the financial markets is being hoodwinked. Prices move against the majority. It happens all the time.</p>
<p>It is impossible to predict the future. The goal is to uncover how markets are being manipulated and to trade those manipulations. Predicting short-term price movements is not a good idea. This is how everyone in the financial markets is being hoodwinked. Prices move against the majority. It happens all the time.</p>
1 View
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