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2025-12-03
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17 Dividend-Stock Bargains From A Value Manager With A Stellar Track Record
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The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated \"buy\" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Pr","content":"<html><head></head><body><p>The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.</p><p>John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated "buy" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.</p><p>The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.</p><p>'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Prudent Speculator</p><p>Recent market events underline the case for diversification. To illustrate that point, we looked at this year's action for bitcoin (BTCUSD) and <a href=\"https://laohu8.com/S/MSTR\">Strategy</a> Inc. (MSTR). That section is at the end of this article and summarizes how investors and traders poured gasoline onto a specific asset.</p><h2 id=\"id_3328003425\">Buckingham's dividend stocks</h2><p>The Prudent Speculator is an investment newsletter that has been published monthly since 1977. Buckingham and his team run four value-stock portfolios. The flagship Prudent Speculator Portfolio has the highest ranking among newsletter portfolios tracked by the Hulbert Financial Digest for 30 years through Oct. 31.</p><p>Here is a summary of how the Prudent Speculator Portfolio has performed through Oct. 31, compared with returns for the Russell 3000 Value Index XX:RAV and the S&P 500 SPX. Returns include reinvested dividends and are net of fees paid by Kovitz clients whose money is managed per the Prudent Speculator's strategy.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/972c9a1477df5308c641bd3c7548659c\" tg-width=\"633\" tg-height=\"276\"/></p><p>Value stocks are generally considered to be those of mature companies that trade at relatively low prices relative to earnings, sales or book value. Growth stocks tend to be more expensive, for companies that are expected to increase sales and profits more quickly than those in the value camp.</p><p>During a bull market led by the technology sector, it might be a surprise to see a value-oriented strategy outperforming the S&P 500 over the past year. Buckingham told MarketWatch this was in part a result of having a good level of AI exposure, even though "deep value" stocks made up most of the portfolios managed by his team.</p><p>He said that the TPS team tends to hold more tech stocks than other value managers and to have "lower exposure to financials than a typical value manager." He and his colleagues aim to hold stocks for at least three years and stick with long-term successes. These can include growth stocks selected when the Prudent Speculator team believes they are undervalued by the market. Long-term holdings include Apple Inc. <a href=\"https://laohu8.com/S/AAPL\">$(AAPL)$</a>, Broadcom Inc. <a href=\"https://laohu8.com/S/AVGO\">$(AVGO)$</a> and Alphabet Inc. <a href=\"https://laohu8.com/S/GOOGL\">$(GOOGL)$</a>.</p><p>Alphabet was actually added to the Russell 1000 Value Index RLV on June 30. The stock returned 78.8% from that date through Monday. Buckingham said that Alphabet "qualified as growth at a reasonable price" when he started to buy the stock in 2018, when its forward price-to-earnings ratio was 25. That was not a low valuation, however, "if you did a cash-adjusted P/E, the business was being valued at a lower multiple," he said. Alphabet's forward P/E, based on Monday's closing price and the consensus 12-month earnings-per-share estimate among analysts polled by LSEG, is 28.2.</p><p>"We planted our seeds, we watered the crops and some we trimmed. The challenge for most investors is to wait for that reward," Buckingham said. Regardless of an investor's long-term strategy, it is important not to panic and sell during broad stock-market declines, he added, saying: "Your reward can come when you least expect it." In other words, if you move money to the sidelines during a broad market decline, you are likely to return well after a recovery has started and hurt your overall long-term performance.</p><p>"It is great to be a stock picker," Buckingham said, in part because of an elevated level of volatility for individual stocks. He cited the group of megacap tech stocks known as the Magnificent Seven: "The amount of 20% declines in individual stocks is massive. It is as if twice a year you have bear markets for these stocks," he said, referring to declines of 20% or more. "This is something people need to understand. You have to be wired properly."</p><p>Buckingham said three stocks that TPS had recently added to portfolios and that had suffered significant declines were Adobe Inc. <a href=\"https://laohu8.com/S/ADBE\">$(ADBE)$</a>, <a href=\"https://laohu8.com/S/CRM\">Salesforce</a> Inc. (CRM) and Accenture PLC <a href=\"https://laohu8.com/S/ACN\">$(ACN)$</a>.</p><p>The Prudent Speculator team monitors about 2,800 liquid stocks of companies that are publicly traded in the U.S. These can include secondary listings of non-U.S. companies. They score stocks by a variety of metrics to identify those that trade at relatively inexpensive price multiples to sales, earnings, free cash flow, book value or by total enterprise value to operating earnings.</p><p>The TPS team sets three-to-five-year price targets based on their qualitative assessments and expectations for the companies' long-term prospects. This is in contrast to analysts who work for brokerage firms and usually set 12-month targets.</p><p>There are typically 120 companies that are rated "buy" through the team's ongoing analysis, across the four portfolios. Positions will be trimmed as stocks move closer to the target prices.</p><p>Buckingham shared a list of 30 stocks that he recommends with dividend yields that are at least twice as high as the S&P 500's weighted dividend yield, which is 1.15%, according to FactSet.</p><p>Then we narrowed the list to 17 stocks with forward P/E multiples that were less than half the S&P 500's, which is currently 22, according to LSEG. In light of his team's three-to-five-year outlook, Buckingham suggested that we also look at prices relative to consensus EPS estimates for 2027 or 2028.</p><p>Here are the 17 dividend stocks sorted by forward P/E, based on Monday's closing prices and consensus EPS estimates for the next 12 months among analysts polled by LSEG:</p><p><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnYAAAOYCAIAAADXDynoAAAQAElEQVR4Aex9DVyUVfb/1R8JmgqkFpguDZk0rGLwM1dYcwv/4gppiTv+CNLdgmoLtU1G23Jk+xH2olCbSi8KuUkg6yQWxrDiT3S1BTMDQ2McIiZWEwqNF01RWfifc59nZp4ZZmB40xk887nP273n3nvu97nPPfeec++dwe30IwQIAUKAECAECIF+QGAwox8hQAgQAoQAIUAI9AMCJGJ7CirFIwQIAUKAECAEOkWARGyn8FAgIUAIEAKEACHQUwRIxPYUOYrXUwQoHiFACBACNwgCJGJvkBdNxSQECAFCgBC41giQiL3WiFN+hEBPEaB4hAAh4GQIkIh1shdG7BIChAAhQAg4CwIkYp3lTRGfhAAh0FMEKB4hcJ0QIBF7nYCnbAkBQoAQIAQGOgIkYgf6G6byEQKEACHQUwQoXi8RIBHbSwApOiFACBAChAAhYB0BErHWcSFfQoAQIAQIAUKgpwiI8UjEikDQhRAgBJwGgWMZcU8q0w43WjBcV7A27sm4tQV1Fv70eJ0RuKDVrFfGzY+IeFKZWqBvkXLT2li2VRUXHRERHadSa1tapWGspa4sIzEuZn5EzJOqjGPS112neTkO3rXJvay5Zm9d/06E93jviHf0ZrzaeCARawMY8iYECAGHReBUUcaW1KXBMdnSVpexSyeyMrZkZJ241GPGy14N8g5Ps6vt7HEeN1rEk6khnv4Rq1Izdms0W1KV4b7eSzTie2vVpgZ7Bj2+NmO7RrM9Y+0i/6H3pWoNUrZxd5zMOyju5Yzs3ZrsLWvjAj2D1msN4JXmJmbAuza5PG3Ht96tt1mnjvMfrywyZNDZ9YK+7nSd/kJnJMYwErFGKOy9ITpCgBBwDAQ0MbNNLXJfsFRXures7pTZKKsvkr2R06hLe0xZ0uoRvaP2Unt7e/3OaA/WmLlQ9Rliok2KUB5lHot3Nlxtb79UvekBxg4rl27lw9HWItWijDoWmFyG8S4dTw5krGzVUvDCmFXaYsbkLxTXGn4N+xNkGCA9uvc29YeytKdr+/zdk4iVvhK6JwQIAadC4Kgy5HHDkMgq4xcatftzNUf1jYa2s+VsHfwaTUOQlkZ4rmtEFWVLcdF+xlob0AN8rCZInt1CoKVC3+jltSAlVeHlBhFHR8bMg0uL9ptGkJhZW0BfEJz8SqSHC2NusvgNq0FMFr2yCceqp7X60V7ylWmr78F4bpOiYyZBxFLtd3BmTFuqZSwwONjL8PMYzv2lJ1tvk1eJ3P1aszfcqi3aD1VEUhmEpFoa9Uc1ueoirbECCf52n0nE2g0VEfYWAYpPCPQlAvKVKXxIFBG6Htrbjik3liSGDBrh6R+6MOJeX8+h3nG7oVlnLXtjvb29PYPXCgrJxl34KF9V3FIQM2jowmxI5uTaEKDwjrdLZwj05DpBwC00RVtbmxvrJdK0NDbinczLg31XhObTuyNCx6EPHpMiwkGefldSDOPYO+LzT9VWrAtGfzwaG87CRebtBWemP1nGmBf7Ljt1hSoN5J+pw4SheOy2+jZNVWJhqL+351D/FZpG0EtXpfrf5K86AfFyY/DVh6SBIG9t1KwIGjrU0/feiIWLZvl7Dg1502o1g1idORKxnaFDYYQAIeC4CIyJzNqL456yVTGpJy3ZrNuyMOTlEo8F6RUNly7V7ls9tS5j/sKM08zjkaydj7ixE6qYjXrWqIl/PLvFIzprQ7jH7LTaktVySObu1Vz/mBYK9+T6FoGTqcm7GfOIj53N2NmGWkjcxc0NzqLzkk2Au1qJjgEe0TXuSkkFuftAfMwd+Kg9DtKuLnt5jPLNtUtB/o0Q+08YJhzW3qZQJdjU+PzjtbX6fSmzPbRvRoS8qWd3xBfXZkVixMisWvgVx0MuLg36Er3HgtVIfDwdZH/JCoOaGintPUjE2osU0REC1w0BytgWAlOT89ehkU4ZHGOuL9ZnbYBRaHDyhli5h5ubV2jyi9GMFWXjZGOPyLezot1Y2Yq4hY/HZDd6xGZnhHuAotLDa7Qn5uPi6YU/D2j6y7aYpq3SRGUEpzdHoyYmWKVlgSklm4JdGKuvA6FpV3onU0MjsSeUbxgNh26oLS0qra5taGiorXg/0oNB/yk2WzqWdev4NoUq4bX6nU3hk7y87ghNeD85mDFtYmqJC1Dj62bMzUN49S7Alyy+pKE2NxmJJ8XGK8CnqOgLOHfPkYjtHl5ETQgQAg6FgHxlUf5iD9aYHTE7tQyUfiJz2lLU+5UsHT9I/EWiDri28RKGe0SmbYsEiZu7q5E9kZU+F4Qpenc8ag+Zpq32ZqJyx5RvOJ9GTZw8Ajo00XlFCXfz0t8lR50BvzWcWtAibngQrydTQyYry1AwZ2FPiPu6eXgFPhAo8/Lw8PCSP5aW8gD4aoqPwbkTJ1SJ0KB7DDTjZGD6ZS3aCpuivqXxRFFaInazUg8ZYnXzSiK2m4AROSFACDgWAh7h7xenTGXsqDLmFb2RtaF4F55+CvR+Jle8DBtVxhqLd8MYFymYOst8+Ms9Dafwbe3GX8VKIa4hrNfXxhNluES0tbHsKF57nZ4DJ9BYtPTeiIw6j+g8fdY8D5HRO2Sgf2AnSgWjOHpeKCtGhX+IHNXF6MFOZswKVpa0BqZoS0XBzL3NT16eXuYenT01trRYBLsNHW7hwx9xQdFQz8mzVAWoz+ZePTmRiO0JahSHECAEHAgBF3lCZgq01y0XjM1naOgCYLCo7BtU/AmHB/z4eLVxd3xMZqPbIzuL3wiE4W/MCo0xGsS5Ru6zpbLJoWv3N5askAUpMlDM4H4aOGAybafwJDxmlPWeoe/SIsZ7X7f1vihfZ6VVeUTnSuQrFMolPALfUXaams+AYqxu6yYNY25PR4dDKDiUr3FFjYHJx4st5GvjMd47ARpwjbk7d8ElPMQ4PIUnKy4oFAe7RcVGZe/R4hIguyMw0JqI1W+MUR5m4e83NHyRn745PeE+IO2JIxHbE9QoDiFACDgWAncnFOVFG8ZHwJpb9Iur5awlLdR34frsXHWa8j7voUNDUmGQdEGjXJLdyMIz3o4MXpax+g7WuDVmaQEXsl7eOFA9kbZ2fWpcokZs+CGxvnd1GYlpjfPSNgXuVG1sDH9FFejCGO6nYdJLZ2wR7ot6MIay3EWhtUV/uq6b6337qMwXSpT3gnxlzMuzZLncGyQ9d7M2gr7BLfoV7BhpouUh0XFx0SHy5SDyApNX8HlmVTB+BfnKPO5o2TRXZojoj2/qu7TwwCDfEd6zINaTEUHeC7NbWOC65Ojh5jxbvk2v2KR4D6gSYf5x7+TmvqMMmb1WzzyiNyi5vtpb5gXRNamJqconscczdDga5ot379TW6cu2xi3NhNCeOBKxPUGN4hAChICjIeAxL6sYpz4Z+JqaXFySEjlOn7sqZuGipamHWeS6tNgJjZpnYjJAwGZnoUB2CUzOhGa3MSM6VgMSdXh0yhvBjOkzVikztuYWg48hsb6+XmqsZ6y+ofFCI0jQhrOSnMT5zLWGX08mNuv7ZxeFnoCwf1NqFY9Xp0cxD5Keu6IvtOgLHSN8R3Ul2zMytpc0jovcBANWriXW70ot4qg0fqet41H4WVt0opbdEZu1IzbQpa4IYm3RlLHA2B3VxSu5oMREDUfHtzljk16zOtRLm/HMwoXPpJa0BMbmag2K60Dl5lgv1lj0sjI1M01zknk9kgxD58Zdcf7eviEbPDblQj0xpNydK4nY7qBFtIQAIeAICMzLAhNpR+OofGWp1N9jesLOU+3t5xsazre3X63duTLYw8UjfFsD0OQ/4iGWY8YmfG7ICuce8ueK2y9x+lPpgo9I1scXmTyQsdNlpS7eIBn0x0u5NOF5iPOZBd02nD3cWvl+CGf5OBtJ+KO4bwK/57sitJwu0xSU4SpPW7soCHFPFOUWlNVJJ98K/t+VadRFWlMujF1orINcWhlrwe07iqqMDGAEew/+pto7/raFCymYvaNTO+MncVU+Y7KVFR0jgQ9/6W4yRXrpJcObvVSarpCJ0YREDeeOb9NjbvI+Y5WAiAtw6CqQe8xLr716qaHhUvul0oRJjA0PTtHyLMCjLCV8AdaTrHlIK/DGOcFHy8P8mUSsOR70RAgQAgMMgeEeHhYqxM4L6NZNetaTX/j77e0gxe+I3nm1vXZzuEcnaXyXFuLt7f2Acefkonh4FHfG4Pf3pea+GTJ0fFBEeExakbVdFITEz2qWynH+zsLwIG/pQtLT2Qu9h3rKgiIWzfIfM3RQcCoahmEs/w5k6xmbqYmTefqHLpyVqBGS6Zdzd9+RwIQ9sdysvU1bEV2A2lxYA6W5B+vmj0RsNwEjckKAECAEeo+AiyEJ443gcbZUo87NFV2R1nK4KRCZn0+oFq7QBz8SG/tEQniotV0UBPK6Iv19Oytqays2h7uxuowXM8AcylpLlk6Oya0LXF1Ue+nSJVxjelgZsgJsokIclv14RIZHeOwTscmLQ0QvunQHARKx9qNFlIQAIUAI9DMCddlLFy1cKLqlGptLNqVsyFZ/UVucnZ6+GSyUbh5eHXdR4MSTUvI3R8q9vORPxEeCx4lSLZwLNqU1MrenU5If8HJzc5M/lqy8mzVuyTLJ2HlZDVqcUrt6rkmnCvHI2YkAiVg7gSIyQoAQIAT6HwGz6U58J7+u8wwOmdo1kVUKPW72y1remSVu0DHIX3WSsZaGBgO1/L7gzpTYBjK62kKARKwtZMi/7xCglAgBQsBOBFyE7Ru9+M/DzcXOaD0lc0FLo2zlvlrprz4jvKfpUTwLBEjEWgBCj4QAIUAIOBICwz28GW6aL846bu3RzF5IwZqTzQ6XMaY/pGVcpONptIeHoGm2Rk9+3UWARGx3ESN6QuCaIHAsI+7JOMlGP9b+tOtk6qzx3rPeRJtaJzw17o7zH+8v/JWbJdl3fbzvj/6dCO/x3hHv4Eway7wc47nxcJryybi1BeZGztYWbUGq8smIiPlxyvUafV9KsV4X2ysk+A7G6tYufDwtNzM1ZjL/x73OUvWWeUGwxriLAjzYdJOUyQsYO7xUHqxMU+dmr4/xHzrU+3GNKM5tRqMAexEgEWsvUkRHCFxTBCz3+hH+tGuQ/5O5da0iI/rdGUWn64peTDNNThFDzC7F6gztaW3GmzvNpQqn6fN9fy7o607X6S/wxB3vpN0ySxa8NHVLhtme/q3a1PuG+ocrU7doNLszUldF+HrHOJKQkScXpId7Mf3WpQuXqLRz89MXd46s5S4KnVJ7RO+o3flEYMvh1KWLFsasytZPis1IDB1g9lfL7a46RaRvA0nE9i2elBoh0KcISCa/VGhWQ8un3bJQbhhkyJ7I2PRcbLImObjTPMNf2bn6iYSst2NxbNMp5QAK7FiUxqLlvv5PClsGmYXWvROrPMw8Fu+svdTefrVh52L8356FiZ33W8xS6JsHYZeG4wmgubVM8O7Y/Nr2S/V8W4Q3wmO3tbe3Z3FzaTjuwSHexqsbdgAAEABJREFUmyJZ7qIwIQH3cTClbB7LxStyc+ml9ksNtZB++6Wy9MgJgoEWI9m5wYIpb4e8u47bXZGIdcgaQUwRAgICkskv8rnJ+/Q7o91YY2ZE7HauynSTL1yVHBsIDSLf5aeOb/MjRGTM5OURujRJGT7OEADXC3VlBbmao3UthgEx+ImuFf/AK7egTC9JjCfFn3nEohP8XoyAF9xaSK0pO93hX0ww0CEO7ashuC/u9NXpljvttVToG73GRaa8EukFQLp4RCpQeLWcrHA0Zanb6O7YSF3cumlSdfPw6k767Lr+bO481dLYcZuqVm3RfvheeC2GbwTqvOFWLAPU+bq6OmFnK37fiGoY/iHs50YD8+ysfzhiWpYXErGWiNAzIeC4CHhEqvhfquVuz4U2g+3l+/wsL2KsMWuBN/yUnxl4by1SwrMsudSF6XGbHu8Qg320bvtC7xHeQeELI+71HhqcLLWaNh5WhQwVNwDy9TTZ5IqWQ1ohsSsihIizJnsONewBxFrrshd549ZCiyKCxg8NeUWanoEZB7jKVxbt21HccCg5dIwFN26hb1TUntoZO070b7nAZes4bw/R4wa7OENxeZX2tNx5yuo2VVXWtrsyfTi8tNL9s/i95zMZmsdlnpNnLQxVaVqFL8hz4Qql/wjc6Ao/nPFxdpoSSMRyiOlECDgJAvJ7uVb4iwrzOU5escsjYeCakQ3iFkvSok5La2Fez8WGuuCj6TidEROdW8cCVxdV19ZW73tahqJaCD6dsTB4bcnwyPTjDZcu1e57IbBua8TCLUYDrjZ7O1NCLP0+3MH1sDK5AKPVbY2JUdexqav36Wtr9fviJ5jSw2DHOVy8QhXBHhZodGQP7LKvaBjziH8cx7Idw8nHcRAw23mqtcT6NlV3xBfXZsG3wVhkVi38iuPvsKMEmXERmZ7hT8TGJsWEGOqM5h1NSHZFbW1F+jw3Vpeh3GJXb5JErB1wEwkh4GgI1NXVmrPkpoiPd2Mt72RAp5uxllx1LmOy2OhAcyqm354KQtjrhYzkB2ReXrLQx2PkBgohKDgpLXaSh5ubV2iSKpqxou35RhkbvTk/AWLdERq/BCOVnYQmRp+1AdNb/U5y6B1eXneExi7CIEOSTndt1DweojrBAtcVb5qBzJdtiTNO6rachIzhdFxXBKQ7T9napgoU5l6CAtzNwwt+di41Ds+qr8jfnJ6+Jtw4g0H+Sn66Qu7lJY99AkW29rh5L5cxq1iQiLUKC3kSAg6KgKjGnCq3FGUuobHPQWuQnaFuYRdys3YxNj1h6STLUgjtQmiwpegFOiGoZLm3uNHPTXxxSH3jJQiz6bSlJyAsNKSnuwtBZIdxIF/lEZmNHovziwz22tpDGRlbRGc2CdlhmL6RGZHuPNXlNlXdA2pSaLBH92LYoiYRawsZ8icEHBCBuqwtoMZksrm4Y4AFf4HRsTLGYPyq3boJiCKX255C3GoRlT+64Dl8MyjTJO5QPKSJAZ0eVqZNdUrveIGNRcuDIrbWgXzVbws3tq7hOHe3XfgNjLm1jod8H3Hk4gYJOeA2Vd0QsS0nNakr4uLmz5oVHadcn1t2Fkp0YzgnK2VZxpNxRu2W+c1aTR3rbCMCQ0mLVnh7j/dW7jU809UREGhtLHkxPG4/Y27RKSssB7HI4KSlCdMZ27UpNruEucXHK7DRQX/JIZ+MEXP3gnaX+0q2CgqdjeqvorIK0KaJzgN+VhLhMYWTPAgHyrlFh4RH5pyyFuXrrI16j8U79e+b5KtYpP6/tFTlquYHeY/3j1MbtfL9n6udOfT15iR2Zttdsu5tU+XpidW60TAxXvIVdDffLuntE7Et2rRw76HyCOWbGRm7i4q2Z6SuWhg0xnPWFruU0V0yQQR9ikBtkUG1lWF5k6W9wIo72YjAwEfL2bq603W1jjpzxcDmDXA9oQoZj90d6PF4DvUMebWMuQSnfJERaRxnmWEgTHoqKTnM3B6LtJzoxCllC2JBxra8szBkRRpu5TNZZfyG3RSq1XeDNXeW76LUbHVu2ooQ76FDQ9Ybw3l8y5MsEu2yLWmRIcp3slOX+Pu/2Dm9Zfxr+Nyi3Yt/Eqcpwy3uG8o0MNwvOglVvKVkRRDIV+bi5VkSL5eJaHuHGf+ftZ95rEoNuWvh2t1lwEo/59Sj5Ftb9Kfr6k45KHemInW2TZW3zAsINamJqconM/DfcO8JCQeP3fERidm57yhDHjB9BeDdt84OEduqTb3Pf2lBHfMIXb2jtLoWftWl78fKXZiXl3ffckOp9QUCoWnwirgrfgGaU8YUfCYd+uBsuvBruBFBXxTnBk+jBfo6gmscLg99Lr20tjhhkpstUIRJT4zJEp4JtU4zIaEoO9rLpbHkzaUxidrwvOJkHIZyWpfA5JLilAVeerUyZtHCpW+WsAUpaY/xKsTDrZ5kzxVlLfZijSWpz8SojofnH0ruIoLVVK6FZ61mBf5J3NLtOFKs2750IZRxdy1jRZve1GP+rXX6KuxZCmjX7S2+Np0F/a6MMsaCN9Q2nKpIV6AoQGbo6DYCnWxTFajcDEaTxqKXlamZaZqTjA2PzihKkLuAT8zC5VneSTtNX0G38+0iQtcitm7rUuVR1E3t1O9LVgTKvOAnC3wsveJqQ9Y8D2PyLY16vphdzxftit4tjXV1dTgYb2nUFhWU1V3g/q0tdUc1ufu1GMA9WCsSChFbThblqoskYZwCUoco5v4YhyfOLuA6esNyeO4N/lJrEy4crhPS58kN7JMbnzgHr8nLy5OX1OTBZ9N13IgA8D/BYRcWX/NIZicBVGOoQF/Qye4EGrIjmAHYgwdhrx/BDCicGyr2vREbOFqSlkCzDXvkoq9L6KZLQF0tbTJkKyvAy2hK9Hokq/bqpYb6S+2XSlPmBq8+3t5u3PfHIzght7ZdCG1vr81NCObZCSbJrHliJmYJunhFb6ttv9TQcL79UllK+IzVkJkxLzGCQ1xkCVDSdrMf5zOcb5Bk5s8fhO2T+pd1UBeVfIGi3NuDYVsptJCQp/CJQYsHTRk8Cg48oT1FmpZG+GD36xsbIZKEohU/VElDh48QQxyBQijE4juECOnBmVPwlhhbUclni482NieBaNfbmdVAIzMu1repgnDL7a4Y83ggpUKo51drdz4RafoKLHfCgtjMMruO3x1SWT+6FLF1+dvRbBO8LtWGbooxYe25py9fzO7rOcI7YqNWeKniivUnQ4Z6+s8KD/L2nJVxQhM3fqj3vRELQ/09R4SkQocCGBNW+z6+Ni3Mc6h81sJFs/w9vWN2N0IIa23UrAgaOtTTF6Kg/9CQN7FGQpCYuOVyeLfSJJm3t2foO9hXBTLG6tJme3p7R2bx9LjPDX3iq7a9jRsRNO5X+gO+kznsY4Z6h3NFihShRk2MNwAoTyjBt9r57gSpu1JDPL2DwiNiyIggxbDb9/0dwc1jtJvNPFw6DbUazc3DYzijXzcR0Kc94B2jxki5S7zhJ3yVpk8MWjxvaBKVGmHii9BOSnZF2PNpLMTyXiXu9diijoEP1XN2mtj2HU2WQ/AzGsZatBsXeoufeUTQeMtNRSw+27rtNjcnQV4d/YAhhYeVyg212tK7+/W8+2Uf3FWU0pL9QOIVGmxTg1GyQh6jrvNYsKlUX1t7fGfshDrN8qDY3dgcQ0zGtNn7/Xcer62GgXlrUdzkiJ3B6RW11fteCGStJcpV2UY6plaljsuoqK2teB+keWP2/Nhs6K+5NOhL9B4LVucfh8TTw91YyYqlGWINguStLIcPfQY3+Sx5Y5Moik9sSj3M2IKlseOAnpw5AqczFoamaltlsTsAeNT/+4/z9naR0uhTZ0dkN3pEZmtRaQH0ne5OoIpU6qdHxz4RmzDXUfWF0sLRPSFwPRGQJZQ0ZCmQg8httfArflrGhE+sNTBeg5/kvnWhHidTIx5I5bpspGSZpl0RfvNwDGgwWtT5oGqGsKKCXDizw7n5vIXU78+Fa7giEuSN/nhxy6TY9C+qa/nOIXVbF6qMG4Exrdlne9r25iSYOh3dQ6BLEcsuYYKeniaVMD6bjlbNpo0wPAxP2xYfeIeX16TI9M3xbqwl+80seLsCWfQb6ZGTvGQPxMei1UeufCVW7iULfVEJlYOBVBaI4Hx3cv77kbiy97GsNFRJCdMUZfElDbW5yeGTIPHYeKyORUVfALXoojsuhxfmVX6XmoadA1b0NtROt/hl0VDPxDh0MSCgV6eBjsLrhZ18STXq//dtDpe86hbtqwuVR1nguuKdj2Afq8vdCWQvlNYeykrfnB57jyEPuhIC1xIB58pruIcwsnLj1h3QBAifmNcLGZvmQlsoC12ZlTydsROqVJNElOyKMDwyBprKutyiKtAmarIymdeMYC9WlItb8tYVFcAoIzxmHrR8buGbaxvK0mOnyrzuEHYOaSkqMUlt6WdrZKDj5iTOBa2DcNuliPXmc7G0pcdtMPydFjtQd4cEGtVE42UyoC0pM71AeJQ4Nxf+MNzDg19NJxc3qAv80c3Dg8Gv9KSQBhoe0hJxIUqqYW0AhNp2XvGvoJhP25jd0lqUu7WF3ZEQ/4Bt8hs4RFuGby/0XisbEQAq2fOH+r9YxkYnpD0nDkm1fEOTEtu7EwQHW08KUiNHCBACXSIgfGKST9JLdhdEatFq6+CCzmxXBLfQeaGMaTX769ghTS7zin0zdaEb06hzWy6AoGXsgchQQ8vccrosd70y7sk4ZbbQrmJiwiH9bEUG6EMWoOn1uUsRGxi6AAVf9tZsGKvazK7xkknfKxCJnTPhoYdnby9v1qpNDcZ9yVUFtd1I5YH4hDtwgWDqm7hTa/CKpaKI6EYSNwapCxaz0cb/o0Ruq84HzdXZ1PAVorGHcXroEYNSy+QOxWOnClOigxAgBPoAgY6fpNtwPuzokLbXvGiQsUX7i4t2ZbS4LYyYGhzzhBvbla/Zmw822NBHIlD7xBo1j3sPHR8Us7mMayU7pMI9zE7S6aJmAfTQPQS6FLFMMG2y3TGhr2pNcrRFm7ZEqQGpOyEkFERwXVHxaTHjxi+KQD3Bgv17LtVay4pxtCoLnOym3xijPMzC329o+CIf1I8J94m5dHWRL10RzFiJalUuc4tWPcarWVdxbsDwoGD4PHmf11B4qbR185CFb9i5+g7WuDF8KddThc6OBMJu7k4AMcgRAoSAXQgE3YefZNGhYpFa0hiKPhYXr4hI0CTvT1GpW9yeiIFWL3hRrBvLTVkHCqrgyLleSF6gjNha57Wy+NI3+7I2p6dEd9Yl7mRzEkyKjm4i0LWIZZOS89+AF8fKXvQfOtTbezy6oUP9l2amxiYVtbBg1QaoEyVL741QZeZmr18YFK1hLDDlle7bPk8oI55My1Vnq8JD137H2AOrl05iQ4d7QomKd+/U1unLtsYtzYQnu5zXY0tRGjAmW6kKH25XlBuQyOux5HgPGO7HBInIew/1jtFAz8mIhUtgssYAchcAABAASURBVHq1jDWmzYvTXGA92p3AmBbdODoCjbvj/Mf7xwmT+W0yq08Lh0YgIg0+0g40+ncioImIeMdSFdmB0JE9ipTYyimLrgePwifZ8s4sf/wk05T3YWPosXiTEieyWGXIKzxSzupKSurcYhdgQ82mR8a6tZQc1rLpMQuFOZ4j0AZXtz+/6Ls6bYEq7hUcBFlNCzw72ZwEQq+Xu777zXVVqztDxQ4Ry5j8ueKGQ5ui73FjLeLS7BaPwNgd1fo3QmEE6/VEfsX70YGNmrVLFsasytWPi0wpKUq4u7NcrYd5hcoOLV24KGbt3kavuSnFubFejHk9kgxJNe6K8/f2DdngsSkXJYL16Ba+w8PD54JXcMKTPR9OQ/wB7lyCNx3fGXuPm3YLR36/d/QbqlAQutJiT03euUbOGjNintE0gsTt/u4E0sTo3pERsGfnL+C/5RS0A/oWq7rEC/q603X6C0DlRK5s7b3ekm5BS+1pKOB12twMPslv8lc/4MU/yaWph1sCn9ip7XRbR0EoMrfYSEHJ5xIajtNCmTwyHJpQfA0zEjbBcPbo2lkyb/8ntZHZm0LR18YxwfbmJDZi9IO3xRthLdd3v7le1Gq7RCwg6DEjPqvsUnv7pYbahktX29sbStMVMpCvEMSYm/yxrNJLQlh7+6mdCdPFRjp8Wzv8DCvWhaXfFQkTeCTGV3wb17yD3+jwTdr29vMNDZfaazUJwUIaw4NTDJ64sH3Bpob2diFB88RhtFoBefG15JAWY6ezMgrYDb5WR7YSMWmXbk3AOgA1LjId3uwl3Dqg/VJp1mNyeK0W2AYmYToN28I9AFoPu3YnAEJyTofADbrzV11p0dHr1i2w+NawzowOTy4ybgByqXRzpJcLejNruyJggOB/aZNxy0whTVNjyGSxmlpooBvOY/scPzd+X3u7ECpQCi0qJsUPr0dsb07CCfr9dF3fSN+Wzl4Ra8jVzcOL7xBkeJZeeZjUo0f3wz2EWexmka16mlFYPhS9oixhvV2rY5noAH526+bWAS5une1dwOjnqAi08v18JDsCAaMmr447f11o1O7P1RzV8x2AgNa6azldplFryk5LTfnWKXvgy9nD/FsatUWdbBInJA0FxD2MirTSMoJnXR3f9qgF90UyJsKjtJQUoU64AXdKkkaCQF6uIi1mDk/X1vX5J+bWrW/8en7gnbwR8738GP5w875G1KlA/difW1RlnDLU0vgdr5bf8VAkZcJOgnXGjeoYr1ySt97SqC8ryDXbfFCIKJx5FpqjdZid4NPVeXBXBNckfLg85onY2EXyoX2VW0uZlsXEPpeRQGt1+gpSSmdgIODSmLXAG35Kvmocy9RapIRnWXKpCzPf+auxJDFk0AhP/9CFEff6eg71tm6jba3LXuQ9dHxQxKKIoPFDQ17peyusuI9bl5vEMdbFvkjRS5VyXJ6wMDzIe4RYHM2SQUMjswEH7ashAIP3cpS28MhYWWq4UK5Z/p6mTeV4EJ36EQHbb4SVbYyAFxcUvnDWZM+hwam4oT8TKq1nbKYmToZ1dVaiBpk7nb3Qe6injFdLmefQ8RFpJ7jo5TtkeT+QZqimRfH41uP5W28sWuE/1BO3KVwYCu9c+N9k/9QqTA+OhoKl/iMwi4h7oWLEaRrBr2vnGCLWK3z15vT0NQbLQddsd0XhFhj/dnr6G9GdzZzrKg0K7wUCFNVhERD+jaclbaO4sVqLGhe2yVbGG9WMAut1WxaGvFzisSC9ouHSpdp9q6fWZcxfmHFaCDSd67bGxKjr2NTV+/S1tfp98RN4Q2YK76s7bXaXm8R1uS/S7jTNfTsramsrNoe7sbqMFzOgnQ3dUCv8W4b8heJa+OHkTYFnbQVTQqFwWzrGSlYka6zangVaOvcdArbfCNMeZ8qiaqhmCZMYO6xMBlOgId/sxyMyPMJjn4hNXhzCWkuWTo7JrfOIfBv/t6ZiR6ysTrP03lhN51METqTEval1AyX5pfb2+n3xd0DSwSnHi+NFyyarO6QPycbqkz4Pq49yC1QfoOnCOYaI7YJJCiYECIE+Q0D8N55dm7i8rMvYkMtYx1mB+qwN0LMPTt4QK/dwc/MKTX4xmrGi7ALDBggiOwKZ1+p3kkPv8PK6IxR0UWJIX1+63CTOuC2RzX2RJqXkb46Ue3nJn4jH5QYnSrWMuXl4eeGqBcY8vfDn4WZgPDpDkwCFMmxLV6b9zhBC1/5EwPYbYdEd9/IzcjIvq0Gbn745ffVcL1awKQ2GmPPSsp4OlMHrVqSnP+3GWrJTt1vUXmNkfqPXg8yUBQZ7QRUYHRqOc8eGeow2VQj5K/l8Fzx57BNYfYQ9OnjMzk4kYjtDh8IIgWuNwDXIzyVUtS4YBmapm7Xs9M4s6zt4a0tPACslS8cL6rJBg7g2tbbRYusCgSw0ZCoQX1PXcZM4ockLvde4v1iHfZGuKYOU2TVFQH5fsIchQ/3JMriVBweCrIQbcDIZKjSLj4MMhScb7oEIkJzaV5SpBRpN5lJVJmMPRAs7d9iIYJc3iVi7YCIiQmAgIeDFV43r16elvp1qa1YgnxgRnn4KlKcmV7wMm6qOULQ4jBK1scOMK1v7InUsBflYItDaIsJ5QbxaEjjwc8N5S5uFx3CjzLXG93DQW8R6NeYqwyMiHs9iizcV84Wj1ki74UcithtgESkhMEAQGB4dj6qzNOWrejYp2dqswNDQBVDWorJvUHsqHB7ws2yj5EFgFWPCP3YAPbuOsrbb+yIhvwPyKMt4Mi7O6FakZheU1VmKG31amLfvM5qWYxkmSmOUJzNwGNiYvXDo0KFPauq2Lxw0YmjsbqfBShaMGzbU7S826IUbSw5pgfuQyXI23MObMXa2ARTJcGWtElxai1SRGXWKrAawxV5tKN0WbxoXI2kPDxKxPQSOohECTo2AuDEqY5EvWt1i2i36xdVy1pIW6rtwfXauOk15n/fQoSGpJy0KLYtcImdAFhmifCc7dYm//4vYllkQXZtHr8dwq7KWbuyLJPLlPQ6H5trNa1PXx6l2i22vGOaUl9qiLRkZRvemMiY8yHuo79L9kqKdyEjdWxc8N9ztVJGJ0hhlSxHuCO8RHHI3Y2XaS/eGwDsuO9mplrVPgertG5mh2vQAY4eXBoarstXZqYuCYnYzNjUlWeHGvEKC72Csbu3Cx9NyM1NjJi/E2eQi80MZ9CDVMZ5DBePIUO97Y7ItK7xIav+FRKz9WBElITCAEJgUETmaMbf4eGh3rBZranJxSUrkOH3uqpiFi5amHmaR69JiDbMrjTFkzxVlLfZijSWpz8SojofnH0qG5tgYek1vXII3dXNfJIE9N0VKynTGqjKUqzIydhdLBJEQ7qRneco37fC7VF+Rvwzs0/q08HiNYUot/sWnW3ws7n/HGGPs7tXFJmsA3KWZtn+6yxuHfYwF3o0dkWuDRa/fiFespiJ9cWBjwdqYRTFKtd5rQUrx3gS5C7AvTy5ID/di+q1LFy5Raefmpy8GT+6qKvRuTPZYSspzsbFPxIbfw+qOZscsTu1lz4JELAeXToTAjYbA/qy0s8xirY5sJW7jJez7A3h4TE/YeaodN1w7395+tXbnymAPbKRkCceh6TZs0+biFb2ttv0S7g6G+6/NWA1JGFOARHrvzHcgMs/dYpM4e/dFCs9qh19WuMCcizyhBEtw6Wp77eZwDyHNdkMos8hRiOM0Z7fR8vANGau9QNeQnXuIs30hO+2dFrNX7+Ip2AIMZ5xG21KwNvlEYMor4UWvJGthCDiPx702J8s3wszrANRbqGXiBlUWlVZk0E0eu630ErzVWtT71uYmBBtnQ90dm1/bfqke/C+VvhEei1sQ4rvOTYrT1EWnbE5IeCM9fXN6/hdZ0WJaZtmh3zxefcx3zUN/aweJWGuokB8hMMARqEt7Ma2FdVyrY63Yw+3YFcjNDhp2rX4ubj3YeszNw+a+dczpf25DuYC51Ioladmdlcvk8ajhx0dbh9vsFG1tccLdHuHrtLWHEq7dGNbAkFsfvBE3Dy/sLrAOP7fRlv6BOBc9e+HkCME4HYE6ZI/oxNjOCt4h2Y4egzt6kQ8hQAgMcAROF9dOjo19IzV23AAvKBUPEGjcn5aBNsXQ0HvhqS5jg4ZNj4+R6vyrspRPxgmiJe5ljThLyMXDy8sNIrDR4hXvB+4he664esfq8OGl+QX54PTeCTu/qc2a59HLEpOI7SWAFJ0QcEIExkUmb05Pfy6Yt6BOyD+x3DUCWtV93t7jvb29h3qG4n6Bges24Z+XndiEZvXleGtKo6Us1zjXaYfWYu2ziWyA37nJFMn5X9TWnkJXUZQSOaEPvg8SsVZrDXkSAoQAIeDcCLTU1dWdrqtr9PCaGp2iqS5eiRPRyrIz9Cxy4Txz4TEppRps04KT/vuZcwPgENyTiHWI10BMEAKEACHQpwiIM4rbL9XWfpGVMFeGQrW1KOPNOren46OH92lWlJhtBEjE2saGQnqAAEUhBAgBR0WgRZ2W1iJLeMa0JMdROR04fJGIHTjvkkpCCBACNhCo07xsmM6D83pUaeoirWGRqDGKfuMsb9lSTYsFsRhxbYE4DchI72w3dVlbctkd0TG4IZc57ydUIeO54VY8K4vMwx30yXJrKuuvtS+ZbyxJWxFnmhFmR9IkYu0AiUgIgf5HgHLoTwQuaXdINjzasnbpoln+IzxnbZHuRaXNeKOo7r7wcDcLYjFi1gknnwZ0emfGfha8YimaZC2xbkGr7Wluu8VzrWRfQUtSB3q23JpKeK2D/J/MrWvtBzZPZsyShSx9MyOjOzPCSMT2w5ugJAkBQsAhEYjOwyk9lxqqS9+O9GCNRU8uTK0yMLo/LfU7t/jHwg3PLHJbrfRX/HQvV0gaE+7vG2FjDcPeIIbc9LtyGxekpD3mZfDgV2EXBURFemSZUOBUDn2SbE1VoVkd6sG0WxbKH9f07S5djfuX+srjirqfKIlYh648xBwhQAh0hUC3w908ZIFPZ6XNg4jarN3CBnkt2RvTWu5IiH8APEXn5mHY7IhfPZx8ipBs2b6K3IRAJy+F+G6kFxfT1lTyucn79Duj3VhjZkTsdtNQvKVRX1aQW3SiscVydNvS+F2ZRq0p+67RRC1NXLg/uTYkNE3vErz6/QRrOgCByPqZRKx1XMiXECAEBjQCbm5c2Iht7oXcrF1M/kxsdxvQAQ2RcxbOI1K1EvUNudtzUWq21mUv8h7q6RsUvnDWZE+zv7I4mREBIbKgiEURQTLPoXKlzUHq3auLCncW1xYn3yds2NwNZEjEdgMsIiUECIEBgsDptLTtUBS30GBsjuu2btKw4PhH8B58BVeyUZzoFPdkXMYxwW9gnQdoaeT3BmPJvqgAS3vJCnmMui7whX215y9d0qZHDi9RBi8tgbFsa8nS4DhNnUfoun3VtbWgYY6Ue3vzXhfG7XB4zY4MHt3B1w4PErF2gEQkhAAhMCC7KTSpAAAQAElEQVQQyF4izJv1HDR+aRFjHot3Js+Agmk3vVHCFiy12E5Sv1ec6JSxJaPoFJCRcyoE6upqWzWbNjYyt/iUpFCv4W5ud8cmr5Kzxoysw4ztzUgDw+q8tPyVoTIvL9Aw78wV/oqnj8tIIraPAaXkCAFCwHERaOSTZuuY192hCe+X6t8Pxy1oj2ZlfMciFZFu5nwLc6OEWUBZaLg1D6YnR0Wg5QIIT8amyuXfafG/5VvSZt0k/AXsIP5/xi0NDUx/ohjYlwcHWrx08LTH2U9DItZ+rIiSECAEnBsBUWpebajV7kt5LJD/Nx8rej+1zi0+XtHfja1zQ+c83NdlbdEAt7K54TIXhi/1joR90qnhtQ0ZcxlzwZCG82iuZf35G9yfiVPahAAhQAg4NgId/zzVsfkl7jpDoLWx5MXwuP2MuUWnrJCzO8LD72Dsu2Jtq5fx5+GB/1oouzcEZGzd9p1grxUSbGnh4ralsa6ukd8J3r09k4g1R5CeCAFC4EZCoG57Ri6TRS+yMpXYYLgVzLfeEe8Iy3tuJHScoqySrak8h3qGvFrGXIJTvsiIRBuAXPlKJGMlSyeHKN/Jzc1MjZEPGuodowFF8gzVpgdA+q4NDVdlq3PTnvTnk431qfd6ent7Rmy13Mmr5WRRrjo3t6C0ATA5W6qB+71aeyQxiVgAjBwhQAjcmAjU7Xy/iE1PWNpxT0HAA8Yzp7ntlp/1F8CLnAMiYNqaqnG4PPS59NLa4oRJMEZFVj0e2VmbGxvYUpL6zMKFS5TZ3wXGbk4ORenrFZtbnLLAq65gbcyihUu3NoSuSY6dMNR7PMTykHkhBdwZXe3upQsXLVy4PBtlb132Urhfoak1Btu+IRFrGxsK6Q4CREsIODACsoTjOG/JctZS1c7cxsiUjbFeZqyLxBhBclTw1ZZmhPRwfRHouDVVQ8W+N2IDR5ux5bUgvfRS+6WG2oZL7e2XStMV/E+HgMQjOCG3tv3qpQYIuFq7Lyncw8UrWtN+6VJD+lxRQgOV4GQrK9otfvb96x+JWAFAOhMChMCNh8CE+H3anQlTLdvTGw+IgV9iNw8vD6vv2cXNwzzAzSoZ6+GPRGwPgaNohEAfIUDJEAKEwIBFgETsgH21VDBCgBAgBAiB64sAidjriz/lTggQAj1FgOIRAg6PAIlYh39FxCAhQAgQAoSAcyJAItY53xtxTQgQAoRATxGgeNcMARKx1wxqyogQIAQIAULgxkKAROyN9b6ptIQAIUAIEAI9RaDb8UjEdhsyikAIEAKEACFACNiDAIlYe1AiGkKAECAECAFCoNsIWIrY5hv1R+UmBAgBQoAQIAR6iYCFELYUsRbB9EgIEAKEACFACBACPUOARGzPcKNYRgTohhAgBAgBQsA6AiRireNCvoQAIUAIEAKEQC8RIBHbSwApOiHQUwQoHiFACAx0BEjEDvQ3TOUjBAgBQoAQuE4IkIi9TsBTtoQAIdBTBCgeIeAsCJCIdZY3RXwSAoQAIUAIOBkCJGKd7IURu4QAIUAI9BQBinetESARe60Rp/wIAUKAECAEbhAESMTeIC+aikkIEAKEACHQUwR6Go9EbE+Ro3iEACFACBAChECnCHRTxFZvnOYOv2kbq6WpFsa5W/hIQ8X7wqfcp71VIz7QhRAgBAgBQoAQGOgI2Ctia97isjVQpUNEdKpAELTucQX4UPOWSs10mbs7FZ/VG1U5TJeTJxKBqA7eKN5jGj08RK6QF+PRtbA3z4yeCAFCgBAgBAiBfkHALhELA9CARJ1fUnmT5Fee5KdOQjHp8+wR8D7yrE9nDPouQ6KSZSKR7isuqjuLYXeYX3IZ5C84tYLpVDHIld3RiZAQIAQIAUKAEOgXBOwQsXwACvLVQoiiZDWKzH7hrQeJhq1J8mMVfSi/e8DDDROFCkoIEAKEACHQKQJdi9ia3Zk6pkjuZJAKWl93rjQuiAN1raA9FjPlQdwEW7Mx2N39qULG+E2UmlWoAoDaaMTlcdEDD5Oy10wVbIduWVehY/5T/MTsGYy/MT3hkEQ380euMIJZXkKJ0JuhvyQuw0IZOES24wrxzPMQkkIC/shPvPiYkFmmkgTN/IUUkJwOQoAQIAQIAedGoGsRayG0Oivu3HR1FBO0xwIZimf/ZLWZePZZVtIESmbmn8z1zkeW+QJtYVxUuUHfW57sr1O9DsKYgTBTJDKDf1NTlp/ObJoVRDR3BXGKHOYXNV9QR4NoVOQo1IIKualJHaAKEAQYkpn8mx5mmFlBHCjDFTkiNXCojjLIUfNMOjypFVFMzOW9MMYK48BiHSV6NDWVJzMdWJ27x0yHPMhjICFAZSEECIEbBIEuRWyNrrwbUIQ9rGAVmXmiICx8GSy4BoHXaSph6U2CrAUqn/lRfixnB4o9C5Otb1gYymOgkTqdMPcKR4xRapCRBoV2TV4O2I/XgNATqJE3nmxNpXmR5oYBTeHHahalTp8r0DKfZ9UmSS/62bqAMTgdUhCDC3aomV/y80YPn7Bnw3xY95gRk+rTy0/7D/104LM+TZISIwQIAUKAEOgMgS5FrI9fQGfxLcPmrgHJJM4uRmHTqYbZMjJ/5qNJfscYT02QoEZ1qxhkuoCEg6GnWgE+EhnJmO6rCqZL5NpoFL/u7qCdBhoG4jNZwdQK7mlQa2NPws/fqGBmQIUFL8cBKDzY71B++y+eb9kV6BYz9ufWDcpzIGL3H7I/QttF/amMDeWJzx/9fWL5a1k1Jy+0iZErv01cW5649ft6duWrj8rhfvPRFjHIdGn56qOvIejD41cY+/ngViRTV5qC7bhr3vsuxPr2pE3SK9XFutfWlj7zPLB36t+XpXSt/7YR1HrueyzU2q8zjja3SmK0nqvZsLb8zT0NZslICOjWIRAgJggBJ0OgSxHLUPCYBqZdFg/HoLrElwtBYYrjwkXG0VznMU32yI8XgZLWQIxaZZSfUYKwjINkDUEW17D0HAXLUVhIYhjUQnSJE4abMGgGP9BIM3WUuzuaRVEEWqTY80cb863sZqbnOfdRzMvnPnzu8H9H1aRkNasPtBzZ0/zBhlMLZh2OzWtAsXT2Z3Ves7rowiU25K7R/4H7N9fqLaVnpT5hfYM67z+eE4cwduWbomYg+/Ks3exdqF0bVb58K8T6udZ6pIYP4o5EPFf/Qd7F/QeAvZo5C8r3XxBIGz6MOzwHgopaKo5f+GCDJOiCfnm4/q/Fraz557/Gly/fY+wZNHzwp1Pv/Iv99/2erkIadCYECAFCoA8Q6FrE+jwLY75urITh9Oodb+FCWMXD9klYqXEUzZmWBQt7r6mpLNmPqXfwlbiWwcLz3HSQzbpEhWFbDL8p/kz9sW2hzLj8BsGMHYiwRSDFjct2MUEc17IAP8Gsa/8sZZ+JMOov72Az7hYzmP11PBoy4rRri9vYqGFPv+73f5rAg5rJ6tXuvq5szOihLuZ8DbvfK2o4Y2ca1MfNAiqLmr5nzPV3XnO6L7Ja9d/GLvr2Q71ZghYPP3z07WvH2Yj7b99zcIb286ANcwazc81rPzzHGGstPrX2OHOdM/7IvpADmunFq4dB0HPvoKSuLzq3n7klpgUlvX7385PZ/jwYiEOMlv2J2pTKIcq0STO7zy3EH/BOmL4nzGOQFLbmrWm8eyrxoluHRaD7jOH7lcz67H4CDheDD+RszLDhU1YtRmhQAAQBx2Bw20PXtYhljA8QK1QB7ibmMGNQtFrPG8WVOlGl809eYzBtWuFOMtRD5aqJohAsuOJT9cY444ZQaJdVLOokQdDtCgbUQGGw67MsEce1BlUwYwCi0EwUxBk9MWuu1w17PtmvQqUwZFfzlkJVIZpUudQ0SveajTHC/hsij5aXuYvM1uZC84SZdo8ZyzSv5fMPed+mwJh0+M0bdgQtv3/M7aNuHjPKfdL8yfkHQ14LcevAifcjChC7bep/1OIAVwyu3a6GJ5fHH/KGMNHPzsvlU6rf1xafGzwnySvCZpTWb8+03TZ22J9XyX6BQnHY7N+CnGffn7kIMc7ocWzq4zdyBDywwZ5Tb57I2OXyn0HkXzoPuu7/8hgFAcNvG8tYc+slxs7vqXhmT9sDSQGxMns+BojrdE78Wt2F78KMfd7owJds4YxfeiEuEgjkFT4HTSuGNgj9FUzdlMUUkmZBXC9g5sMc7WdAw1hkY2GlnPKFD0YSuLHe1kmjONe9UECrZWcMWi1394BE3LwA9XyO/ULtwV146YocoNVxy6PkW+CFFcyIgmHRIB36ppLb16rMTW9qAmOnwBxUN0TfL6m8yca62LCH0TBqnNkLxbJwPvMW+0msoXxukWgcdXffsQgHrBijRvdVudGYilOZBDUvBtk4fJZl4WBXIbQmwHaOglcR5Nk9CjXDMKotrCwvB/0w9wtIZMlZfEMM32VHchQCxBCC/mWGGVjCTGkxioJlARQ28kfvsHTAqgJ6JJCMu3ugCka1kCnrFjOYzvU5fj7I1adTnr5zNoqtrpmYqBg9BWTYR3V7DGbM1uL6HNDZjnX/LQi3rhMwp3Advzpt/Hu7pv11jqtt8ewSsnzagV1BkSgsIXpbtQ7FasjUW+DhFwFDXRmrLG88Dw8gQY//DB2G23/teTtjvwi4eQS7tCvvXL2++sM97PZfjx6r1z2eeHHEHJ/X53TsPfD4zn+q3qhI1OHX2mTl8wkD/RDYTCROHcVYVDKf588Kn1KoxZn/SMG1RGgDYgU7wF/9rA/zXaZOYuLcC7ANPRWgYsnlpqmLjogeLpEwTfiHchk+czNmdV9VMDPLjo22ziyS8zwU4pvyk849kfDORxESiNRR3dBiStJxmFv+CUjeJjTgapU4mupYWMOiGEMl72Ult0/EIlYgOaA6mtwR+MDQnwEHR5qajHNx0Q/ESVOTiQC9uFbWqAQGeWZIiUfkoaJPehiGYnPgMzcdUha9LbLANBluf2HxPWNciIHRkYRzAs/cHVn2bBhorsOePSJJVvKBWRBLpixJWiKgByjgjMmj4LRgAL2BgGfIT+nvYabobZF+58xghOtwNB47Crm6/CpgJFzscqNufXAyEP68Y8/PcAHL655PmuFmSsztPZCwEHHEZJ+ZY22LV6AwuZ8Pbi37fdThiHdb746586/zb8aQyXdtjhnicuD7kFmH719QHJJ40XWq1+Y/cmk8+c4tjw0pXqudGVWnD/He/GjLX+LrT0wck5M0ng95MfZAO8QlZOYfo+1C4j4zovIGJOaOHNMSOIjD1TloBEHdj9GGwhgKLQgWzD2OLorQAITzS4DhTly1rpz5mdbXd0LpjEHim0qG3r8V9gteNirwhFBBw/dyJ0Y6gc5Rz7h2lEk1oH5gQxQrLZ8Vq5AYNMNgfMg1rH1Vye0XsY6KH/FlG4GGQyWsvV0IHzRoEGPgGP7a2xv/9TnedDja/oNeg0faN4RFWjYy8lGUbUfyan+A53P/zjwAl5sXz+taSNcXaxPXlosuN0d4oQAAEABJREFUDy2pELM7rvVM+WV9Pah/26r2nz0KQ2eIfKHxuL61FW7AXWZwc1nf/KUeaODZbcofpx77HMy3Mw6+eXvNuprcc0OUSTIXnH7ccVoy0Du7E4ehxq5tV+UpfF2lMwxh0UJk3lHGRocF+Pky1ELl8GV1DOUrl1iFcXbpmbrioN/DdTA8DZgoTrGwmRuapbCkNgmcNwD0op2+KXzL3HZmKqIvX11RWWPycao7PhIzDLqQc6wDvNKCStxvjfngDYvPynXVrK8q+Q0sYhHrgXxc/amh8oWkqr+8apSyYmnb279Z84ru+Zdam3C0KXoaLm5opGRXtJWCTDJ4d3oVJz0dP/v3Svbvf/z0ld0TnS7pz6vzmkV3FC2pnebTMdA96s3pB/eFFL9+83+daXrm5ZqLrO3IO9UpxW0T/yg/um/6AU3IsXTP289dTIzXAleS+G3VWeXP7GEPvRkwu/jYnOfqDzW3HnqvZk4cfFoSKie/xcEKM2yjBmYLif3JasnMhrAWFGiXCgCrShlvqnyXJUMzDUm6uyvKk9XPso3BivKkcq6RsojoYI84PGUm45GN6Ty8nVWj8ZmXEajQ1uNgRekRO6JetJM3ZRjeSZOXDvuk/s53z42yYD1Ui3odXx/z3hbOBPJLUqOhpI8qOYlY56sldnJ80y2eU7an/7T/EAhakLLtOJxthxudck3jZ4chyMXdyjhz1K9DsE7kF9QItkz7MhMmPbV+VKTf+48rjNk70ekXMdO0fEyJ56Tx9uWFVJfP1R88blzYOthz4jAf8D7TcpY1HS+HzsGQ+XNGgUUW/Fwnj10kY+zcz0fPwJPoWvXfPLfhyoj5Pokh53d+dIXN8fnk9aBP3nB3rTy3/bhI4/QXHFYyplBzawWfSwEyoxMpKzS+ohXWvPQgXxVq9MLBHV5hhGs04pYsY28pwASLptmCOHf3aYYp/QKhg51FQ5IICliXrW7ixsc9Ik1TU3myv1oxIKY7cRNscrndWg0He3m9ZQfkqzCHC4apVofkgtYHazLPymQf7EUlH8yTotPARMBt/O0B2elNh4+CWMUStrfDTfOXXwVkb4Eg9OlwDJ72kOft4Hvg+8e3njNMYGLs8rkPE782LDyFYEsnTHqqz6t9r5KxyaP/Z6IlQV88X2k4d5EPdWtfW6R7Ku7kB6L6l52vvIhfzEiXoWzISOw3tJ4+A4KW53m5+QSu/3Hx4tZY9LpwShVfXwkm2NW3D2MtP5xhvrLhLoy5jB3iw9rOd6dngak56sGHa4ocPuhEHsPScRahcWI8epkdHSxwklDD3AKcPNhBguJeMQHqkmW6p9zdk6aUN6lZjLth4rEkDYe85SsMdcbpWjZ45MsBcGmfjXBn8S6IU+T4ibM7u8+zqFntfsRrHQP7eaLywR1Xc5jyN/ScypOZYTNdUyArfModN9y1OpmgF5V8sCQLuh2ACIAonZz5bvPRY/V5//jxkwK4gUfXsV62izrRb/NyNxA5J97V3jOr+P4FOGnonpnatXsa/vf9WpPQtUhg1C8W38/YuTaQUA8ofnGbRWi3Hs/V7zlQs+dA82mMdeVLvK//gbXtTzwSEl56/4Y6xrwfe3wIY1dSfn/0GTDlJh6NeP7ny2xwZMz4Mezm384fxlhbzoqjf87S79mj+9PvT+1lbMT82x4QRrWsWf18zSfnhqW8AzZFyOCWaSGsuqjuxLmfT+xpqmRu/21jliWQOpfDAad0igdjnVnUajYmqY0TiW0WdC4uSDP/HyscK3NBXrhDbL5xVj8zW2JuMz0KuJYI4B6xTMeXrAgSCDQTwqOZbgNFaYX5S+Zzgro2YF/LwnSSl3RWqfXxOu6PZDGQFeWrtVn3jPWqkpOI7eRdDZAgkLIB29Nv8nC/ydMDbuCx84IN9o0JOpju9dDEwexC2w9nWn840/af4W6K1yfvWe4tyikrCQyZ8xCOHxm7OeL+IVbC7ffS1f7p+VN/er7hS4zSkoH3tRVs8C1jB4OHD1cA/yImIGf5sNvYlf1gyt3T0jDc7fdv3vO/IZjviDn3HHjd/e6brnyy4fs/JdbvOeMyLWb8bhywQmwwwZ5MPDr4oTf9I4bDI7ib56tun3PunCK8TPFu65ykiQuMg10I7HN3DRPE+bDlZqZlPq613lBaHcLy0YBhjSDnnKfA74RTjbkJVjI/yLKNFugd78xLZB0TCbM1leWMz/OS+DnfbZhRty+qwNUKJuw+a1R1YKF8+IpK6SY/NW+p1E48vxpqqbCFH5ZOOCzszYXC+NW6fIXo0nkG3a7k2GoJudJ5ACMAw9bJH74XkL0Fbuwp5mDPyRNeywzRfj79iCboy89nHN83Nel+d1G+hgSg6TTT7xfmKbkI/p8HRoh0xmDP2EycxPtaiNGn0xsxHYyCGaGxNuABxqb8MeTYwenqGE8e2W1KTNCBgzOO7QssPhgC7P05ZBiMvHnQ4Nvun7xr3wztwakH903XHpz+wXKf23gAY9B7mKb93GwPDZdRsr9qQr7cB8UM+euckYZExAjOe8HJGjBGMQ5Q+Oodf74bTPXGae5SXa6NIay4HNyoGZakwGHB7VlYssFw5TfF36CFhgG05A8lOa2jnMAaJ9mRyqxE0M4apjVBqyrBB5WEOr+kNWGOUoj+4AOLLCKDNYeZTNR8Uak4A6g/cu73NFGt4lehEv9mjeGfkypymCKRb4cAQ9TO5CsQG+YZIJ89qeT2iFiOvrlSG7Ojw6kQcBs31k75Ki2Wy4hRw0DxKvW6jveuHbajcB1+s6erjUrs6jYGbaz28Dt42HAHKqY9HNtBA6MWtWHer7s730SihDcrIAL5YhshDZSUFUzxsBUJEvZeebK/zqBalKTAG6aARDTB4jwzTAgbMnFHl6jyHhv8MCWrR9941ugmLlZUGLaFAUyi1Ib9c3C9LAPtYTVj1Tq/KIUu0fAPIoBhjsUq/77hxpFSwXUszKB74DVHJ773QBVLKhfn3zoSx93gxRe3FWI54gzxgESdIqdJnFON9mlISS2GCRp06GrxRcDQ6+p9JbfROkGm5AgBQsDJEYC2UlQKwkWQr1Ciuenw1GQwUwlzQMQWB0LNnHRPmCaDNEIKnrKZglHYggZTtrIZC0ZxgMMnbO4yXnjOJpwMIDBhx3KBc9+wsGfNqGyA4wAF6hULYelCeTERuAc4TC+Uv1/wQefc8hVLx/geQVgW4TC9UOFbEHwlZ4GAg2DCBFMCaS2SGXYfQt/ODhKxnaFDYYQAIUAIODUCxPz1RaD7IhYnQcQV4tld/El0yDCyFj3xYrQDXd8yUu6EACFACBAChMB1QKD7IhaZVCs+XiQOl3MULEclLDaveWsarrsqE0OayqbouEYbY9BBCBAChAAhQAg4DQJ9w2jPRKxxo3DQcRuXytXk5ejMltb5LlvW6X/P9U0JKBVCgBAgBAgBQsAhEeiZiLVaFJyTZnVeolVq8iQECAFCgBAgBAY2An0oYhGo8krcyA7vHPgg1ggBQoAQIAQIgWuAQB+KWD/Jn/BdA84pC0KAECAECAFCwKER6EMRyzd+zFEYd1wrfIrvC8PnHhs9HRoMYq4LBCiYECAECAFCoBsI9KGIZT7PHuF/DoXrdeBQlAcwXU0Nbu/JSIHcjXdCpIQAIUAIEAIDAgF7RCzf4cW4DQpuhyHd2AK3BRH2wgBAQMoaluw0NZWkL5vrI/gMhP1BoHjkCIGeIUCxCAFC4IZEwB4Re0MCQ4UmBAgBQoAQIAR6hwCJ2N7hR7EJAUKgPxGgtAkBp0aARKxTvz5inhAgBAgBQsBxESAR67jvhjgjBAgBQqCnCFA8h0CARKxDvAZighAgBAgBQmDgIUAiduC9UyoRIUAIEAKEQE8R6NN4JGL7FE5KjBAgBAgBQoAQMCBAItaABF0JAUKAECAECIE+ReCGErF9ihwlRggQAoQAIUAIdIoAidhO4aFAQoAQIAQIAUKgpwhYitiR9CMEOiJAPoQAIUAIEAJ2IGAhiy1FrEUwPRIChAAhQAgQAoRAzxAgEdsz3CgWIWAXAkRECBACNzICJGJv5LdPZScECAFCgBDoRwRIxPYjuJQ0IUAI9BQBikcIDAQESMQOhLdIZSAECAFCgBBwQARIxDrgSyGWCAFCgBDoKQIUz5EQIBHrSG+DeCEECAFCgBAYQAiQiB1AL5OKQggQAoQAIdBTBPojHonY/kDVEdP8rvE0uG5wduVbzd5X4/4eP+vdFXG7MnJPNYtxT6nj/v5C3K48vfhsfmn7NnvXC3F/f1tjIBeCW2oPpIL/+4tnZb6g3Lun7ILgzc+tpzGj9+Mj/v6C6mCJvpV7Sk5ln0GCL8R9ViHx69FtW31uPiSlLusqdl3pG1DGpXtLGjtQNuo/VELxd+dpr4hhjd+rVeDz9zcyvjcrM6d8KfWkmacYhy6EACFwYyBAIvaGeM81jd/P2PI/4ODGjgJf1h6I8147J+JgRsaJPUXf52WUvrpwc5DnZrW2jbGGkowT6ozSFUuPWBEe+n3PxZSqM078Q3vJkE/rt2npwUPfjlOCv76kqFKdejA+6PXgWZ99ixQ/qGe9fj9mpN+jOaFeu3ex79r4bKkAbivJ2A8JqjP2pmW3YIweHhdLlqYGLzwMSZXUdppEY/kK+a63Myq+lk0K9rCgrM0I/dtLqScOXPK5Xz6Eh9W8EfTuCxnnLl86p457d76qhnvC6eKB+OyXUn8YH3n3SHgiRwgQAjcmAoNviGLf2IWEweuvtyz6vvmHcxcbQcrCY+d4aPcq/PcdqGsbEzo9rXR5Se3KkurHX429xZXdPMZ7sCmqZu8bJSBxTR6MXcxbajHWbPs29e05S2vqmdv9qxfkVa+E1A6URjwqd2FeI8cwdjm74IWiFhY4LbP2L1Xta/bkT58jnzA/fLgp0ZbSD9OuMA+3Maxtz6bD9aYAq3ct3xaV7imqvWwZWKue9ebitGZLbyvPF/fEf5LXyMZEL/wwwds8vO3btTmvlrWxwJkfZgWIgrPk6If6IY/mPvNG1h/fiB9yOvUoHyFDqdPjstn8/LhYmXka9EQIEAI3FAKSJtOeclel+g+Cn39qlT3UjkijWQL8Dxq0ROOIzPUDT9UNp0CseriNVEyau+SeBTN8psJjZ2PZRjUXkyOjF+zZFzEncMwYkIUymSL9ua8bYu43jurchoxkLR/G7jstZbmk4FUNCF1JnaorfkkJYnHI/J3PpScH+ctGQmrjAqe/VPGXEi6lvq2AUOYfMy3Yy4WxIXeGR6RVxMwx5sJYfcaRPYyNi58XH8xYSZkN7bSRiaYDS3fFLz2BiRr92JUDMZtfKLoyJnLeS9EmX2t3KBrjs6+YCVEDXbNm+6Oqn5jH3elFs+80eLKGlmY27FZkePCt3sNYS0sTBJXlxyrrx61+9I3wYfDkHE6/Hr/smN3d4BajTE61bi/oRjJESghcGwT0qZOh8Y/pVtPf+0ouaQ47LSbmBOzdpY26nZ8AABAASURBVNQimVZ5FzwM6tYHifH699DEDOoEPghFniMyOROZEfgw0BsIkK8hmxVjbr7lUFyOp5s7FDlb8eYs3xAY1EIQB8LyVHcirwjEpPeK1KCRjDHLYMOzbNqK+CFMe/gNjVF526hWldezkc+snmggYvX5J0rgIfi+FyKtC5uRnq4QXpFcoDaaNuHZ5H7ISwOt7i2LYwPmxMCY8qfMjFOmQHvvhtyftiQtf+mBndPGdR5Fu+856BB4THxj569G1l00Gwo3lr8Uc7KejVmhmfvLlgumoCDZ/azxHxknT+vLMzMaWaRfcGP5itAjpwNnZiT7dJ7btQwVKr+Nr2N3DFQM31X4ZWfPh1tDB5r7w7OF818PUhUTjGD57btYxCADPRZIaMWkPujrkAcWAYrGi9ORQaEgEG5wA6St6G65BJRs1JyOsDmqj2YJvEdf5QngLxubfuPb7P9KbpeIBf7gC5Svq26X/KrXybNfTIWvDbh2CFel5Uo6a7xUweA7IptF50v4b2/Pjz6hVHWn224tacf1q//5p19vXnT7yNv2P57lOdRdYBQq2t8i182ZMBPGsg2XcMgl+BvPpadQKHqND/Iyelm9GXy/6oFgdiVv6V5hFtJlTf6rRW0jo+fEh5jov+Zmz3GhMtAJm3wld+Ni758PQ8DGb1/wf3nC0A0rUstPG0U2kGmPZkLDHxw4X8bGxE6dw9jp1MPIHgSZudbmuuZ6dBd4iVr4fXN94xWRykM2J3wMCnPx2eql5o2Ig1iWxsoVvuuDvV/95dB33yi5yEkv5sXsBO0xDKrfCHkz2Pv1Xw56fUX2TxjkNf3VrLubU7Pu91Wr3YIyM8Z/GLozj5mPdJHueh761MkR2ZPkcus8aGLmZ0s/7fzFWuUC/l3PyzL7XOAhD7QA0SkrZWx3VvaklHy4mZCQv45l7BKbAc0SXyVLqW6vSJhgPTPH8dUsERuECiiFFba0pSdYdB6U2eCOJ8iskDmdV7fK1XnNcZ6y746JyJSnfGN4ld+kyI0tf/9XcjtEbFWqMpPBR2hRF2UrK9qdpNppkmDwDfI1K9ysVoRDE5I1z8xrID3A4HXZ9CVFj30IWmIoFwhXOIODm/SHXwFBa5S74GlyMIRlzNOtsyGsQOwV8sLqkUx/9FUYvbFTaUtPNjMY+waYSbJLbUA70tMNztadR8Ab+sUvRd+G2bXU5ynV9w/d9KFeoG0rSSsFRXRwbBBKaLeA+ZGDWcuJD61Meqp4yRuEIri/vQ0iWXtEITyG/BOiC2l1fdZ89jbmO1KR/viB6sfTVo8f0/L92yE79oDI1/8rXQMFAXOyYk/tHzM3+d/JLuTFZLwBebHBY6JjDrS/XNX+8tcVD92a8fdXy4bMz3ooSH8Y5ySrDlc0QsSuM+9HCv36CBR7u2Kt5wHCksljF5jER7gimp3IyLViCdKnvgjCOBk+Iv3JMhYoN8bRHtdi4tiQRec7Q5sAOjne5lo0CFgI8cD+ujzIRq9EpHHGS3fK1UXNcZ7iY3WdFBs5wcDxhMjYSazsJH7uBi/jte8redciVr8rQ8t419XIRocbqLLQcBudUYGM/pNTU3GQzgPBAloFA0p+Dyd4NCSFlOAjOoOiSUo8yKSXNiOejD1uDWRxF8hRrgSQUPLkNVnYRcCmgT9aPQn6EDH7QTxNTqcH9b3/eg2ceRhnDHULMRo8cz84SQrCYznK6cXfPO3uNkLgpq29DXpxwj2wHDZhhnBvcfYeidpUbd3XFv5WHgf7qx6Yw9pKlPsOZO8D+TQm/v89aj72vVWGE5cqSr+3Etvo5THx0aylpe1/Ka14SCGD+vjDS2tRn8OEiU7MYxyr2pNbuie3otlzJGNte7LKLxvjije/iNu5IA3drPnAgNfEl/B+QdqmSSibRZouLmWaaqAI3PTEq7GycTLZnOQlL4FEZ9/m5bbUF30Lo9uR8QvTkwPu9Lo9OP6RN6FvwZrzsmogitGhsVZ5zj/l8ZfY7jlBBeqKn09nFMyXbT/QceWPMU6/3+yO8V3FUnYlGMVhz3PcrVKeENsB2YJYeWaWYNMC+SqfDLIIR8PRebaFVs8z7uuYVakRq7TReZ0OtbWlWuhEGBvlvmbhuqVnf7n6sOZct9IaMl6Qbz4axKE81FtDsOTaD5UcmjRJBtZukZVJQfANWQvkfvgyoMpCA44OFcjzuSjigeyEslSB/qiYzYwYdFdG7Df8EZROmRGiMDZPof2bFKbVM6ZPXaAMNOhq8hczUS+NXwgzjfp3ybVVLHxbezskaFAFm41NsePGAu/upJEBOQqatBSDHhwVyL4SqaldFZGxRAg0fpbZEeoYXgyer7EgQpGd+Rx41/045qzKyxZ0pJ2WxW3qCym3sMbyuJhvGZO9kGyywgrR/EN9R8Jd9jGuZYW7TpzLSPnUVzfxFEp/gNHn5dzyPUjeqI7bFb8Q3Qs4XGZMc1RdhwGSw8M/MmgOOvkvPRnz9Lof74PmhHqbDaklETreNrW0gud4mQecuXObwI3Rp2rPX+YK53EySJqHMObP1ein686Lz3BpLH1p4cn6wJlvJ3geSKuol89QFz+eWfZAYOPJjJ32zGSGJPreodiTr8vvTG07LyaaaZVJgrgEDrAXzybFmrr84IcO/eXrDP3UCQkpi8XubEQZaIxZ6uSIsnXVZt8dxurR0b+RsFWBQXf2fOhnorNqi8VxDxMLiESDnN4YKYBqd7nsqDlCis5wlk2QSdnUr1ei0XAbqGOk3nDfL5W8SxGr15ZB3p05jTqbLc43fl2ylfkpk6QfbXSMqIwNj1nM2OIU8YPHb1scrWMKk1KSRTLGJoQnzANQZAnH243JmvRX2BGT8DMhPLzzzqYFvSSqeFuVm3FCLunph2eBtM5UmmZNL86vsDTYyFMSDW9oXnLKJJatNjZSYqrOerl7UQKIxbY9Melva1HqCOW4rD2wQlneUVaMS4h41AN1oeNWz0KrqkBtPIdOfxReJNOvCN3zLWhcRf/Wb9OyXtWgCG8u2vNqWqUx2Xo92lJHhowfxxrVm6CXNXh+Fq7zKakVz2mxQxirTd/Ug0lPYt4Wl8uNYLLFYv4y2BuCqspq4cxd7Z4sGH4Ovz90zLiQ2wGR06XfG/i8uGfnd0AzJ9RY8WozQj/JcwMT7KxxrKkeGA8chcoAr1vGM9bUeAmIr73Tg9jLtlJ1LTgRajtOAeGyxFd5gsmXROJbkxCiztAwhBW8sVMr9DGPJzCui0bTLKp2JN1rgdSRzrwgaPYSeIfxgHaVb0cpi1YwgQLP1SmTsiNMmi1HKk83ebGvXHbWnG7m7SDkOEKDAaEVdQuvG6KeRmC2Typ5lyJWJg8UsrN1RhnMNUVGAh6lTAsNjdGr0xueQoev2ixKVar//GzRB0WaOKW547ch0kgvXZpUUAYHyo3NJcTFKOgLt3a47pbXjiSvJ4l/8qMvBLvg1B7/l4O8X78f3cu/9N+Xl1qQVnSlA2cTV+ycoUiY87bK6gTa8Svy78cKVPbZnKEvB2NSrwcPfXnO0pMZsXtKWk6lx3yWsTQzaOj6xTF/XzHr9fuXgoQbE58wkWn/lV7CmNskRTSu8xnjJZ7nxPqjtEs9YqPfN/TOmEmKmI6D18aKXFA1l5bwOnmqCO8rYCis36vwXB/s+T4Mi8fEzFB4sArV5jkR+R+m5cf7bwZTq2vkrDjgPnhGfODg5uxP5oT8PSNt7wshb+HCHvn0+Gg3jkZb2dL3Xy0b/kzRI3xR021B4W4s9+s8ffPp7K8OMLegkDGc7NqehPYi30pXvQMf87JQjvADdEVMmMdkRqVRrdKahrBmQYyhCioQTLBaMNa8GFTdns8WDLLrw7RI55o8cp0cDLvFLgSIHCiydlsurxi2OJAlvBLNrNunbUW5Pv7dzNV6ubpRc7qZ3zUix34e7y7CaYn5yAfkyF1KZl3d0l+VvEsRy1B8dla9UK/de+yw6ndIxWRzXcDyYWQpEuDoFhoE/DZW+YLh1RxFkch0mYCdhE5GmVx5YiKnO+YdW5yg3nS3vxtrrrtwGl3byMBJadUJL4TCINISoJGhc15NmQHElgHCs3yWumHxS9FjRrIr9ZjUhfqWIYGxDx3QLwh2G79Cy4NamkuyT+QVXWBespcqnomViROdxsROCRYSMZ6Dp8XJB7OWik9wZZHR13gz8v7V//Pq6o4m2H+nc1VzBohtxspSUe2cXsrY0BG3QlSPEWNAPew26VX9/8QGDv5Wc/ilpYf3aAf7xy44sHMqSHTGbostjnspclhzyYlXlx5Ul1wZFzlTXRzhD3EZAxPsM2lX/FMeXREofkyBquhnAqtX+K6/P6b6ztXRK4JFf05+jU763G2oDTUOTgfdZZip0MlobHcMTgLqYLjVc8UaTiS2wrwmZn42N8FqsjIFVZAsYVcK60JoWUnomnjptWXMYozO2zewvF6T/J0gkx7VHIcql6TL2C7tYhrka8VKsYMl5br/KnnXX79sZUo0WGuEefxSpsR7VP+adwOxHjPJhEOR0OZFhjKw46gXR/QGm6u1aYo4iv8mRc6ys7pYeBOevE7OMg123w5syBbEWiaCI1gcyXagterR3fJaTcTBPIcHxsfkXfrfqksvlDSsqWr/S2np/8yRuXAmA95of7mqYjYqQvmz5Sk8pqr95byE20z+HhMfzVpe2v7y1w0rSyHN9tXq9KnjhBGgGPS/POjlr2sfx42f2ODgTZDpyyWCadaUENyNf6bif6va17wU2nXNBWqD4zwD2xL3RjhjXtPT2//ydcMj3PzMmMekF0oh3zWlWOQ1eelBYwzxmdv4R3c+/zXgUPsCnA/snB0IUpmHjgyPKWn/37wE1DNzD0hHtqL4L7xEf1Eny7iQFkOu2UXshkJPVHT4pUTnw4O1TwnZggZofrY1w20nvXs96KIlJliJKuiEYwotbGosevP42PlcE8Z4L1xSOsRrIBzWytX9muMUSFSl+vPxq1X5ylg/VnJ7GipurTmh9JWsMRfHl7xHHJ6Iy4wicEE6gs31DBJTJfp1cYTjOgGlJAV/nAaFcs4YUZ/6Yrb4UJUaY8iLIY3R1gvhZVoriw0YNw8znOBg0htocL09DIFBPE9ISFkMocYZDdgxN9mMIVUrTmtcCygprx4nHnNMrMS43l7z/GbNuzu0u1y4DRvjYWXk2t1kBHpXj5Ej3azWuME8iF2Pn4urZa5DRtossstIr2Ed6C3jC8+uWFjmkL8qnNVvrsvlk4AmmTSoRr476d1jzWfGKPKgSYbOLnyVXQktY/rX+AYbq8wIY9mhHYvIZNGvJMC4RgOKbnFakx4+ZCMN14Tb1pNf4wL0KrtOyoVBkpUUvcrG4SJXdS5fWb9WcqsNXgeI5oG1Jj8axrJ8UydQcYs7UQg94gkJFXnR2lWgs4WQQbhI4BvjzNsOSVn1gPTNUghkTMPmZeEqeDHHCLYLGMDIem1pmSGvQfMFJRX6M5w/pVXKJ4jMAAAQAElEQVRyetPnwUMYw65ZNR/LIot4iAvPhelU4dv4jAb0hyMie3G+mYZBTER6kQceF5VwAEW0uACA68wdtP/OQL4+6NdtESstM90PEARABDKGozexPJqYQb7KE4KaV/QSL6hJ0rLFMTDiF30MFxBIvqvQBAvCifuhfrhMmKY7v0wyeZAHOs4JGqtvUpihAeEfrzCnUg86ZDAiYB+9SitfYmrQeCPTbmP04zgFs4OTzsrl0G2XHWXrhIR3H6HCG146NPHojGOhfq7k9olY5B83agA9k9GZ1TmQkcaAdpN8la2saG83zd1C1a5JOY4JmhIxSyErax5+1EgvJgtpAj2cmWxeFiQqekPq85A5fgCB6G1MlvuLJ86MSMAvJsYEGcw9+cnEJMpmq+I2KNHEhSCnGRMYkCYrZk0XQuA6IwCixfglCt+aqZIL9RY/LksmMVa71frPv03zqi4Q4wdkLSnLpK/fs4lP5NXw8fIvXWi7JoSHr4RBBYYKh4Hm+vHcJzl3Vi6hDpi/UCFThMuavxDqBGfhzQpvUnIWxofAPxawHyu5/SIWeCFHCBAChAAhQAgQAvYiQCLWXqRuMDoqLiFACBAChEBvESAR230EUc/m2Kqw7peJYhAChAAhQAj0OQIkYvscUkrwxkaASk8IEAKEgAEBErEGJOhKCBAChAAhQAj0KQIkYvsUTkqMECAEeooAxSMEBh4CJGIH3julEhEChAAhQAg4BAIkYh3iNRAThAAhQAj0FAGK57gIkIh13HdDnBEChAAhQAg4NQIkYp369RHzhAAhQAgQAj1FoP/jWYrYZvoRAoQAIUAIEAKEQI8QsJDaliLWIpgeCQFCgBAgBAgBQqBnCAxUEdszNCgWIUAIEAKEACHQZwiQiO0zKCkhQoAQIAQIAUJAigCJWCkadM8YYUAIEAKEACHQRwiQiO0jICkZQoAQIAQIAULAHAESseZ40BMh0FMEKB4hQAgQAhYIkIi1AIQeCQFCgBAgBAiBvkGARGzf4EipEAKEQE8RoHiEwIBFgETsgH21VDBCgBAgBAiB64sAidjriz/lTggQAoRATxGgeA6PAIlYh39FxCAhQAgQAoSAcyJwXUVs9cZp7tM2VvclcoVPuU97q6bzFIHGPXhjF0SdJ0GhhAAhQAgQAk6LwDVj3B4RWxjn3uH3VOE1Y7GzjEBIS4Vl9UZVDtPl5JH47Aw0CiMECAFCgBC4JgjYI2I5I1HqJuMvR8FyFHEF3P/6nnRf6aQM+C47AkyWLPORetI9IUAIEAKEACFwPRCwW8RKmZu7JtmfqT92jIGslDHGGD0SAoQAIUAIEAKOgUCPRKyE9Zq3poFdsxDOXJeMdlBQ3ppZWGs2Bpvso0jPKeE07fWvJCkxaZC7e5xBgAvRCyERiMKdYL5Ff/coNatQBaCvxNOoxEZOMEw4HGLYLS0w3RMChAAhQAgMaAR6JGILXlZVMD9/PxGZCpUiZ3F5E/6OPNupjrYgLiBRp8hBSjjU/uUmNS8GseQy8EZXnlSukBhZdYkqloX+TU3lyf461esgf32WlTSVJ/kx/2Se9ZFlviI7hkvNxhhVgDGvKKZOoilOBmysXcmPECAECAFCoG8RsFvE5iiEsSCeYezon6w2SVOF2j7zZ+HHahalTp8rFsFn3mKDlGY8KNkoJjGoIjPPONk4yhjkMz/Kj5Xr7JjQhDLYmFfYwwomTVBk4Qa6/LT/0E8HPruBCkxFJQQIAULgeiNgt4g1MarAiU/2yVRTJLyr0ZUz09gXfYwHBjGpFA9UmQa4Rqoe34DGGLoFPY4+ICKeAxG7/5AdRan8NnFtudG9lqU/WPnzZWM889ANH9Uc0V9ptQjd+n290Qdvfj64FRNUV+JDl0frhfrcd8uVz5cq12r3SBO3iHn55xN52sTE0mcSyzfk1TdYhPLHVr3+tbXliXnn+BOcWiohCvi8q6+8AI9G1/LVR18nrtcdMfM0hnZ1Q+GEACFACFhHwG4Ra5pRnB5mPakufXVfVXRG45fENb6CPhjPHXW/nUXvGGYy7sYwdY6iIwH5WEPg7M/qvGaj+2DD908tLrsn6rgofsxD31l/6vdRRwLjqkR9gxBadOGSWcJXvinCBL88a+Zr9aFVr3tklm711ub8Axfz8879KerIo1kNJhFujHPh1OoFZYq159R7Lu7f0/zOWl3IYp3Ig4RGFf/9B1CWoxe5X9uJd489tLah+vJ/qvO+f2jx1ye4L5zOF1c+sb5BO/bWacPhiRwhQAgQAn2FgN0itnsZWiymESL7TfFnugqro1MfvwDWx+tZqzcqEg3G3Z6MuQWeb9jzxDF7Pp+h/XxacY7PoxMZ0zc9ue6UIKkQEh56/GDQ/2V6zR7FWo/XPZdldRiJtN05zr29ov4EG/zQ60HHP59xbJfXNMa+2vDtLuMoVEyr7cg7p3LPsUmPTSgGJg/KnwMOK+v/euCKGI6Xlr3rTn1yDu8Mxw+fqFtdfyf7MCnwb0nurmeaPjmOISDUH3+umc3xeT/GE59v0EPoj1qfEghKIHd3d+MsQgNCGEUyYcLg3Z2ro9PyLQEGeBkd/R1cX/56X8n7QcT6grhkasOSnpq3FCpx8MrNqKYFtYVxEm1w2PPJfhUqhXFjJviq7azZFeZLY40vxEzK12xMUhtD6MZ+BIZ4ysavXuM5hrHLexqOmsdzcR12+8QJrz07DLwrdX2hY62s++gMY5Nvfe7+YS6MuY6dsPoxuLa8pzYTlYydrz4z+DaZ55//6IVS0XXUb387BHio+f5nOHPXVp1VvnxP26TlYx7iz/zUev4Cu320G9y7jBpyO2s7fx5u6zeCUB/r+X7S+BHwNFAdFxWmWfrmxSzArWUCErHvq44CWSpMzhdoeEThO83B2Ri4ZABD0F/B1E1ZTNFh+YC7mQ9zpB9fhgBFtHTG9QtGZgVKBbYawpqFDj0MI6lT3vCXbvtN4fs1A2mAFd/6OxNKbawM+KjodSXvBxHLwtJBK8s/SHhJwKI6igk/n2ePwD3/jCFkx6ImtUl767vsSFkyS+QLcCAwUBUQ5ddB9SckYzrjrCimxk/f3d2yAz43XR2lUwVCWuAULEuSlykBurMHgZtcBPHzH2vE58+3obdrH9Sk77/4GYy4vr8edRumiMfEX9/sytj3xxvBH5/Fwz3qzekHcn753+Jji04HuuTBwQEocMGvVf/NcxuuuM4Z/34Min/w4e6WaSGsuujMkTNNBz9qqGY33/ffLfsTv9l8ZojyDfkkTjEwTyAtFGp/P+PUQvNSFsZFqaU2GvxqYsS594VPQURhxj5abppyFLpExUZQyBfsUAsTHn2XqZNY5m5x9mHhUwEqBvS9NfGYc9iHTzgFkpfEeCpP9md+SWvCzDPhAwM+6UQgxAZNhQU3J7uOT73LGl86Q9ufjTdVjdNmjOs7EIP3LBDqXf6OGLvDZ9JHldyehjEsHTC2ATFIzaamDtbZuRgDIoE78qxP2HtNcBZQhXvw5A5iQcqSdwxSlgcIp/Rnw8JwHQ7/KiS5Y45Gxa8kCp88bEYsyQtyMeWF/sYUBLbobBuBliMokBibenMHOXTlh6O6F99vYWzwo/O9badgb0jDeZTWLjgiNUQZNQRXgTW3mht3DaHsnHptqWLW0eUHBs9eLVdO5v4XTqni6ytHjXxzlY/QM+C+cLp5vur2hy40/H7B8ad2D/59mnzyR+XP7GEPvRkQK7PnM4AUnNGhtACxl7XYOvMFO9TMb/E8RFkgCDPNvS/ckcP8ouabwuYuUjAdCNSaynIW4Gf0F60/BXGKHHsXFwh5Xf8zrj9UJJsWRwgc1eTl6FjUIpNU8Zvix8zUYgKdc54FWZJcLmlULQuCZQ3ww+bXMmSgPnf8TPqqkg/gtmWgVoZulKvhUAlrbxciDBo0iDFwDH/t7Y3/+hxvbB6V5x5dcPj+BYdnzjr6+49gjDhEqZSBulikr6yf86vP5L86cn98ffGFIYrXJz0/uQc1CQRkuWHqsvbgOfbTOchIzMG+S8u3R6/UXAUtduvBPef+jXFa9q8DE+zgSNXdD3SYu+QySvbaLjAwz9AenKYcVZOw4cqIOeOfDzif+y6woc2tvNjd7DFDxz6E5eZZfbylKGqPcnYU8qKDfOXLBHBgpMiBfjP3dY4T2o86DmEZ81lW0tQklUAoclDMOkexOuUSZUlFFz0hlC7+0KvoNCFnDbTGt7XPpK8qeQ8aRmsskp/jIXD1p4bKF5Kq/vKqUcqKPLa3f7PmFd3zL7U2NYs+1i5t9WdafzjT2uzqMmnOmPd2BZkN9cbevPp1r99zsTpmjvfK+0eCydRaIp37XfwyD2ca89nL57+5zO64QzqA5XEvs07F3u1/3jX9yMHpn/xxyOWjdU++e+7fWTAwbXOZ6hlypXbPgZo9B5pPQzJnmvcc+L76MtwZHB/pnpg4JmfV4JRFutV5V86eaVi9+JiquMVAMSCuKPb8ktTG5eZWCsUHpnwvFyEQpQ7zXzwfRzBhi6KYLvFlQZRCcM1bKrUw5PVdlhwlGmgU5cnqZ9nGYEV5Unm6Yck7EDuBsz6EtWAcxnzu7lDYHNCEWQQ54SNOAgWju/jubNliodtk2DUPrGzu7nZOi3FCPDjLNj6TPqrkJGI5yAPxdNMtnlO2p/+0/xAIWpCy7TicbYcbnXJN42eHIcjFfaTtcvM5w9rPZxzTTFcn+c0cay5Dhw+bef+EP6f5RI5i9Xk1z+8xSCZvV2yaK38+LpVnlxu/xBWxQ+R3WGQ3/rXP+ZgSz9Nix7Kxt98EFJW6C0axerHyZ7D8sbuH/wICTK7tor72oN6QKXOZ6IeTmL4/c/G/OE3r0XPK50/9CV3Dl+BzvOFPz3+/3zRlSphsPOTPr/t5/euH3HNDlOlT306btHpy2ydZFit6IbLTOpANCnWU2mijsVEQs5kT7u4BqgqTcjjsPbXCMNcB2tqARJ1B+jK0tjTxX8ky9pYCTLC4Fw1OopnmJDZLoWG1tMIysx9giICAX3mlaG+Ge6d1uOGdjvkZjKxgh9apAq28L9PLxTesVlSoAgbsdCd4xTY/ExMOvajkA0fEOm2970fG3cbfHpCd3nT4KIhVzKa9HW6av/wqIHsLBKFPrw7X2/+sGgn2zv2JFfnChGLZ6DljIcmLm9+rw+m6cMsu7l1bux9uxo4IxiC4s+lcgm+ZDYF76vcIqbHmXPVFxgZHzUFD7+ULP9cLwvdc9eNR3z4VX7lfJGur1qG4dR3hcnvMPcWawIMmd/scSPD+2w9qAh4Vc2/jk43RBPv7sezsWZDmN/0Cg0beDudmW0ZfSMW5nKgPlGo7bRVAMnNCHcWYMI9JJA4zzarIUTBonTvqnFHJFqAuWaZ7yt09aUp5k5rFmPYkF5NxvAsfkXe0wlowyjXGIGb4TEzLCZUWtE7wiDsTSLQaUDroQqFxvVPew9Yk+TGDXaBTSocPrN44DbqKguNDiPpnnAAAEABJREFUc3s/k15UchKxDl8teseg2/jbJ2e+23z0WH3eP378pABu4NF1rFfvUjXEHhEy8fU5UIcuKl/Wc5k66pkkXOFTmVU1bVYxN+WWLt/TxpjL06/7TTTEsnl1Hf+n5aArvqhcdFS5tlwZd2LtccYm3vrY1MHsjG7RrLKZs8pzYTA66hfPzB/MzjU/w8kSnz/60LtXGBvyXAxI4iGeo24eY3IuOLx1dRkzys2V59p6/OuoDVduf+yu5BAM+UXAzSPYpT17murP6PP/xUYEjAQ5ywmd/MQn7EgGoO648EaNc+95y2K9dDhfyS+5oxBFamHM11HnjP7cBFu4I0eI67MsK5nl5Dn2oK/w5USdNSssFtXK4Tt/sT9z+oEsnycsndrGWCd7FViBwem9JNNjm0qW+TA7P5NeVfLBTo8aFaArBEDKBmxPv8nD/SZPD7iBR/MYvXpye2DV+IdGMXbg+6UfNcGQ0GXyL/fuGq+YOJhdaANTbv0F5jrR/a+7pi4Hn64zGuwbE5CzfNhtF1ry85rzj7fddr/XJ+kTUEvsOsQLhOQol9E4iWnIzNWTNvxuiOs5JFMfuPJfsmGrc4JgVNpFDhdOqZ5vOj9xzOY/jhEV35Pv3PLYkD2Jx2cu+H6PbNSWp71F/y4ScvhgGKDA4EviypL9GF+Fgi2LNfahg4+rdzoKUSDmyjT/ZFQFw5PJob/EBCuZg2prtbop7vW862IIC1C4WwzEdZ3vTHc9C2N/3rhjAU7cksTAcvkZ/9BFEiC9RdPswJz9ZM9n0ttKPlgKZffvC+Ou7TJz3GujS6uAMxmEug95j2LAsHXyh+8FZG+Bm64SCAkAE6w20w8FW0fajqHDx7+mQZPqB79zF+ST61ifpMwQ7efTj2imHgNrbubkORam3I7JmnzcpsQEHTgY8uW+oC8/n3Hg9QkTQbJC6CjZewenH9MEzBQe2cjZK6cd+xzIAo8cnHEsJ+hRmZA5kEodN/cmjRe9BFYzpasR3Kb8cerxg1MP7pt+PF0+BeW3SDuAL1ZECLfSWRGiiAJXpgkjVHw0HujPjHIXxkPqHQU8EJpxh26RrQ9hC0HRLezOgYt9/XSJAQbNMDayatalVpmX3aFPqPJVRxmNr9Jywb1xWhO06qZtBqDJVeQwRSKM+Ry6bP3EXO8ruR0iln+QgvpacsYtMHhnsEtVfh+WHb8N1kOrAK9DXYrnPmTWwZJyGzfWDvnal0y7jDCoZ7uf6uBhw4dJt43gKbiI4pU/8BOQ3Tyigy8P6s7J1W3McKsSuotEnDQYRCBjODQR+YcmNUBV4WdVRQyCJwB1qpajW+6PJlgfMRHUD5fj5lDu7lHlVpMSCa/3BffTEOZFm3HC/4mElQvb3fiYbZID4IACwLnWI5mVzfgA5SpPYoYNeaTlwuEsE3QPBWxKkp9aeJXu7gF8G1onmytuLHDvbvqkktshYjmXfpZ79GOFgxcGqqiupizy+H1zEiZfYNZ9kx6lQgjcIAigFcrw4Qjzm0wzoYTPyvqiFGFSZcdvnPsbEhQwxCygPQBnPSmB6rqfOecdORR0hiZ/TgZlEZx5Sa97GXrBgNBoC6VqMu0aJNQBXsy5YcuePWIggKsJk15k6yRRsQ5zEDi/vA6YHtEPCQATcPbCYq+IxdTpIAQIAUKgLxCgNAiBGwSB3olYrkM2WCxA3QQafDy7iz9UJgs4wohb9IOLaU4jEscV4Bm8uTNFARsA9xFOov0A0zFG57kLwXA2sCFk2MUZEw/eWPiWaQq3YX9zjIi5QIqiM7GEYXQQAoQAIUAIEAL2IdA7EdshD3XUjkUwhkanVjC1SvjnnII4RXmy+GewZfiPOi8L0yIY/mxFAQuQIgcTwqMsmeksVgHgBI0AA4E6iqmTxL3LMVF7jgqViqkx8aam8iQ/nWEXG5C+ihzj6uymprIpOgm39iRMNIQAIUAI9A8ClKqTIWCviNUZ/wMHx3bimLJjWSVLzfjuaxU6pAHbj3GpAF9hpjb81R2EWo1S+LGa+SevMe7H5hu2bK5hXgXEQYe2E6MRPuxhBavIzMOdgDDMvsM0RRC3oxRnOvCVUlHJy3CXIp6M77JlRja4B50IAUKAECAECAF7ELBXxJpPd7LX0tuRA/y7q4qO3hY+OLvP7C8+LMItHkFjHIV/7Gjh3aNH3VcVTPGw6T82epQIRSIECAFCgBBwJASuEy/2itjesWeytu54uDzZ367EJIsKrNODRhdH1HDEMDXu7madrAe+Tr+NSw/KTFEIAUKAECAE+hqBayFicSEa/v0v2j2Nqt1OC+LjF8BAcWthfTWLgn8ZwcT9rI1aaDOKnj34TfGXLhnsWSIUixAgBAgBQoAQYNdAxKLW14R0wcuqrhXFjNtWVQphthRjMGC1nDDMl8/zZOHE/4ELrn3gfOZH+bEchTG7wqe44Rl3jHI3evZBPpQEIUAIEAKEwEBH4BqIWNz2xS8HdyAHna77x4vKk/y6RnVuelOOwjjHKiARRrXGv63kseemq6N0hm1KFCxLreDevT/5PHsEODRubqIoD2C6mprKckiZFMgAAjlCgBAgBAgBOxGwQ8Ty/Sw6bu+CGfAgg+4X9weRkuHWGMIOMpwM1cRwvBcGMqxJ8Ge2o0DqIGWBXnTp6XPDwA/TNKiF8V4MPbLMF5KCM5AwhhEN99yDn3AGsiFfhjyYdjZhDDk0ReGhYtJNJenL5voIPtLS8TSd/ETsEwKEACFACPQnAnaI2P7MntImBAgBQoAQIAQGKgIkYgfqm6Vy9SMClDQhQAgQAvYgQCLWHpSIhhAgBAgBQoAQ6DYCJGK7DRlFIAQIgZ4iQPEIgRsLARKxN9b7ptISAoQAIUAIXDMESMReM6gpI0KAECAEeooAxXNOBEjEOud7I64JAUKAECAEHB4BErEO/4qIQUKAECAECIGeInB945GIvb74U+6EACFACBACAxYBErED9tVSwQgBQoAQIASuLwKWInakE/2IVUKAECAECAFCwJEQsJDoliLWIpgeCQFCgBAgBAgBQqBnCJCI7Rluzh2LuCcECAFCgBC4BgiQiL0GIFMWhAAhQAgQAjciAiRib8S3TmXuKQIUjxAgBAiBbiBAIrYbYBEpIUAIEAKEACFgPwIkYu3HiigJAUKgpwhQPELghkSAROwN+dqp0IQAIUAIEAL9jwCJ2P7HmHIgBAgBQqCnCFA8p0aARKxTv75uMP/j3v0//t8B+yO0/fxt1TvrSlYtP6BYWfLS1sqvzl41Rv7xYOkqVYk1V1p0lrGz+r9i6NdfGyPAzflT70Nqqi8+/vYyPHXl2n7SaterPvvD8s9WvVVZdbnNFv3l08jkH5YfXLXuWNFpE4cGHkxM/vVgs5BI61k9lkv1xTuHG1oFL35uPVu5XlXy2qf19vDHY9CJECAECIHOESAR2zk+Ayf0BxCxe/fbV57Lde8/VTjxwcrkrQ1Zey8Wf9qwZV1V+H17f7OuRhBTF79tyNpp1V1sHsFYS9NuDG0+Y8qt/p3fH1+zteHEnXc8eKerydv6XVvV1v2TI/V/3dm8d29z1rtVv/nVwS3fdpSyQHZg4mxkcu/eC1lbzyyeve+RnfVikhV165EHE5OF33IBfF4bd5/2tYNXWXPza4+VxH16UaRn9VuerPrrP9m02WO65M8Qha6EACHgwAg4BGskYh3iNTgUE/VbHildc7CNjR7+p/eCyg7NKDv0K02y5x2MVW39+lcv18DIb1z0r7g/BHG312c2l0tTVvk9zG/My3Nx78ovk7WMycdueGyMi3mYlSftsUfXXWajPdOP/PZ77ex/rRnGLl98KVlba0F69uvn1l1sHe353qHZ32vDq4GHEW0HVbqPLyPdd9+C7HRdtp2zh0WYqX5sFAT8WPjDXjbslb/NXLch6C/3sL079T+CLxM4dFX97VehVvhHCjoIAUKAEOg+AtdFxGpiBg3yX6+3k1v9ev9B8Jucam8EO9MlMqsI/LxX9xKIwxEj0zUzV870unX0yFtHj5qyMPifn469m7Hm7Mo3tczFdTj3hyBwLl+9dWovCLbZspzHxnRIE8aaJX/4FAS2598+uGdCh+COHl8VnjvFWNDTd88dAbXzpjui7/7TOMYOn/kQuJJQ/3y4oZSxW3/n8+Dom8Dbddwvn5kH9M0HP4cn9k0FMDTsv+8B9gQ3/Gb0Zheb/8OYyy2j4cHdG5JtugqiuPnTo8Dh7PXBT985GAIGmKtKxe9niabTYulTJ8M3FmOVSPgAY3ZbJoD+9FVaojJwnvH9DhrU8b0PnBJKSmKrsOjfu0puR5NSxT9R+AClrne5SorWya2ef/aDfFfxtvWE0hcZ8E+tYkIcLDz6dDhE3lCQDzJvWTRLOLFIICRDZzMEmj/ORmXw3U/7zQWVryTI5U75stnwfDW7UKIABqF78KvlIEFBJK+Vj4Rwc9eq/RKHpAwHiLPNEzQnND6dO/JP0Oi6hv3K0+Dl9ZuZUE2vHqlAxgye7GdLA21bUzMqk0GEMlZf9S1j4/5z6tNjL711/NPD9T8bot0ROHIku/D3nXU/fvv1+5+y8b/xGvftsaiVF0Y+OHHDg8MMVAPlyj+Bu5T4/WRGQNW32q/lH4Wv8gQUOhuJpF/HbugMix9g9nxMILUKyMBhyhEsv30Xixhk+iQZE75ZqQ8QO44T2IOCWLiOfYsOlFJYHKdA3eKkKhU7WxZFh0fzRhKT5JRCw2v+3jFwoB39XMmh7bILMfm66nbjLy+anVBG2D0MtSsDSyJ96mT87KPzjLnCTXXKJK3yLvEDlq2sAC+py18MqUTnH0+QwbWDg6YkIlOe8k17uw2CDjFuRI+Gk19jsafc2XE86npPIGpRfzx9AXTFSATHee3ypxqa2eDfpQRZiGTGGpbP/sfEyPpTEPqe/QPEy+fOQ7owUMazcNw6DsepPzXDwFTwwPOt/iPHM/bju9rXDp/78Wzzyb2fv/Qp+LtO8oVz00kQK6eb16w8s+XdU0899sXE+0r28mTZPb/M+qPbQVVp4IOnqmb6fPj4pVV/OPOVfOzu9RNGQrwB5TRLIrInpRi/2+p1cu0qleU4tSpVmckkX1l+tOnT1qe+mM0W5xs/sfzFWuUCrkzanQUp56+UsQkJ+etYxi5RwaRZ4qtkkGNFgj3qiusAtizhuLE0wg00KUy+Ljnckhlt6QkpLAOi0ZiQYNlifpMiZ/KURIvS61MXKLVW37slSgPgud8rub0i1gzLeTHRjGmPQytm5t2XD7tV0K2GLz9rnjRV+ELgkzB859IQuN8dE4GNRZZFfYEQcDDk5aEO+/EDj9fAdZ3F1WYURTfdOsY26dmrP4mBDVnL9XsZG7nQ75WZVoaAzafbLiNlW+HuM2YjUPQ0HGeF6cfC1N+vv2aXfzxtCOr8Kr/nw1XDXNjljY99HnjfZ7OWN3wH9NO9HgT1L/N5+dA96txflR25X3so6I3Zg9nZhj+srq+aTboAABAASURBVORj2WFBz95frQ0H823ZezJ9ku7vZ11V6+UuB4+9pCp5aWvVd5xjNgB+mqxMJl8Saexuyu4OZKxMKw5DDQXUlmpZdIzpK5MHTTJ+2lzMKEzfk3yynJ0AeqY/WcYC5caUxaYAP0CbHVxDfg52xXYmOgX6ChZ8VWnLmDxIbuE70B41SSBKUyz7Q4iJXCp3wxNT5CeUqg6WggEBR79X8h6JWKx/LNr47fGBNugbuBOHmILKyH+9JhVtPDzETKEkeTtCdHM9jEadzSalJJu+fCO9LHIJfOcZuRYtBdPEzM+GHre5SDbE2h0DSo8OAtsQOnCv9fsPsfZ2oXzwDhgbxIRfe/vZf/5LuLU4u9+N7crVk9aW1giaWHb7sFsxEhhZS1cdZmzcmJxkmWDpRG/T4fk3bXjNp2OngDL506oX9oLR0xRmuhOnHwtTf5vPsOF3IQOmcLhrtS72Bk947P7KI0HqDRMyt8uXYSzXP6vk3hCB3TRy9NgQ+ahbRwwbOdrrfxLHh4Dn4QY+Poc7wQH/YCRmv3sveO7Bz3791Jn9zVf3v1X560eOWVYtgdzpzuFZ7e0VEuGBchEEo8X4EuVIdpap9ZS2OChus9WmcS+K0sUxIHJlC2LlmVlCAHjKQfTyDzA6LwtCnQcpHMFYG8LCAAJ6EoFyC6ycp2B2cYoKDDNRKsTCejIpNlJa9gly7J2dFHUVAtlAOfd7Je++iAWJCNadxfkGYQayrQy1r6h34UPMJOHTw1egXaVkuzCgvd0yCIPhgNTm8+hmyls99CGhNTB2k4HQ6GTYGce+t9GHi/OIbBadv83aB45ZZIOi28CwJN6Avr1y7qev/vTC8VWJzCBlxeK2t5cr1xxb/vzVxibRR3IZ88BvboLHvYXVHcadNTlZYCVlc38zFghavy1fvg5En+uf3/1vEKLgY9W53HlPzvrhjLV9vLzkHSsLb0BC37NPi2NKGFZ+rw2ezUbdcSekdPlkNRpW4Y6xyycqICNmTXfNXEd4hcwe958s3UYtm7IqwPp8pdE38T4BT8xwAv6fWneZj78bc7Ivswcn7tswc9+7o1y1dR8cMxBJrs59i6ZT31Us5ZuscIuCTABNr5zb26APBi4i2/RpyxJ2pci5ERcCwEVkGj6xCQkpi7nhdtCgiLKU/JUsdXJE2bpqJ/vEcLhmbQgLDcrJMsbEAkLBBw3qaKy1wNH5Hq0PYaF3YUU9iXII+lLOV8iuOe73Sj64ax44hXYVn2wE1Q0Gi9zHcILOslH7yoeYmWL3FgkWG7UQPKhMq0dfw8GFX3SeMbrBn2FX2vhgeYP9bjM//foI5QkwsnZoPoAKGgjO8ACtH1BCm27IqFtC8rb/uHc/CFqQstDTYawdbo7FK88e+AyCbvJwtxL57sfH4aymvfqot079ZAy/fO7vy7XbQIc8bswyXKBT/87KM18x21LNGBHUyA9O/duDg0FSJq8st2OAOHhm2EiI/dFHOlHGn63MAGX0iFG/mwnebT+fb/7JbKKTMBhtM18RdOFr7TkUyxADxtB7fyyAm+mev4Sz4M5XJfzhzEkwweL4+2LtaTbhTncXxlzGucpYW7OYMRsgP5Cv0AGFwlh0TMHHmrP4SM1ITHrm8G1Qobg7nsDgA2QgaGUMvmhbyiqzdBzhAcYG0PPuaIVF3sznecDwIDvCXM2GRE59oFbfyhDWqcvUR8z3cSUfbCdbMArk35Nwyo8G0dVxHhrXx9qZIMrs+dk2lLfYaQKzkZk8NqZr0VBUpUas0srX5VtaFAR6brSvXidnmRFWp1MKVAP1PMxnfPAn2899dhjEKpSxva0Nbn76/MvgT7IhCHysuRHyDVtH3cHYV+8en3zPP6bO3jt19j987/l8xd42Nnr4undhzNp25OUvX9NiXH32selIADSC++Igelscw2av/+8/gyJXe2aeSs8NohYEZo83z/ZTAfFe/W8e+2yV6rN5C06Vgix/2heUva0HP5847bPJ/+9L8BHitB77Yt46EKauL20wrQg6lX00LPLzibMPxKtKVi3fd8/y5svMVfXsBIM2G0zIlR+dHZ72gRDl1pCZrKrw1Fdnm7/69NxJNmyav5D2QDlDJ5h/tnnR2fONdhyxcPr1/nx0ywnwVJ3ClL7Cp12V6n+XkknmOVavY8q7Oozn8KsPzD+eoF0yaNCLQdXt+WyB2ZI8MScHu+jXK0HvZcUKa4VPWcIr0exER+OUFVIn8UINOTONf+zimpsD7KJ0JqL+r+T2ilhz1MKT14HQEkerGvi0YHQLTh2Dwsyc1NYTyGwg7vjNc3pZJBpcwRzCn8xPGnU2M03Q0MTcpdRO4j1oczLpE/RJ8xczEOo3yBovadlBlE7Pzfzp8NHvP8oDBzfwOHQc6nqlZGb3I6f/6p+H5H+afZPr5bba01drT7dddr0p5LEJ//q/mTG4cvTcl2WiFrcZQ4HA6GyYTdmYp9ePD3JlzTt1Lx68aJaZlYcxT38wWTX7pp8ON2ftbC49f9PcNUG7HsP5Vy4jXVDlO8btFh6r9XxlwrJzzWzw/7wX/ATOcuK+jI1fOPm9aNf/On3x450NWXsvM/mo9/bONOiQYdQLJuTBv3tv6sPiIqKRC9fKHqyvC7/vs/C3rj64fsr/4KpZMamBdMFZihb9Uz6zyczwxj89QRGFtPLYBSZzDZpgWbbEcAvo4FgwGk2wmqxMecquBBlDzRvblmu9fwwxHMJpVKugX259COsQDPYrE6ghtzmERVHKJ7VJWEC1YuDdppogCXLy2/6v5D0TscKXGQRjDVANoYUG+7/t7dssDT2dw88ln9ZKv5gx4WOOWKKxTAH1G8w4QwGXJTDhw7YktHgGvRZIWRsS3YJ2oD2ClA3O2z7E02PILZ5wA49dl9BltGzlhtnV2vDqIzOOH/vt98dmq1dNvMNViDjm6Vyj9dTiBoypjI0TzKv8XojBmMudk3cfA+LfvmVt7rGBynAdMf7pDbNrtLOOH5lVc2x2erSXmPM995Ydm12dOxkG2UDqMmLiW4cwzTcs0nQd9eCaWdXa31YemVkJRcj91YPj0MAMURgbPOGxWd9rzdhwGS1/75BA/Nv3HvQEjTGndO4T6mzN9w3gsxT7tFB6cxOsZH6QZRvdp9n2OjF9N4awmJkeTbOS0qHfNTj6KYsuhrBC2yvtSHG4Otjn+ok7h0u2t5V8cA9KBMPWiEwm5+sBeOUzpoF9Q+ODPTfh22zYOSYkVORFg3Z3kMS0A/kOAsOqcczKxa01U671nHle1iW69QgDyBeGrdN3fQj6YbjpXrFcR4y8xbUntaR72Vindr1lhKulwHO9SRS31qNIfQffPELc1Enqa+O+W8Q20nAk73lZ5n1KUd+Ds/SrcAsCwW4SrgAVqGSNu2h24cM7PuoVF8JiyfhySck8f5wDIZhgMRSMO4YBLowMJvH+N/o74IHNlLGbbuQPmxdxWpM+dbJE142a8AE05LU+hMUiDxLszRMSUhYz02hErBI2LHFG+Jz0pv8rub2NJ2hZQRMsOJCv0XniegDZyvyUScapd1kxuJa5W2DLEo7jandfsXJL4s7Lam/Pj2YgFIVsB0G+oF42bBzB+2IMqoIYaroIFUWSkuGW54UTBS0tUgaCgXwd9otx3ZavAxmPgV+2cOy/Gj8fvg2FMG8fRKBx4ih8ZXnRpq+bG18NS33AiCt8m8K3xbeVEFJgDASS7yo0wRq0h6gfLpvPKeeXcY2xgyIsqL5iJQpwzihfxcD4VJcqrXyJBBM+ZcSACad14hMq9pmZaUAoDKqChUXP8Mx1foaaY1YlINAZXDd47PdKboeIhQGloAeWnCWz80FuGQOywpFYmNnL/beZVMegFjZIRyiVKKE5FPjY3i7E4h6mkxBkTF8ai6dvCpHcia0AjythgKfKPds7zmHmgXQiBAYUAubfiPhdMAZiFT4X46chPIIPd+ayRPheeACcjCkwBq2w5TeL3z4QgXPo74tz3pFDASvuPyE8fCX076EgopM0d85eP/gLlbxHQ3m4v6QR5iiJxTevEoYYA+cqlF0srEFIYfE4COaCqfuV3A4Ri3nRQQgQAoQAIUAIEALdQ8C5RGz3ykbUhAAhQAgQAoTAdUSAROx1BJ+yJgQIAUKAEBjICJCIHchv11Q2uiMECAFCgBC45giQiL3mkFOGhAAhQAgQAjcGAiRib4z3TKXsKQIUjxAgBAiBHiNAIrbH0FFEQoAQIAQIAUKgMwRIxHaGDoURAoRATxGgeIQAIcBIxFIlIAQIAUKAECAE+gUBErH9AislSggQAoRADxGgaAMIAUsR20w/QoAQIAQIAUKAEOgRAhbdA0sRaxFMj4QAIUAIEAKEgFMg4IBMkoh1wJdCLBEChAAhQAgMBARIxA6Et0hlIAQIAUKAEHBABJxExDogcsQSIUAIEAKEACHQKQIkYjuFhwIJAUKAECAECIGeIkAitqfIOUk8YpMQIAQIAULgeiFAIvZ6IU/5EgKEACFACAxwBEjEDvAXTMXrKQIUjxAgBAiB3iJAIra3CFJ8QoAQIAQIAULAKgIkYq3CQp6EACHQUwQoHiFACBgQIBFrQIKuhAAhQAgQAoRAnyLQTRFbEOeOv7jCPmVCTKx64zT3/klZzMDmpfApLJV78MYamyQUQAgQAoRA/yJAqQ88BOwVsaIQilJzCNQKLpLiCvhTH50KX1fpmHpHn6bZBWso1LEkihxOWKEKwKdpG6v5I50IAUKAECAECIFeIGCXiAX5CkLIL6m8SfJTRzF1lHsfStmw9zD19Lm9KE23ooJ8DQShrlBjtqZDHaVTvd4vo/RucUfEhAAhQAgQAvYh4LhUdojY6o2qHAby9cizPtJygETkUvb6qHalnPTsng+aQb6mh5nHh3I1vWfhZ05BT4QAIUAIEAKEgB0IdC1ia3Zn6pgi2Vy+CimHPaxgBtVuzVvTwJa5UTBqgrr1qUIGw0S4ERw8CnHQmhtXiGchwN3dLMikpMUEDSTu7gZ/aZoQaozLCsFKHPcWWHPBFxzSw+Ab7rjDRyF/w7lwB/Yb1nQqS3maBXjmiYidCUmy4G1MGcmkY3okE9mr2RjsPu2tQjhDBO6MsQzs0JUQIAQIAUJgwCHQtYjVVeiY/xQ/qyX3Q//ySsMkoQrVVw8LGle1IkfhHpi5uIw/5ihYjkIiftSKjxfxgKYmDFJZsX0WxAUk6hQ5TSJZWTLTQS6FcaDajTJodsuS/XIU094Cf5E5dQ4TwsqTmCrQXWF4SvbXqWLMpzJV68oZC5hoNi5n1n7qKGBe4ALHuyD4FTl+yUK5mppQqxwoil5rsU1+ukQVyxLSKbfCj4mQ7ggBQoAQIAQGCAJditgalEW2CuvrF2AWpFgkWlLDFkUxFpW8zJcHz12kYMwkiZlf8vOG0SMG6b7ScTLJqfBjNfNPXiOmxphv2LK5Pqxgh5op1EYtru8ydZKfLvFlo+HUL2q+IDP7fmdvAAAQAElEQVR95i32M+XiMz/Kj1WYZ2IlTxxr8iGmOwzHjXIbNOQS83BNXo7OL0m9TCgXY2HvqRVMrZKIeWbrZ0SD+SxLVLCKzLxrO6nq381nwNnijvwJAUKAECAE+hyBLkWsD0pRC/lk5IKPBY1PfXdTA3LdKC+NydZUlluMp30mgogv1/VAVvHxtzFlfsNLyu9sn3RfVViMff2m+DMc6NuOYyUEc7ci5K1Q9tzLLOap5to52Y+DgxuzgE4eruoLD765LE85L3P1sn9k7j51tkVKfObjZXlJy/5RYOyLSANZm179j6RleRmFF8y8W378bCP45zw1b2eS6mBR+c9mofY9XK7RZqrylIqcJFXJFz+0dhGp6dQOFfC5t0B31QqlrhQKmLTtjCGo8QtkL+/NjZVnDV782lj0cl7Sy8f0ZgjwEDoRAoQAIdAJAl2KWMYNrtbFGDfT+i2eJwwdO8mlJ0Ed5VZHn56kK8Txnb/Yn6k/Ng6A0RcnOqHuF++tH/3VpbCeW1/5wuA1LPuxM+d//OlSU1jWY/DYVcqXdSXLJ25YqPg8c5uu6GBdwbbjbz6aE3bbljcPXjJEbfpim+7jbcdXK4+dN3iZrjWfvRh3/ONtuv/TGelb9Vu2h932wXIV+J/64mD1xxs/V973dti8I3pTtK7vzhfumhfw6ZsbdUWFpz7e+NlTE99NKjRm0TH6j5kP7nhto+6zS+Nm+N1kGdykXT17HxTw44NNPOhSgSLjKdWpZnbxM9UnYQpjudr0G3OVKd+xX8llbpyQToQAIUAI2IlA1yKWcV2upS0Tkq/eqEjUmbTB4NNnjg8oy9H6Kk0Shb25fhXHtSzAz6C2lRJ3dc+1x2YW4q5iQLgVwYzjWj9/0VQtUYYDtW2HI1gcydqm6LOQ75q+n5P9uLvriIf9/l+Uf0TwuEB47HwsW/PZH6Z99tkPbHRY0IYjTxdWPl1YHpW4ZDhjjZnztrx2pM2Mt8KDaRY+7FKB8gtz1T9IqW0LlafPMtcZyt9uL8c0Pz00a5GfC7ttxGiz5EwPl3WVRbsrzQaOLeX/q6g6y0bFH3mutCnhn7vlY9mlj+P2g1XdFM1016ZP+eTN8jYW8Kv30uUjTP7C3aWihD0FTZLq/8Pxjwvb7t34SMrGqPdSbmWFx/f9gJTnCz95StXglxyVGOaKz3QYEajhMxytqzGMRHTjiAjg3EypOcwReXQMnnpfySVtjM0ihaWXJfvxbRmMU5Yw40C+qNRoGbUZvScBXJqqFAYbJ2SHWc9dYzZRiMt4v6Q1YT3Jgfk8e0QdxdRRkinNkE5BnELYhgLurThuRpUI5sKnFGAe5tOtucY4J09scTqmk7PDMGQujItS90/XxJJjkK+zs/4waqjHPx7J8HAdOWjQoIwHX/nNL6aFZT8GQZbUwvPlotWfg4AcoQjbqZ41w2/46NuGj/YZ//DGp3au8WDs8o64/RAqkDK3m0aAz9LPjJpW9D+y/81CEMOSmvXD0ddU5xi7ae6HT2xYM9nPB9McGxD05yPPFVoRfpgGHOcK/6l89J8g6eFecJd3VxQxNuKJmbEgm9ngETNnr5g3mDVpt6kvCwTSM4rGlxuZ+4QNn86USQPwHkT+dqX6P37J9xqt/aylpZmx0Z7DIHy0F/QnWs6DWrjpGAr1sFmbl90K/s7reJPa5dZpBXHu8BOnwVsU1iIFfFQwdVMWUxhn+zP4CRMaHHbCvMAeFNLC2Z6xKGBiVkYopvM6AQFotRjjTbppQYe1MtVALwqhso2PtViO6ieU3V06Q9acVazV7qbPBB8Vva7kg5k9P99lR5rKk0GzCgIJEXcPwPGruqkJJ9nak0C3aeamN+UodIl8tyV3yA5sriChfJaVqBVCzQA2AlUsqdxitW63MkLNME5pFvaqghTd3VH4qZtKltnUfc9NL0/yQ8HMyRU5xpW1PsuyxI4Ihny8CMjMmIliOzAADoXaP7m8f7om0hzPXmwAtbD38DH5UVs83EYKQSBl35n7v7PuCJmT/XgjChXB23T+4au/7wYB6RG3ZvIIky/cDZYt/VUoXGt0/2ccNvoExj9xE9OVphUahVzzxy9rz7LhsUqTauHsHt0XEHHar56bNxSuPXZfHPwe4s74jTFl14AwkHxtX3yO/hBkck3a1+L4ePejB+5u+dnInEigO/Si6hz0ITYvGyP6wMXHZ5o7+2zbUf0PdTs2f8d8fKf5gJ55XxEI6fR7zKEAamdy0LJAlfMTNS22OK/eOC1KbdTHmFN1SKFgh9o/Wf2sD8Mphyxzt9ixLHwqQMWSy5uOGOcDmqdz3Z+gAWky/2GzZrubLvSGoaFz2BJ1D9KatxSqCmiyDBjA2EkyYLBMSxzDlPdjO2+ZZf89g7wMUFX4+fnbyqK/Krl9Iha56lA7zYUEDAqlbwKll4kgLL2pSZSFc/FW8gVikDhl1yIIHw1VoSk9fa4wWEV6o6+YJrKH/qZH7BOYvgoL3pDceJjlwhO2yraRnuHwl9MJJ0knAzMVPJua3gvDTE1JQfxFUHIxuBMRDoR95EYP83wqKOrT/9kMWmJIEoQrnMHBzcY5a0DQGuUueBpdzdmTeH+rrGMnw80b12ixn8/UgAxGIsYGzVgZci+7WqA8KAxtLxfue/Ng2wjF/XG/YsbfyS9+hPuxM8fb0glDqNFdbrpw9gfuGiGXtmbh/gcQk5fP14EPY66mOsuHm+x8o4UMvVQQpylAA+u5tNlbwia+Hez+9mp1o5gFmmCP6NwnrE216EP4xH0UdPfBQwsnZr6mG5uoDqlflvNmuedzex+a4S5GdcoLtqog9rIWd8p9zcYY7LCCXqcjWccU0EAT4GesIeIkCdTcKNTXpG53ZLKHPgUvg8jhWqiOCQht7rXoDXfMu398cEEEi1oktKSYhRXLF3rzo1BYIWlqVLmvc55AvkIvEzp/alufQf9VclNz5ZzYEdedIZAw/fGRrqD0RJq29rb29na8YwykbOgd05m1X+NlnL502zDJ+M6S7GzDRZPXbVNXKIezmvI3toGe9Uy6suo8uzV+rdzMbnkJReMIDzM/Uwrmd18kvBM2Ed0fUiDB5ozZeB82MXtHzYWzdeaktp5qvthWCDmC3ffBnZWL30uZKGM/F8RtT8NewKXPEvYWNLk+nB7eUXCOmDbrvR8SSptWllY+MqvmH0nbrvolP7jITZepyktSHfyspqvZy7b4uZ7+BXEBiSw5y7ZWhjNXyEefOCrlj2Ynayn4zFvsZzB8gHzlY18c8Cly0k3Nt1kqjvlQszFJbWsIi20uDPiuUY/B4fBBE9g1UbZdk5LjAKypk1fZn5WcROw1ecXOk4nfKFQo/nCuuqUjz5ebcSg4+HY0VRpDB/ut/HUoa/tC9dln6s8yatjoJ+5bdJsxFG/G+NwMF91XdknIu5f/NuVDdH9WQKyb56bgfcqHv5lx2ygZcgYpSdxlEKWSR3579p81IExHPBG+YY1cdpvXvU889Ap0AtiFgh2nz2zcvlx92XXmL++9XFm0+3jR7n+jirnm30UW86p0B59UVDFF+Ob5lX8I+PTtwovNhV8uD9iWqbOSHc/TQU8o9qTLuK2ziaNPPxti2EYKvsuSo9SCfUVRDhpjtjFYUZ5ULqqjrGfjeL6dDGG5jpQxsYym3eUcrxDd4UiY4ynZ6gcRYIqHO/SLsEoYjLVg2nIfGLZYW1D1byUnEWsL9z705zp2M6VxHybex0n5TJiBCsDv9+2+ZJnywWM7cJLt+BkzzUPcAlYke7Am7fI4MMmNf26N0VYqkvn95hdoy1R/zZW3oqety+iAyaHz0M2YchNjN90dhveh8ybK3Njtd4+EWNW6ejgLTncMGfKbAhZZwQPPV5quwmWsj0m963cPEpz58WfwB3f5YOnqR/+hRFeOZuUj5ebzqn7MWPy5zn1i4ib5mW3lOjZh/ZGolCPzFrmdS9/yHUR3Fsf1nFHqLhR93ASryDFZVSTF6ywFtAQJZo+SZQwsfAwErQ/DyUHTNvZgnbok12t1WxgHtmfrkyVRba5jxk3cwF6rUwU6S7k6w8/nWTXOGA1EsYlHlJox435BxoiIDPiDCZq/YdxdR+GwUtbIdQ9v+r2SD+4hYxRtoCIwdsma8Yy1FYFm9Ygok6Col2tKlY9qQYc8VhkS2mF56Nhlsxa54whvrHLGXJNog3jczQxahGL71OoH/ylZhNOq37Lrzc5WtfK4kpNs3oSxjOm2HINBKveu2rUJOLx1waJR8IhG3CbU5Y79lRdI9DNf1QG34M/YpaJPTsFN6Mw7xi5b/M9KXDKEK5HwZhZO4Jo3q7DyUc4hUF36LC4nTTfqub3zZrix+pqfmd8tt4M3c7/dp6PRFwMc9BD1nF107LgsiVKnz7VSCvtSYCBWAxIDwASre8rdPWlKeZOaxXQyadNKRtfFq+YtlWEtQMf8dV9VMMnoH7rIIGZ0mYZZXR0jOI8PlIXLTTiVJYNayIpun6/+l/jzFSVMfU3/ZrQ3gGI/D/sPeFifHm9K/RpUchKxJrjpjiMwQvHQe0+AAfdcxuy3g3/x9oMTwf01OGBfURMbPfM3G9eM41QWJ9/4D6c9vOw3qSutho6NVwcHMMbKjyy87a9hmODbYbe9tVBZlbn0n19Y0UgDKRviN+HhJRNg8IoPwuEX8meFK6s59odpOUnL8pYHfLKjhY1eMv0h0EvXHPzDL94J+8XfP4Zh7bR74wIGn1cXLpydl7nlYNLsDKX6KvMLegLisptG3DYclyGJ56FoH3YbOvo2fsPY2W0fLVdfDU1/ZLEffhl3zxzLdJVF5RfOlpdrdIPvncmlrcCMY59r8nKgI2LUc7q74xI7/hgs2ay7Oi+zgrEcQeOLLVJAok54nPZWsV0pMBzx8Oa4cEeOoG3GqfXMuHrNQWEqfDlRZ8sKy6p15cxiRx2+JK8CIHXQ8nSfLdu9K1y1bz609cUt/uxd9N99Vvo4hnQGa1ddzGtQybEh6eMS9k1ylMr1Q2DovSlPFe4OCvW56XLTz2d+AHfV9TavxR8+vnv3tA5rTEU2R8z8TWLyNL8OA1wx2G/G3/698M+KUSPY1bOY4M9nW24KWDLn0/Lf3msjyuiwBxI3PjADxKeYBFyGzkhfkrJk1BDdqY+36T6r+S+/ZfN3bvTjYnI4zs9yHz4ax9BjFu995M/zhp4/ontT+fnHR66Onferv+2dBV12SKIzpzu4bFndaEX4XxTi4qLRSyLWzrucdt87YfcdOzdv1tolqKnuLAWHCfNZVgLjFInDIYsCVX/SSR/SOfCctjzJj/G/2TjybIgdKaCSTWKClWwCU2G+JbjD4CIw0ukQljFfkCgoZwRifubjWsMOM9zHuU+FTwWoKiT7vUtLg5vilOuk2n7sczB7/jRFmowz3NvzmfS2kpOIdYaa0Bc8zr3zN3MnWFhRbac7ePTMWSnlfypteu6flc+UNK0sqVz83LxRKMzEOPK1IxbHOgAAEABJREFUTStLj8wEza3oYXEJW1DatHL7MhR8Yoi776L0x/8JSf376X/ixN3lf9sYMNaGfBWjWLl4hG6ERICrpSVNf9qe7Ac6YaS6LWhD03Ml/34ItLv46DZ20YfAtkD23KcfzgxA0Ysh5gcvRbpc9PSbub1ppfluGB5zP1xa+sMz//zhucIP77Fn0ZGYlENfwP7q3ge6XFSyCSZYLC2M8wy6RBBPtv6bCymv+2F9CIv/PilaHMPW4Np3o/EVG1nbWuXrXpzuM8BnM3HdgzEulNHw9ye+y5KjwPZsnOJUiKt3pH/KYox0A9z0vpLbI2I5+l0ptW8AtJ2kiDbYBPn62zvtFrHGRFxG3HazRLIa/Xt+4+o+fISbPfWukyyAK1G1KyFy6cCnVTJJDDtv3W7uNcN25nRtyEAEgk27d2pPEEgBiWiCRSs7so364XJha5qochvzk5Huuh+FuCObX4ed1WtAOwymDGH05vPskXL+h5ioPXfnA77+22bn2iKCGzZFqUFXkW5mgMdhuvHvyMLea1IbZoy7u/MVpVLlx7VluG9yEw208CqZuKOR1GJiI48+qeS9bOpssEbehAAh4FAIoE7YsGhVMFZZM1OBaGmy5o9FkaaAf+MImmVDghgM+tVlR8AP3RHJ3jJCmAOdQX40NXXkUNAZmvwRCiyLcJiX1IFK021WxHJZvmW+clTSjeAoCWVv6mxFabfzv04RhDpvKBBerXYa+qGSk4i9Tq+csnU8BIgjQoAQIAT6FoHui1gccccV4pkrUeAk0SHDyBo8DM6oze9bnik1QoAQIAQIAULACRDovojFQqkVHy/CsTYcuI2+uF0IaPkVOX7JZeDLXdkUXQFS00EIEAIDGgEqHCFACFhHoGci1i/5ecOeW3MXKRifPsH4UryoZJMZxnfZMjOLunUOyJcQIAQIAUKAEBiQCPRMxFqFQvdVhbXtLq3SkichQAgQAoQAITDQEehDEYtQOc0OIMgsHYQAIUAIEAKEQD8i0Ici1m+KP9P1brFdPxaUkiYECAFCgBAYKAg4Szn6UMQK/5SkiDNMcSp8im+PwuceGz2dBRfikxAgBAgBQoAQ6CUCfShimQ9uieKnFnZ4cXdXlAcwXU1NJf5fGCmQe/meKDohQAgQAoSA0yFgj4jl+54YdwPBbTJMe6AwhtuCGPfiAinL1+vwU0n6srk+gk8Xf1ophY3uCQFCgBAgBAiBAYGAPSJ2QBSUCkEIEAKEACFACFxbBEjEXlu8+zM3SpsQIAQIAULAoRAgEetQr4OYIQQIAUKAEBg4CJCIHTjvkkrSUwQoHiFACBAC/YIAidh+gZUSJQQIAUKAECAESMRSHSAECIGeIkDxCAFCoFMESMR2Cg8FEgKEACFACBACPUWARGxPkaN4hAAhQAj0FAGKd4MgQCL2BnnRVExCgBAgBAiBa40AidhrjTjlRwgQAoQAIdBTBJwsnqWIHUk/QoAQIAQIAUKAEOgRAhZdAEsRaxFMj4QAIUAIEAKEACHQMwQcSMT2rAAUixAgBAgBQoAQcEwESMQ65nshrggBQoAQIAScHgESsU7/ChmjIhAChAAhQAg4IgIkYh3xrRBPhAAhQAgQAgMAARKxA+AlUhF6igDFIwQIAUKgPxEgEduf6FLahAAhQAgQAjcwAiRib+CXT0UnBHqKAMUjBAgBexAgEWsPSgOB5se9+3/8vwN2lET79SpVidG9tFVbpG2+bIxnHmog+/prIOgkCEK7cFe/O3jsJdXBPywveSm75kdTftajtX6rfQmY3FknBP94sNTAiYlz8PnrwWYgaD2rf2cd+H/xzuGGVng2uNazletVJa99Wt9VboYIdCUECAFCoHsIkIjtHl7OS/0DiNi9++3gv745a2eD0W1Zp18c+Znvg58Xn+dxzUMNZM1nILCTIAjtzF3cu3Lfr586s2Xnhb17G7a8/HXg/yvZK2RnNdb5qoQ/6LcAk4cvCOEXvzUxbGAJff5Vz9h5bdx92tcOXmXNza89VhL36UUhCmP1W56s+us/2bTZY1wNXnQlBPodAcrgxkKAROyN9b7tLq187L+04d9rZx3/dOLjcsa+PfdoUtXPxth3jtl9aEaZyU2ZaU+Qkcb85ue9pX/4tI3Jx+47BjnO3B59EzvbsPyvNdIRpyTGxYKkqo/OSjwYuyM6WMIMMPbLp+8EgmEP/2bkj4U/7GXDXvnbzHUbgv5yD9u7U/8jhLCLe1d+max1Vf3tV6EkYBEQOggBQqA/EOgjEVuV6j+I/5Zo+oNLSvN6IeB6y50TXl475lbGLn9a/7mRiyE33TJ65K0mN8wkpzoJMkY3u7m8dzeocwcvWRVwN6YyfOYqn7mMNWef+tSKAretaiuMRNumrBr7O2kirsMkzIy8uezUO9+ykdGy/xnNLjb/hzGXW0YDtbv3OMaarsIwtvnToyDUZ68PfvrOwRBAjulTJ8P3G9Otr1e/3n/Q5FS9U6KniYHiOivzvUfcOYvf+3J3ksJurBH+6y2rc+8ruT0tDH8fUCOlTiJKkYm7lGxddTv8toV3UoreBGEug7rXBPQmO4orQWDITSP5Ewgrfu3b05mDeyHB4TOnG+qiq9cD08HnwpdaOJu51m/Ln1p32fXBCTmPDTcLMHuoe3sdyOxhK5/2cYEBbuDIkezC33fW/fjt1+9/ysb/xmvct8eiVl4Y+eDEDQ8OM4s3YB/4twNfr/XPR7MEgnyVJ6D42RFw21Hw8NZnkNnXh21CBMtv38UiBvmnVkFcwQmiWuoj+DvOWeAwIhs4OqH0hfJKmjLwM3NVwsjBkYtjxq8dD3rel+q0+OLrBmjMXEfxY0d2zkBSxd/yfKwR2lVYI2J2C2z3TSU3NGtCmp2cF+eDABVdXjTLjDDyoVqljc5rr1gp6yQ2BTkvAheLs+uxDZ0+coqxEOcvFO2t/FR0+irpcPP0uVdVJasE966glTVGs3ZzueUn9P4vEId4xQPGx3BpawZBCVejQxPsmZOjPd9LnCiIfGOI9Kb508q/nmau0bIlOHJl7J5fZv3R7aCqNPDBU1UzfT58/NKqP5z5Sj529/oJnSQiTdDZ76tSI1Zp5dgDzrLS/61KVWYy+H7FT7s9P/qEMkLSl0fxPD9bPgmMBRIgdmdlT0rJXyljExLy17GMXWLfX7PEV8lSqtsrEiZIiB3qdrdKeUKe8o2huN+kyE1NmTmjIGnuUmonyc1Lbk7jbE/69RHKE9Gmptxq8edlGdAxXKHBZ9Ep8Lqdrbx28KtPXaDUSqRb/mKW/SLXzfRRJbdbxEqZnZecMollq7lWqUpbxuRBvaqG0qTp3kEQ0NYtmL136uy9gdMOKLKvMuaqUslBXSxyd7p5zfKqp0RXvbde9MbL+cuf7sSpRjjtqLAJtLLoKTnMZv/urGP1rdw4KqGwfntxL5pgB//P2qDZI6xTcN8zb791gbFhKj6E5T7Dgp69v1oLVt7wsvdk+iTd38+6qtbLXQ4ee0lV8tLWqu+k/QM24H6aGJATi/Nt9oC1pVoWHTPPWG550CSmPS7qD0C++god6FcCjRRwoz9ZxgLlxj61SL87JiIzOv94gtEfKB3NIeeTYiONPYAJcihY2Umxi2DiFuQrdCygX7Ir1uTp9Hf63G1atjjG1NOaEBlrbMltlk6f+mK2fF2yKZZNSmcM0JaeYNEKU+HCFdHsBHwUDKtKX1TyHolYA5LwBQ6CD5hplXdJVQqiXoUroKT+g8SBrzAwN4SInoxhapNTNWDg4UGd6SXgAwC1FZ45KZwk2h5MB3xEJzJjYPnGutbvP8Ta24UyAx6MDWLCr7397D//JdzaOrf9ePpq7emrTa43TXlwbObemWZmS7PpTr9aMk6SiDhPCkXa97n33CEJEW7NZv8evsDGDb1LCDCd2zpOdPpua8kfPm1zmX7rzMs1fPTc8G+gP93w6V6zMXTzp1UbYQj74DiwwkK4uUM77h8+Zb97L3juwc9+/dSZ/c1X979V+etHjuEY3Zx0oDxplkTAcLO6E/ONHLrH2VmiZgyKbdbiyFZWwEAmyySAgQCdbEGsPDOLd7FRHssnQxdbEzM/Ozovy9RWIaHDHbK7A9mJjFzjG+cjhNgFHXoFfCRns1/icMXqT4Zw3D9Qh7CMVcmT29ulNRwlKyvTVrG+quQ9ErEIOoPvCr9AUDUwiaIJVQri+w7fBp+n6GD0zSalJOO3it1q0XALgd+klM2XSEFQUm2L5UbdLjXP2RHqGEgAHWSaqRQNQrtjhH43+sPxTQrTduiiigw6/6XTElw599NXf3rh+KpEo5QVydvby5Vrji1//mpjk+hj5WKQlNWHZmvW3xM67iYzGrM5TcNvNgvr4uGOx2Z9r+UCGM7rYTjhPgFn/16sOm2MWPfVMbh3neQLZ9H9F7+2Hq6LF4fO9UfA51j9U8ulY2hhCOu68tkJHVkS7LgjF/q9MrMxJ/sye3Divg0z9707ylVb9wFmB8kNNIfDSsZOcIvjIPhZs8WipleePR9CBReRvThf2uJYx2RCQsribDTcDhoUUQYaY5Y6OaJsXXXXEa0ndw1952XlL9aahgQ4iSTfcdXafQyMLHKJnBmbSkict+TSMRz4mbuBPYRlbILMvHulAbunfB2vEn1Uye0WsZnCB8W/Q7AMC5YY87dh6wmGlSYNEii4pWp91FRojbYcENZ2K5rkKYnhYo7zYqIZKrzgUaPONshyeAIEwxPmmWPIvW+E05BRt4Tkbf9x734QtCBlob/BWDvcHItXnj3wGQTd5OHuCDiMmT0b5PflD3aeEQavrYdPbQZxe8+tD+Lg+PJPZy/8zNj4x2YcN60RmlF2SPYg8D5bVnYo+HEkgwcmDGHZ7PFmo2oMYUyw44IJNll2M7tYe5pNuNMdrL8u41xlrIPRV4ji7GccVuIHBS8eXX40A6FoTcpaFLTMrj6pqQN9PIGBhY+BoJUxVCxJeswWKTvko6jldkje+pwp2cr8lEmSHga05GZmAssMBdvtALXCWhYWngWtD04ygAfG+qSSD+ZJdevEreX2W1z4bAujBokPw+FT56IaT758KmO3GOiEWK8Fy/CSyBtUqHYAZpjP+OBPtp/77DCIVQhsb2uDm58+/zL4k2wIAp9+cAYjLthxufviYFeZ3P247Hej2al3j81aXrJKdfA3j527zAb/z9MTvVnb3pX7Jt93cOq6U4y5mi8TuskNknW96dbRxvVCwhD2pj89PbHDELYha3nlR2eHp31wD4yaGbs1ZCarKjz11dnmrz49d5INm+YPaQ00hypQUC9lGfqh4VmocJLqhLHE0P31XcVSjNN/2qtTmNJXYnZBos4P1BsFQs9Yu2TQoBeDqtvz2YJBnVl5Ok+tn0M1SwZhdx/7HMKRH50Z4bDc9gMYsoTjQsHb27E+SGtIx9yEId1AtcJallesG1ZFWy8qud0i1jTnyvjRWrJo7VlUC5tpkCalCKpgw6vuUilctVsAABAASURBVCdsLWHbfjdUt9Q2DGIIiNLpuZk/HT76/Ud54OAGHoeOGysG98OlTTDi1nJTbu3p1std5jFiQuquCTHywVV7G7J2XvhuhOsT781YN9OVscGjxmEFlY1Bedp5MrU7K8EKO/JB2VNgFzQjBRNs6arDg3/33tSHxXlSIxeulT1YXxd+32fhb119cP0Ua4ZbsySc8QHVOtJ5TKDRsTK1Bz8W6fQfJuO6RNHOake5cazMO9CarEx5yq4EGZMl7Eph23L1dkS+5iTYBTeb78PCYxYzrYNy26/wiDNpzVpm8wz165XZUo2jeegAexLla7tV6darSo4tWP+BZTHuhowspxuAV186mTyQga3aIT/vvixnt9ICKRuct32Ip8eQWzzhBh47jT4zGG2l1mYqYbROQoUgrcHOKt4Ez8ZoXRwuoyeuy/3t98fuLzsy+/sjs16aORy0uBAn6NnfVh+brXlsDNybuwlvQfpoyhW9vRfeD2xrrSzFGTwBrb+/fWumaRWsy2j5e4d+W3lkZqX2t+896CnkJSY0UC44jwlnbZjKw8e1gXfLTD49uZPG0ZubYAPlXEmAFHxOJt7Q4ZAIaJaA+jA6v5N5cOwGGsJ2Kl97W8n7UcSCDgp1Mhbjblzwo1Uu4AuPsPJBAfrSeMOnXJsW9gEPOGO5ChcX30jqIERWesCwdfquD0E/DDdSfwe7dx126wiwy5px5epq6WMW3POHwTeP6N5ErZ5ndT1i4mQNsLoZja+oT9IKUw4ln4PF98K4WcfOFRpoqBNMsFg+edCkbHFmMgygJwVZKhOQ5rofMj5GN67pZ2A8jshk0a/A4JtBO2u+vcZ157bfGODz4LjuwZiFPnXyIOleXTfOEBbeO8op6+NX1vtK3n8iFjtBDGdYoMWVH4IoBWMAt/dwr0GDfJWBsXJt3w0752W150Vr+SYdkIPvKhjVaoS5UKgTM9aoG+9m2C/GObZ8vfFeST+XOHxbe75h3u+gQXz1jtDfBRHIcLEN5m/+vQzCGbbVksUqvOWFDwnnxYhTKLDPylAgwccFJljDoBj1w2XzgXTQoPllXGOMyTvaIVtZUb1OMoN6fnZ0nrBmg+uQQQNmWM8DLS8W5i6l1rAosbd9dMfAAkYdg+BtWs4bx8VawnpQZJP3tMw16ug9AA/e2zCXU/ja+7CS2yNiw3G3D1sqhQkJFdJ1RfDFtgt7u/BYRnMr3gj+8JpAyuKzeGxLCOeTfqH2Q0qG2RlAZubMQk25CDSYl8mogKFi2pBg1rxwJvjYKoKQBp0JgQGHAEhZ45fQLshXKKPF5yA8Gugk8hVIzT9VTiN8aDzlLLOvlTcFnMT4pUMKDud4S8LZ5CehOAxMyDgPyMQ5LyCnMJzMkXG4ctnJkFh8y8YQm1BoLcUXKrxKSxo7c3AqMvPKb3jVQq9LmFHc20puj4h1KsiIWUKAECAECIEBhIBTF4VErFO/PmKeECAECAFCwHERIBHruO+GOCMECAFCgBBwagSuq4h1auSIeUKAECAECAFCoFMESMR2Cg8FEgKEACFACBACPUWARGxPkbuu8ShzQoAQIAQIAcdHgESs478j4pAQIAQIAULAKREgEeuUr42Y7ikCFI8QIAQIgWuHAInYa4c15UQIEAKEACFwQyFAIvaGet1UWEKgpwhQPEKAEOg+ApYitpl+hAAhQAgQAoQAIdAjBCyksKWItQimR0KAECAECIHeIEBxb2QESMTeyG+fyk4IEAKEACHQjwiQiO1HcClpQoAQIAQIgZ4iMBDikYgdCG+RykAIEAKEACHggAiQiHXAl0IsEQKEACFACAwEBK6PiB0IyFEZCAFCgBAgBAiBThEgEdspPBRICBAChAAhQAj0FAESsT1F7vrEo1wJAUKAECAEnAYBErFO86qIUUKAECAECAHnQoBErHO9L+K2pwhQPEKAECAErjkCJGKvOeSUISFACBAChMCNgUD/iNjqjdPc4wr7CsGCOHf3aRur+yo5SocQIAS6gQCREgKEQI8RsEPEorx0t/wFb6yxnWfh6yodU+8osE3BWOFT7nGdEnQWGcJErmwIciG0UyYhDXKEACFACBAChED/IWCHiOWZ+yWVNxl/OQpWoVK8ZVPIhr2HpOlzeUzrpxpdufWAbvqqVVbYqNkYAzK+mykROSFACBACfYkApUUIMHtFrBlUcxcpGNNV6Mw8r8ODX3KSQpeosNQhF7ysqvBTRPldB44oS0KAECAECAFCwIBAj0RsNQ5BFQ+H8UQKwVIaV4Bnrkzmmlsz66kxCMNROYyhAaoKpo5CH/enRKMtqI75s3Cyx/iq+2rimmR/nep1MQXOT83GJLVfknqNP39iNRuD3d3NNcY8I84nM+NtmnFAjBzGFeKZM8M5rHlrGn/gJ/MEhZzoTAgQAoQAIdAHCAygJLovYkHwBKp0UWqpHlgdpWA5qBxuakoXBK8RosKnFOootRAG50WskM1Nb2pSwzhYIUR5D2OAAFPk+CWXAQk6dZROFShIQWNKVm98liVC1irjQLbmLYWqQpH8rI+B2mdZVrJfheplk923cEcOU+QAnyB9pbypAxIDsAcgxlQropjIN3BYvVGRyIzsNWX56Wj6lQgUXQgBQoAQIASsI2CviNUlBvDhm7t7lLpjSmCplUpcCYGlzTVsLgpUCYFwW5OXo4Oh5zJf4ZGFvQcy2KqdVSQwXeamozyOEaZfFb6cCOmsMcvDd1kyCMskgYDVvKVSM8UisBNX52VW+CU/b6QNWwRkHxsHxCDvQQwb8tF9ZaYW9w0LM7BqoHD060/7D/104DNH55L4IwQIAUJgACFgr4gFIYqjS/FQK3IURgVvp2gIo0wFF89xhcwWre6rChYw0Tj0BDK/Kf72mnvDnhfHqYL4lAxhIR10YQ8rWEVmHo47BVnOZTBKTRgrc9b4SZGDxNaPuVwjHYh0Jn2ydVIH9T0HInb/ITuYq/w2cW25yW3QfVJcX3/ZGPHng1sx9IPjV4xe0pvzR3UYN+8cY017NgDl1+pKC8rmve+C//EcS39pMmb3549Xvba2/J3in818JQ+tF+pz3y1XPl+qXKvNrbzYKglirPXfxbrX1pY+83z5a1mn/m0qSEtlnhZZfVdfeUEaoeWrj75OXK87YuYpJaB7QoAQIATsRMBeEWueXNiaJD+Ws8M44jMPNX9CtXBTU1myH1ODpLUun7hx1zxad57Eceo0RaKOa4A7xBUEJJhscSaUVI2sEFXBYtehqQl0wh1icw+fZSVIpI5ifEBvjxKbx3O+09mf1XnNJpdV/+fndDNnH/1A38bLcuWbIgx9LfGbE/zZ7HT51Nrn6zHu0YuMud9zxxV1XkPi82aUP+RVLt/arD46eNLEIWZxrT+0VeeVzoqr+yCv+R96C1EtRrhYfDx0lm711uaDlVcO7jm3enHpI1kNBinb8EHc4TnP1X+Qd3H/geYPNtTMWVCaewYitp1499hDaxuqL/+nOu/7hxZ/bSzL+eLKJ9Y3aMfeOm04kJEjBAgBQqA3CPRMxPLxpf+UbszZ9V12BAywIJ9y8qys9fGdv9ifqU1KWiiRDsa1fv725oCK5Qqdzj95DWiAIbal85kfhX2CuI/VLGpRmBDqB/x3sXhXIJSecT0S7y50vupXGqVv7q91KhPH7Pl8hvbz6Uc08rX3D2aXW15L0ddLmTjTsD6vWerBWNuJrd9/Ihn83Tb/TuVExswoa9PfbWFs8KNJ8knmka09tRxZfyRi7cXz1sIMfg3b32mqZ0Oeywk5smv6kb0TYseyExu+3QWjaMZ++Ojb146zEXPGHzyIZdmzepjruYur36q5yH74RN3q+jvZh0mBf0tydz3T9MlxTK9Vr3v8uWY2x+f9GE98vnGOmo3B7u7d3C6m5q1pFhMJnQcvPs/xhp20WBAHL9v6aEf6CoXdBfhkT6n3wLy3UdjeV/KeiNjCp9wVOcwvar6PHWAXPmUc8KFdVhqrvNIobUV9snG2EU6SYtLhZpc5haXDILNkmS2WfJ5NVjC1OkdifBXGvlFG9jrdDaN6Y5xxvjFqmLk1lw38n8uIUaMiY93HQEnPXOFiC+7ADXYdzo689d1+k96VsXP69VsNo0cgQef5+zWetzMT5b+zTn14jrnOuX355K5rXvXW8t9/1OoyedTamE7Guxe+qYSc3O6S8QRdvf57Mjy2HEPT+ZWjX4A4d3nkUZ8xruDp8ov53goYmx5oOspaz19gt492Q99RQ25nbedRjNdvXFF/Yqzn+0njR0DAAHBckEBranTWmktsRNxxhj/jeiYbUlNIyvix4KOCqZuymMJs5zVBVNuzHIBdp5/AoQJnlFSocIKJNUxE3oRm16yAYoizXoQSRWHpuTbO1v4/+H7dA1X4FYFN0N29a3nsrIgA37YKi/6KXldy3i6xrn/C+xA+VZCvipymI6ZZu51EL9SVl4N+mEcMULFktRgL5xaJaQp9ybnp5Ul+amEZjzuIcFDhSmYbdZKDvUFcue2/eL5kmhIMSdVRqL7m7LkrypOnMOvK7xrdV+WJ+D0iJUTBCcn2Zuz0dOdPXsbx68RhvzAVZbjyaTd2ofmvHzUY/Nq+fP+HI4zNfswTBq4GT+Yy8a7E+YOBcu3Wc+yC/rUNoOx1W/2sjz0yzPexuzNen3AwXT51lDG9jje3/PdU8Lx4rFLQY9cfw/HozSH/DZ5XL+KQGm6MDiUrPPyH3TIthFUXnTlypungRw3V7Ob7/rtlf+I3m88MUb5hz/Aa0nACh/YXP9M0eOiDvidqcEzM41R5MK9AmODUCiu7yoBYUqj9/Uw6pYIdan/+LfsuUyexzN1iX7nwKfzGy5uOGOctmjJykDs0FUkwAY1UjsLYszfjEYZ6IGOkpTYLdsoH3HfPP9m4ixBvco3dJlOJcIQjIWvKsbb9gIncue9sFraPKrkdIpbreIXvz3hON+ljcfhoKW7R/ip8ZmHLSo4YYzVJRpkg3kR/g6fPsxJK6eIfU2qSd8m5krAhCeK3mJohZe6Bk40ViZbDXBMbwE3JsmXChOcOOfrMTTdjzlR8nvYAPJ1pemNtOc4Gev7IfWsvuk4dlbPGZ5iknLf/7vZHR7HKDfr8C9z3zDdJH7WxiWOU8134s/E0ZOaz3g8w9v3Wf7/2/g/7GZu4/E7FKGNo5zcjQ+736kpje/MCpffMUa2bFx+eueDwzFm6zedcFG/KI3DYevOUycBM6+aXvz5y5uf6c+f2rP3+E8hw4rCJ7Ob5qtsfutDw+wXHn9o9+Pdp8skflT+zhz30ZkCsMBoGMud3qG4J8PPtrCBCmysxr2BPVJf4srSniQvhWHJ51mJjQjWV5SzAz6gxEnehKYhT5CjUZh+dMYaj3CDn0n62r18AYxJ1moFPkK9Rar+k8iZJqQ1hznu11CP6TMTSd1h/iMsapepGhnsN6YwdKectvzXObRYWq0pfVHI7RKw1vpzOT5hsvGjgi0btnVibAAAQAElEQVSzN9NwqIS1twtegwYNYgwcw197e+O/Pscbm8eFK3uESU8HrlwGouar39ZbKIG9lz8LMvfi/75T28qu5L9VX8kGRz17l2SkC9G4Gy77y2pQyf78QVYrG+u51rqZ85xakOh41h48xyPadWo7V3PxtCDmGWu5ytjl1i+PNqDel7GJf/T7M+iNK0GUls0M1/4pD4swTXEr6K5dRsle2wUG2hnag9OUo2oSNlwBk+3zAedz34WORcdpyXax4mBE2EZ0MWHCss2FEkiaXXhirCAuIJElZ5n1TX3mLfYzzHYE+crnTBTGOYN2B0snLi7gpeMD/cXzjL0F7gkn7GTbqagDamdxPtCh0Elmw/AaYqbYc5aSXAM++6qS3yAiFoewfkl8rc41eDmOkcXVnxoqX0iq+surRikr8tXe/s2aV3TPv9TaZDFdSQznF3G6EwihkOI099GVzaujjuejsOWh/DRijs/TY9n5j77fVfztmwcYm3rbH6dar0+3zfd5cizGeeCPd9mY5XTxyzycqIyzkfPOf2OeEca0dZyrfvb5puqbbv7rvukHd00/cjBo7f2sOuvbP+UJK3w8f58+/UjOnX99XZbzpidqsCeO+cv8kWaJXTiliq8/MXFMzqrBKYt0q/OunD3TsHrxMVVxixmZ8z2A8GOCuRHNG5Z7nPHy6L6q4FfpCacB4viX+6HglC5Y556M4TwG0cKiKAeNMdsYrChPKu9EqyRGvO4XYRk9X32HqASqWJJ6WacD/evOch8ywKeFcgs0Ft69Y+eJ5yVY8UyaDD4+8bPSEeHUTn6yXdg+quTWm0QnR60j+9a02R2pBpbPTbd4Ttme/tP+QyBoQcq243C2HW50yjWNnx2GIBd3c1ljo/iDPaeOWySDwMvfiiY3uBfcqLiVI11ZS+Jz575nLk8+K7tN8LZydhk5HH1HjrA1cWn8aziBGSQ6uGmxXB5jhC4P3cWvgObXo+cMF6rysPlzbwaP4qM/wZk7lxEy7zlT27YnN1SyIcqku8zb05a96059cm7In1/38/rXD7nnhijTp76dNmn15LZPsr5HCzRPwjlPZkaQJjSyBnQytcdKGbkJNkptaQbilKbES5axtxTiNAvQrzrb5CDsiPAS9eXJadIy9qXMOEZJzMQuFMjigEQd8x+wg91OCtsnlVxol8zwpYcBg4Db+NsDstObDh8FsYqFam+Hm+YvvwrI3gJB6GPP0ar/MV8PhC7eo+Bs5oaF3LEaZxsxdv9tcROvYWW63FJ/rgXHuiMGuQJHZy7/AGfuqk+i95ixoJrmz3hqyHi65pNzbNLyu35vZmptq84qX85NsL8fy86eBTXyTb9A6T7ydjg3t17CuAPlQCMrM2h3uyoUjmTRBFuhUHecIWURGTXJAWCC1T3l7p40pbxJzWIcdwIqXw2hkKyGx110BvR0WenbKoxzl24Z29QEtvOoaRtxTx4pGdzjmKRJ+OUoGPNLNrcUAIVTOmFCNfQawAnTbLEYdhS2F5X8GraKWBg6rjUCIEonZ77bfPRYfd4/fvykAG7g0XWsV1d8GKY7PRNXPDUK7KxsxHzviFEdY41coLz99/NHvb1KZs8k4Y7xO/W5Un20Zs+BmoM6nC3coDsH98W4AUVDRtzRmeFHn8n7mU32AunIjtcp4r/OOVCTs+Hoo1tBUg6JnY/rjHjibV+u16ZUMjbRKzXG04V7CafW419Hbbhy+2N3JYegPP5FwM0j2KU9e5rqz+jz/8VGBIwEOStQDtizn5U91HBgE+DnW5OXo2OSoYx7oEonPJraJsAFNcl8v5fCHTlCQ4y7gjOJwQ+IHMbV4B+YGFfGI1tcT+ig3CJ/fXmg4ZkpxL9v4QnPXaRgnc9jwvdrxVLAY/fHqX/T5JNkhZ6DdO6tIVNbhUX/HldyErEGeAfuFaRswPb0mzzcb/L0gBt4tKOshulO+4+3sVFuD62csG/17cOsxXORyf68Wv7AKGthvfX7ef9bp/70/Km1e0Bqsvo9dXD/Om6jOGT0aEh6sNfomxgb81zmBOX9Lg1HG/73+VP/m9VyZeLI1ekBKHeBhLU1HDjx9EdQhJFvvzPBbCoWmGCfbzo/cczmP44R5e7kO7c8NmRP4vGZC77fIxu15Wlv0R/TGQAHakQtZz+JW7JI5g/jH1UxJPNZxrczE9sjuJQl+zE+/jPNGUZNssQEC4LZgFOF+Z7eBm+6OhUC+H7F1VlOxXePmLVVWPTvTSUfbDc3oGSA0bWVRVR2pyASgq7GoJkB7t1t7HWM2RnIxIidXyBZ4M9Gap1HHfihMGyd/OF7Adlb4Kar0oYEaE1mUbCMzjimmfra77xGiPE8YzPBM+AB8bHDZazfJxA9abx5gBBrxmsh5t5dPImxpPx8ghOSb37ozZBjB6evDRmCCQz3in19+vHPQ77cF/Tl5zOOZQY8OhlHpRjEBnveH3AE+NEEPMCNwdyTn4aPf00zQ5spXdPiNuWPU48fnHpw3/Tj6fIpFvQ8kjOd8AsyrviseWuaIoeJi9a4ukz4uIQtWRSGgSlXDguD0a6LisSmle5+U/wNe6XBOBiFdNcpXHMKoUuhMMLCcKGRCAtvQPqgfbvmhbI7Q2ETPbPNdhRqcYcf3hQbqoGQIr7fCnsrgxDFec+2Cov+vavkdolYXvngZQCAgg28+xURogqueqMqh+n6UjODTQkIV2hBMIccBdzb2KEGw2/Yw23cWDvkq9PAM9jV1aLuDh42fNiw3vPv6jZm+EAYvhawKZK9XAIS8a8YxRm/IAIZw0EtogWGKD4TCj8bPsW07Ig9M2yhTQhIRBOsDyYCB+qHy6N4KlHlyY5quvN59gjfb4HzCSdcaNTEYeE6ZFauMxgmoYAQztXjOhWfgSx0SqCoTutAM1Ge7C+04Vg4XMcs7kDA55ZLdA9Q/AD817IbYrq1rcJy/95WcotmylrlwY6eZD+UpvLkpCl+hopoLUKnfoI23KRr6pS4y0Dsj4Ps5/or0GWJDpsMyR/EdpkKERACAw6BuWHLnj0ifhB4kQjOubjZqOQfL0DKIgU/JGQWkOCXa9pwjU+2ND0iLRLwNBx5dyfGQMoKXApnLl+BfRA/4GEqPi8g+Jic1ZnVENOpnFBMY6GMb1CoA8ZHJhR/QBS56/djq7Dc34QJJtT9St61iK2pLDefse2z7NllPuYrHzDv63Hg3jRoHzJHgWF1MXw514OtPs2TEiMECAFCgBBwUgS6FrFYsAqVjUGhqKR1x1/cxremGUyh6G8yeDDcYd8QxJX+ZuvzdPxfPjAJOKSxGMvDv4QAX3QdJ5cX7shhXWwoUb1xGsY1HGb5YsnoIAQIAUKAECAE+gmBrkWsz7PqZH8mbNBvbo0AYalQm3aLXvRVoq4nXOZksixRcaGOgoxMhl5d4leLxBAwIehUMRvN9j7gc9DN/8jdIv/CuECVLsqwCq4s2S9HYV4EC3p6HEgIUFkIAUKAELjOCHQtYsF4gdP3QT4xJvw3jiilqvMyzeab4QqznpQmKtk4vSLsYQWTzDiQjFD5VECJNR4z4rM28MbWUbBDDWpk49p5/FcQP4stzm1FJX9CgBAgBAgBQqCXCNgjYnkWBjMvDDR1iQrcEAQlnGQlHKfq7Ql3lcF0O6aD+3dLpC8SIDFebR3cijzF9A9c0Fmw/s8SthIgf0LghkSACk0IEAJ9hIDdItaQH9/REaUgCjCD5/W58j+iUn8sWTdvzodhWYK5Lz0RAoQAIUAIEALXBIFui1jGLaDAm5VhJfhKnJV/YZSEWr9F2W19cMolusWgWdh2VbKQ3DxRVDtL/7iKMWuJmMehJ0KAECAEeooAxSMELBDoUsTi3GB3079n8AlE/slr5jI2F/e3NE5BEraPMaTuh3ufGveXwJW1hpCOV9PW5LgVJJOYZk07VFRvVOA6aMt/ozNNxTJNFRYYdseZyXPXJPtLJklJE8G/BOE0HfkhH0KAECAECAFCoC8Q6FLEhqU38dm8fH8Td3c+hVjcOCIsvSzZr0L890EFU4OZlok/3OrFGOT+8aLyJKlJVCQSLn5JU3aIa2p44sbZSYwpohjfq8kd91ix/qdauJL6/7P3NnBRVfn/+IGvCfkAmlJqGQuROAQYbl83rXXd/IsJSWlNy0K4W7DrlkttMdrXQrZFXEuhVl0rC2pXHCInNTFw0V/qUqvFmhgS4xAySz6HiuAj5sL/8zn3Ye6dJ4YnmcEPr3Pv3HseP+d9zznv8/mccy+YufBRJ8xHi1ucmoQvtkAofoYiEv0xE5ZZKbxMzdVZ1hk9WxCazoQAIUAIEAKEQHsItEuxkAEQlfjqDP6I/Ar+jEl7oMBfoC7uy0+KoKY10fhFFZE7eW6K6/LnUvnHZiCPJsV/PwBqb8p9LtXyfRoxCc9cfcLMeWrppPwSBeYj+TfJQgpJ5Ft1fnRHCBAChAAhQAh0AwKuUGw3FENZuCUCJBQhQAgQAoRADyJAFNuD4FLWhAAhQAgQAtczAt1JsfjRZMfm3OsZZap7X0OA6kMIEAKEgAsIdCfFulAcRSEECAFCgBAgBK4XBIhir5cnTfUkBNwBAZKBELiuECCKva4eN1WWECAECAFC4NohQBR77bCmkggBQoAQ6CwClM4jESCK9cjHRkITAoQAIUAIuD8CRLHu/4xIQkKAECAECIHOItCr6YhiexV+KpwQIAQIAUKg7yJgTbF+9EcIEAKEACFACBACnULAarZgTbFWwe59S9IRAoQAIUAIEALuiwBRrPs+G5KMECAECAFCwKMRIIr16MfXWeEpHSFACBAChEDPI0AU2/MYUwmEACFACBAC1yUCRLHX5WOnSncWAUpHCBAChIDrCBDFuo4VxSQECAFCgBAgBDqAAFFsB8CiqIQAIdBZBCgdIXA9IkAUez0+daozIUAIEAKEwDVAgCj2GoBMRRAChAAh0FkEKJ0nI0AU68lPj2QnBAgBQoAQcGMEiGLd+OGQaIQAIUAIEAKdRcAd0l1biq3NCfNKLHGHepMMhAAhQAgQAoRADyPQDsWal4d5eXmFLTfbilEyB0K8ErfYhjj0KcnUGVmBviNJHOZFAYQAIUAIEAKEgHsj0A7FBs2vLk5ixgXp1qpnbY4un2mW1elndqB+MWvb4K9DSeznTr6EACFACBAChIDbI9AOxYL8MRnZGhvV07wpz8g0ybOCIAI5QoAQIAQIAUKAELBFoH2KZSGzk8NZwUs5CmOxeeNaI0vKTgvBDAVjMlqN8ZCXWksSvcCMjGf0FpZgt4BfWE4tphLszDxIPIk2Z1yvFX3wZ46sP2NWiVvwjP54yGVhhnS4ggDFIQQIAUKAELhmCLhAsSwo7c8JrCpvI6dGlGxLuq6KJWhj+HVi8AKW/S0YgNHVLauIjbCQcUFcLCtC/7Y2PY+NKYRDMBoLYWCLZuHZWWhzLkm8U2dMKhb8277N1uTHKleCC+L0iWJYcQIr0NlbJBbypzMhzES9GAAAEABJREFUQAgQAoQAIdC7CLhCsYzNTExgxrxNoh5bYiiQGJHhtaTOQk2CZiVrFGTsymItKMGx+QnFB9LQ6LxFX8ASitdKdBySVrxMo1wJ1izLksJiEmGR+IARCiVHCPQ8AlQCIUAIEAIdRsA1imWcz4RNT8JGpzmzkRGZ2VjBWH4sWm2FA3TQDslQmxO7wJhQJOq45oMVLHy8RpFD0NgoxiqMsgKtCKJLQoAQIAQIAULAnRFwkWKZvOmJb3RKyJ7PGZbXDFRV0XYr/lQLa7Q80PkJzcJMsS3ZSFqpc8AolBDwOARIYELgOkbAVYqVNj0lpuNGp0TJWhukiWLGtRtFC3IHcSyZE1sQnl2sYOsYbQJT2JkhP9RrWZSG76uCW3KEACFACBAChICnIOAyxYqbngoK5I1OvIqo3VbpYuVtR7U5YYrtTjyK/ZNqCVaOMjMrO9yomyVtmOJmZMX6qxyPLggBQoAQ6OMIUPX6AAKuU6yw6YnJG53EyoekVX+bzRYEC0uxXnfqouZoXFg6LUlfYGSsQLGKK7zME5R2oDihSidmd6cOzMjVCjVXLJR+CAFCgBAgBAgBt0egIxTLYvSw2ips/VVWDFgW/CWnnx8Tg3ZdjGzNjjMhA2GlFkOlFMKv4A/5qoIUOaC/4pbhaz/y3mNIR44QIAQIAUKAEGBuBEGHKNaN5CZRCAFCgBAgBAgBN0eAKNbNHxCJRwgQAoQAIeCpCHgYxXoqzCQ3IUAIEAKEwPWHAFHs9fLMv9++8/v/t6ud2rbsP7Agfc+C9+ubbSI27z/wCgQVHG45Zf4LXNhzfymzTWeTEfvhP2X7X0kv+/Wze14pqP++xTaC4NN64VDtW8v2/PrZsgXL9u848oPgy88Og66eMkOSBen/fuuLxqs8qnC6eqpmefqeVz9pcFiaEI/OhAAhQAh0JwJEsd2JphvnxU4CxW7f2Y6EPhqfMxsa9ctq1hitYp5YM//wuxsazwTc7HO5aQvEseeqWnysktncXtw+/9P75h57d8P57dsb3138TdT/t2f7OZtYrLX2/bKwh2qy3m/cvv28/v1jSdM+fa7sIo/nOOicMeWnxlfLfmDNza8+uSflEyE+JGp497e1f/knmzAtoF35IDY5QoAQIAS6CQGi2G4Cso9k4xPyVAK0iR/e+qheVSPjsQ1HGBs87KlpPuw2jeGz+yss7n+XTeNxNaPTIZRfOjpd2L7v15+0Ms2oT/fHHDVO/iDhBnaq8dm/1Cs1Tkx76pvnl128Otzv9e3TjhofPLByqB9r/WjxwYMQJgYNXfOZIkh3oJyx77ed3M4G/Plvk5etHP/Hu9n2DebvIT67uH3+V1lGn/S//eQBIlgEhA5CgBC4ZgjAcNqRsmpzwvAFWOEd1o4k7M24JYle3SaweXmY1xz5/+v1Zq16qGzvSY/dPJqxli0ndltKaN390feHGRudGDgJPX1uGu53s+R8q2uztoPvoNV/j/gR/DpzLdu3gCXZe86CyLHIdoMmLwicwVhzweFP1AbcltrLzbfdMOMPd/3ithsY875pWkA0ZHukBWRoqb3Ig8Y+NFwRdK7FfI5dbP4vY/1uGg5R/UfexljTD6DGNn+yF0h92vKJT9/hDQGdcJTEAQLYF1z7zoyDDHrRG8YELy9PFf4a4YbP18srccs1Kq6XixGozWZsRxC61k5cHXawJCDXO3XcgGjU3Qk3noG+ebmuQPFvgjr4IKErJioYlX8xI1+v8Olgfh4QXRP027sZO3f6ve0y79V9WNDK2A2PRo+wlv9c7aKXG5uZ9yMr73lksHWgzf2xMk7Gk+/1FoN8Rvz8Xrg8/xVvVnAlOJ97//ef26flPjpUuL166HwVXE32G8eYz70/UQaxlh+aIIjdEDCY/SjKz4+d/3DDie8PffPeJ2z0z0bcdmh//Pzzfg+NWfnQAIx1nR5i5/VStmQRipI52JFtDj4l3ZJo448e/J9LQr/wimXFbZtYrGr+as6JgDg8uViCu/0IEsYWgFxV/BM3NqMqhCicEN+da6QQ1vllraAgwQNSO1sE+KMPxq8DsYI4iNwnqu8QHGzMXgK18X9pw1s4xEb/rjdyaayDDB076IcAt9Xn/uuWaQpekr506Dhtr4cEza9ua2tTfrOiAyLV4n8SUsTHz1/Y/u9bRYS+cDl0xkwkpK0FtdzQyi5sP/ER1OvuEU8o/wcS+LCLH79c89Ep5vdQyNJpmAT9nBwtl89g6P/0w7NwgDYMF63NoNzCr437vmzfvCe3j3nomFkTYMi+62brCLAuewxY2y9h1GQIuvsu/e98y9L3RT10uHZy4LqnLi349bGvNaO2LA/xg9Dr1YlfIa2z227x+y3QPRQO/3mz8O8p8UMxigC4LEpgjP8LkC168evi+O8mWZ78by7nBOtYdl2b+BkZd0R8S7quSpP9LVSGu2+zNfmxThS1EqyRxrrdu2PFXJBJ/Y0grD9Un2myM6RPzot5mHNeKmBJxRiBH8VJio/ainH6zo/wqXzoHryubW1FCcYFsTm1jHVTI3eBYoX/XreszoqlkLpsv/TUd5C/jmsy8tFRYL9lXzR8cgpQaPzwPSTAGU+NGQl3Cnd8Q/k84LfhQ1dn2ecwIEjcnyzsPd5wgjVcFThbkUc7ly1Hzn9Z+1/Qplvqzn5cAXZfVfzmsi9nrmiBld0tiwI5bQ8Y/9yUOiOs8sZUrAkyZ5o+POWTvlzTr2z/K+l7Xnm/9j+QEbvO/vCfWRmTiq06r0MQsLPbjrlCdBx5hQ+G4z/niNLI/2xL/AdZWxJj8xOK3XtMQMnDk2fj5+d4pUI0UYxVHHTwf0zEGmVDHB67r51KMnVGYTqlqplxXxVL0Fp4VxOhYVX71IYmVQJPvinR5zON+L9ZeT1mJiZwqyc2le5o5O1TrO1/r+OCqE6SJQpMCujkWSH6R+TkzEFPPMAioTRWwK2QDdolEnNgmRMjCWskqKQLd5YlE0yrNFmYcyK8RKWe51CCZzGRZcW0Fs0jKpGkKF6yjYvHkb2FyKC7c+uB+CFli6fCNI9x5GRybszMBSuBsxRoERsxkXwtVRNw6O5zw87PWFubkCuUyZgXE/7a2k7981/Cpb2zuOnp4jv6E+xIvX6/tNFJEffqof3J6cB5N6S+43Ab0cVDjfoNkvviPLvtxjsVOfDLVuuNTtxXPo1OmLz3swfry0Me6f+Dfu6+j1vkENZctudncxubhw/929/vlkdMKRi02z2//oQ9tmbijLLP75t7bGfzDztX1Nz3y/0wOZXiXA+/4gx9rWW4dF5rB2MuT4T6H1dhGQualayRlkuAX3EIZiWJcQXyP37mCdzxhP9/Wvm/vGrBTKVJniXPFhQy1+aE9VqNFGL03KXD6ZRmfDgrMFhWw+ARs6REV9tQzwl8bXPurkbePsUivuHjnZlKtiSCGTmhSNSz0YAcZ2EUVqXbpxWCihPA0n1nXrJgpQGjk8pEU5DHBNNEXTaDNZJYJmQIpgzlf/JxhnJBrCFRKAmUfZavQ2XfKr5a1LZvs5kRJrDmnFm6KKG4tjYwlAkGcLShgZAsQRBLP9MqLwZkGZtvMTqhOeVOy3KXcYGObRLEqcsON+oySzA9Wu1YtoAABG7SuPAvEzBdJ44rp898/YeFBxZksDaRZcVM2toqdYv2P/viD2ebRB+bH3HT0+FPDn+8/fRBxkYnChud5IgN784/9jVjY5+7W6dx2IZ+9OTUo1ynxPNy4EH/kDsgh4u1R+AsuBNfA38zn/Bg4VY6tzR/XXb4uHTXb/DQ8NvgpuV4A5zRNX/x5Yy5jd8Dv5ZMnGazBnz1UOXcZS1+j4b+efLZwoIW9tCYT1dO/vTtYT7GE3/H4jCH6+FAJYxBBxT/qYa9tVgVDA7HXIhlUWHhhoWkZSeJU8/Yiuzi+SwnIrZiWZ1tH8HIbnXM1PN+6iX+4T8aKU6DpmktJI4JxqRiD6iRteSu3jueTgWlbUL7uQiRlxcaJ1yepblavLvEi0lMYsYF6Xx0Rpn43h0+6+qmRu5weMTS8DAbK/DHyVFiKADDvdwWg+YXWxgFkyUkiuSElWGyXQL1caWJhtcK4wfNnqOx/D+fkNnJ4QxpHoOcHxrLogJmbrQ1baCo4dlZojyMhcSkzYQJbFDagTZZftv/WeugVPPGtUbNMkv/jFlbnMAKdPL/9ZNryniNKoxmyMhKqBDhXyZAQPe7/sNumlT0wffbdwLRAssCoTPWBhf75+lO7focgm4Y4u+4VGHT05HTC98DzXHAbxNHKKK21r5dmQV2I82oNb8L4BZaRaCzy4Bp025grOXvG44JyuvVLw6/A3R7980PcQY9c+r8BUzeunvZ7pi5B5LfbxCisXONVRCN/Y+fLwYjvz55+j/Dh+aW/MSWX9m52rRfHzsIS7BZQQPZxeNHWMgd/iBkv9t8gpjDRV/W9/5QrYSlU2GCCFNHaJyxzlhWIJVse3wDs8lYXZWowgpI4QQUmhS4A2lseSwsweI/fkYzkmJ6LUR177PdsYUvwWbX9VlegYVGsOorBsx2nlFFz2kC7ZTc0eCOxxfGbfl/voG6yKSlhG5p5N7tiRSkiXIeBTmYW4rkaDyJwCiyn1tccFHnzAZSdSgOtw45DFUF4IpF1FhlZmhgsdtjLelmZuH8g+/HFk3clrDuvxoQOHri5g9Of/4F0Crk3tbaChdnvvxq4uYCCAIfJ27oL57yY8BJpxibdssvhltiXt3/b1wBZazfkYb4advvUbhXvrBEs3s19qmgx4azw2/vn/rsngXpZT978nQL8/7F07DK27p9/qcRPy27Z9lhxrwnPXnrOMa+XvZvHu3zWTG1H59jfo8GPjKcXdj/7xnAr4zd7H9+0exPpdLL3kMOhjIb9c/WfHRq0GrRenzzpMmsdtvhr081f/0JqOMDJoRBnOvCoQmUKSy3MXowCLEC/RYHtUc7sKMxtyR9Acwms2LsJkXLUBQswRphPeil8XVtxWyWtHxjN36vesLKDupkMDMQHZrWrHsiav+a7E1pyr7dq1J3e+Fok7BoO1bZwxh4p44ts2wAqlvGdAr7nFV0z78VNrHyBoFmS3uPvguN3LtdgJA+q/I2OlzEQqZpNxP3iWCXAsHkK1pFZrFiRNkFefkQ5kI8qyioMcPDBHO0Ef/JrsWwbBWvu26BSu/dmH/mi71HPyoCBxdwe+Nto9rPf+C0EY/xWDNmBg/kF8LpSMV53P7E2NVzPxw/onKNV4Qojs+DQ3I2hSRqvGu3wxrt+f8M9vnNmvuXTfYBWh12G7bFoACuqN4WUfjBqBm3MR6tufyc97gnNf9CrZTt1jf8h2f//SFl0ee/rgNfWILdt+AL78fW3CO9QeT36JKghxpOxPz085gVPzy0fJxyrgAJ+rBDe4lsQOL1dLa1x9mYa8bX3lQqLM9OOKGuzIm8RA+LJkhLaGZkazeizUaI4kZnnGQz1bIimtaMamlLwCzHjMJ7ifXha4cAABAASURBVHxYiC0Qb3u8t14jqJxNpxjDlqNJVqxP46okK3A4ObtGQl+DYrAxKw2TUpHo3+lGjsOalJH936D52QnQwmY5ej/Hto3ydqzYi2U/3475yrHx+cs3HbxwoF4r10dd3w8ZghZs5aYAbJtVDGckLoiFJgjnWoULmbgYBVh2YtEH/YcO6X/TULiAWxcThqww4u7cXPU3m36kXGHlEXCplV+swFdn2sm83/AxyzY+eHT/lIryaUfLp74yeRBYcSHN+OcerNs/reTJALgG53f33bnbY3i0qfX7HyxZEHQT+IJGvRxFkkuUL3jR3iEo24MrJlveIOo3XLPmswdryifXGB9c89BQoSyeUx8/acZrmNq+xyeFaruLhIGzMdeJCmtWL8FGaeRFTU/egIp9E2bBFgcLQMKWC719PV5C0UN+nU2nPKQKPSEmNmbxVTRV9uiv2GfQ4UbePsUyFqMHxa5KF2zZMQtrM/wrT3xvbUxGtkaxI8kMCzNVjixOKtk7fMOn4TKr8YI6lkeMNoGpRA3DfcIq1ubtT5WrepyyBAWl/TmBKXZs4e5N4a1BSxybq9qcRHmxFstV6xk20bvLA9TWezetA/swXHRXnl3Lx2fAzYNhXVaViY+PtQ/DaD5d5kXvgYMHDVQV1fdvQtKyk4w6i32Pv70jbESoxT32Cusob/OWrQMqbMyOVVjsgCwbl2AxBaySSIoONOxwIHj0dbMjCPd5KPosQ5swS/hzGtiEwYbs5Wyt2s2q0mlx7E+nzDkRwqscjPGNLDqLTsUX6YWW0+lC3T4hNmagLTTDqGRF/641clcoFkDX8+0S0GO9hD9YE9aAsV7Q+ULSqvF1XXHfYvAClv1tD717zsk+X1yZjmXFYG5V4dHuzUx9m0rUKMZKmGqTYSzbBJNWKSOhtTlaOp2p59unBUj4vru2dua5ZuO+CrQP8yRx1+QlB6kqA26/zW34VZKJfnsSAdDGiqV9v15esTBDrxM6LFAgmFwOGIXCcRCpUr0HKfjjGQ08RqayrKI3HEBIwQtwCRbICW4ZQ/twRZzQsCvcdiEzaH61ss96YR8Utjqajbiv09F8mlexL5zQ5ilv51FUiK/3ibYHWJssTqgCnYo/TS/+ORGh5SgS9KVL3piNtiZi7t/VRu4axSKcgLvFdAJXqpfZgbrAS3QWfoUGrfymDPT5NssmPcxQzASTq1NZnihfvJRTYUypmPlBkKHdHFDzhoKFncMwA5CvoSKKHMBbPxNtP5CPmGkbiAGCwRmigoNrMUQoCGNaZGO8gmIEyA3zgkQw3BxoU9SUR+Opgmbq8VtTUgp5GzMmooMQ6G4EsLlKja2Nt0AsQegCUp8S2rD9psj7jrIlY3J+8JzVE0ohMhYndx8e1c1OQn1RTH5IFefjDHZ/W3FhEHDrGtlK7NgH6tJmaQmWeNzfoiEItxwgOMktxxK/T13xxmznC4Dcv6uN3HWK7VOYUmUIgXYRoAiEACFACHQRAaLYLgJIyQkBQoAQIAQIAfsIEMXax4V8CQFCoLMIUDpCgBAQESCKFYGgH0KAECAECAFCoHsRIIrtXjwpN0KAECAEOosApetzCBDF9rlHShUiBAgBQoAQcA8EiGLd4zmQFIQAIUAIEAKdRcBt07lCsfzDH3Pk//bjtnUhwQgBQoAQIAQIATdCwBWKdSNxSRRCgBAgBAgBQsBTEHB7ivUUIElOQoAQIAQIAUJAjUDHKXZLopdXYgmehS9YenkpbMglcyRP/O0r//tJDRndEQKEACFACBACriDQcYrFXAtiDYltwl9RAsvX5fD/JmteHhabL/zXJx727Xijo///jJnQ0bMIUO6EACFACBACvYtA5yhW8b/q+P+i2Yf/tMO8ca2RKf8lVkhamvAh/t6tIpVOCBAChAAhQAj0BgKdo1i7kuK/Q0rQSv9sxm4U8iQEPAABEpEQIAQIge5BoBspFgWqOGjGHzoIAUKAECAECIHrHoFupFjN+HBmlP7P83UPLAFACFx/CFCNCQFCQI1AN1Js0Ow5GpYfmyhtcSqZE4bboPjeY9lTXTrdEQKEACFACBACfRaBbqRYFjS/um6ZpiAO39eBI7YiihnN5oMVAB4ZkAEEcoQAIUAI2EWAPPsqAq5QbFDagba2tdI+ppn6trbqtBAZkBi410s7h4Fl+fs6/HRAnzYzSPCpnh8kJ6ALQoAQIAQIAULgekDAFYq9HnCgOhIChAAhQAh4HALuLjBRrLs/IZKPECAECAFCwEMRIIr10AdHYhMChAAhQAi4OwLuS7HujhzJRwgQAoQAIUAIOEWAKNYpPBRICBAChAAhQAh0FgGi2M4i577pSDJCgBAgBAgBt0CAKNYtHgMJQQgQAoQAIdD3ECCK7XvPlGrUWQQoHSFACBAC3YoAUWy3wkmZEQKEACFACBACEgJEsRIS9EsIEAKdRYDSEQKEgF0ErCm2mf4IAUKAECAECAFCoFMIWBGtNcVaBdMtIUAIEAKEQI8hQBn3cQSIYvv4A6bqEQKEACFACPQWAkSxvYU8lUsIEAKEACHQWQQ8JB1RrIc8KBKTECAECAFCwNMQIIr1tCdG8hIChAAhQAh4CAJuSLEeghyJSQgQAoQAIUAIOEWAKNYpPBRICBAChAAhQAh0FgGi2M4i54bpSCRCgBAgBAgBd0KAKNadngbJQggQAoQAIdCHECCK7UMPk6rSWQQoHSFACBACPYEAUWxPoEp5EgKEACFACBAC7NpR7La5/v4TV9VfE8yxLH9//7nbrklpVAghcN0iQBUnBAgBZwi4QLF1qyYAXfmn2OcrIfRacaezqmDYthQU1V9biDesUIt37iIbF4lOhAAhQAgQAtcNAi5QrIiFIX2FrQpavyox3SRG6O0fJHutgWkNTco/g7Y6ffHW3paNyicECAFCQIkAXV8fCLhIsaFZmVpThnZVnRqVrYvTq0O18aFq39652/YakD3wa260qvzo3Kam3BkqL7ohBAgBQoAQIASuAQIuUqzp6zGLssJM6a8prcX1qzINoZmGRWEqOcV1UDTRwjHBmpWFuKhxQqjgLHEcpK1fNdF/woptcBYS+Ptbkgj5MbZtfSELzVyk5lcpUPwVzchiJioDsqMg9E/ZimeeilvLHQgvFkI/hAAhQAgQAj2GgGdl7CLFQqUCUzO0rDBdpsz6Fdr0am3Wc4EQJrv6FRO0haFZFaKp1hBvSo/itCTHwAs0L7PMSjFSkyHUhCZo52lNGelML6SotCF7xupMlYxFjlEJg0VZDuBprSEsSyoVDciR4n4oJ0GY3hAPFReKBhXZvvAYjw5CgBAgBAgBQkCBgOsUy9iMXKTMRGFX8LbFGSYbrbG+qBA8DanBYgnRawxaZruIa/q6min+AqNnADW2lzY+S8o2MA5M05WcluVcTF+3syRcV5RfHZqlT4WSeKLo3EIgTj5jcBLEo4ZmVipMzXaF5/Hc+3Rm52dndn3u3jKSdIQAIUAI9CkEOkKxjEW/mBXKdw/Vr0g3MGsVljGkH7UqGToujJmqregvelFmqCkjEk2vFmut6etqKzXUbloH6IeOa2dBGDk4MlTifswFk6AvSG1iDoIwntVhV3irOO54exoodudn7UlWcyhjSaV99/7RBin1yd1GjPP24ZOSj/B7sEiZ9pu80qNVp68KQa6cr55v2Ph2pe7FfbolxlLzFUcpldE21lyUop022Jf80EEs+3JNkSCzueY83kvH5a8/+iZjualc5SkF0i8hQAgQAl1CoGMUy4JTs+KZIXOCNsOkLQSrqbpsbq1Ve9m/C3yuHA2voEdWpwPTpmwVLb32Y7viGxwayZjhY+VSsSpZfQ0YklU+8o2TIDmO8sKO8Mpgz74+dcFQ1Gzf7Th/Saxb8/b3TmOc949+WCN6CT/H9yrTNmZnmLUxX0xffvycEOz0fNVs+uVU08vvNxfvulhcdPoP8eVP6Bsl+rSkvLj7wAM8WlnNlbLS0y8n7fulGO3iV3Yl33HxAmutenv/w0sa61r+W1d09OGkb6qk/M7trvnN8kbjqJsnDJK86JcQIAQIgW5DoIMUC4os2H6rTaawrEW223SD45LCrHjOBDbh0DAHGuaM3KYmWFjlSTqa1hoBVC5ZoRbZ2joI7wNnJoUyw3rgcrzjB2qwqMk6CeLxHJyUwjuIcs28u6+gH48pK4niLuS3QZjt9EzhNqrsraBR6MFYzdG/HWBsmLcPu/re5uO2LDjm2buMX95/oGz85jf8wxn77iPzkt1XhKSOz6fffKGhink//Nr4A1/ev3/TiAmMfb3y0KbTVikaP3irqYH1f75wUvmme8u3hySPYlVitFszPpVE5VUofXlAP8YGPzh8HDu52XDV57GgdZlRf8v09znWtBnkZwxI/annm9n0wPcSh1oVc93d1vO9hLbbJpwBUb9iwjX7mIwzOToTxjcwWkxoncmC0lwPCHS9kXeYYoFkgRib9siLmkqchS1RFp7bNldrz55cv2qusKALaZGDtY9EM+ZiWkhi3wU+Z8gCgo9XftSJdyR/f+RdQf+OlweRbSnxBias7zoJslOUXeHtxPNMLx/fgGEDufPxuwGr4DtYuB0YMKg/MBZjreWbG48yNu25W2cNYi0fNTiyPffzGTBmUsQfn4RErZt3yjZmzNPOUXPio2OMRdz8/BTkRZ9RIS9jwstrDFYce/5b1Jt97wziDddnxI8jILPL+3ElwnvAIElUrMLlj98HG7Lv/KdG9mNXz51ntw73haj9hvW/lbWeQ7W6YRWQ+qih72WOHgwBfdsJHUFu/KrK4iDiH5mO2yMM+K0WW+LZKnzQRZkcM9QyQ5OeaVXb+wWqtt3wz9zmT5AQxiXGuAnNwTfghGj+lj9bWNymSq4KonoVwlIzawTEx62IwC8n2Pkugqslu0c88Zk6qgjvCFBVuZ13TyPnI1U3AjAjtzIz1AA8B6L6+2sLtYYmO/bkryvRPixEMcQbcgWF2JW0zkQNTN3TBKWDLstzhhN0JBBAfC82eg1ozHwQgRB/LZTbtAaoHXN0EoTByqPOZF94ZZw+fX1040etjPnNmj56xoPQepo37XKmoQ7wgTiMtUASZ6gc/fcFIOHg+4bdIsUac99AH8aOHjgL/pIf/N7043vgfHF/jZBhw37URwdO+jF4qtzFXd+9dYz5PHbrrGHgf9OESaxux7HyY01lHzXWsYE//fHlnRnfvnOsv+51DejZEKMvOxhZtIawUPumpLpVfNEH1234gTvttYrBFMedeIO1IWrrekNYluG5QFg5MmSy/C34RgBAuG1uZDrLqmwql3Ymgp+bOf4qv/zKQ1NFVqh90xef+hdySISTfaXCzWrnXJzg1HKhLvIZqs9Cs14Uh0ExNdrn5Bj8Alb07Oy8EaN7yA/wJcwjQ0PVr5hahOcdIRTfc5EIq5saOR8ALeXYu+IPRmRBe+G4Nqlof3jLnws/SeKC8rumSdR9g6Nz9/DONW0bAAAQAElEQVRA4bTG8oAdpEXulOkQRMBoihLBR3YYJGQrni0CoKLsoFzHQdGgspfDUCIX4Fh4OUpfvri469RmBtQV8FPmPeFh/wDGtq/7zmrTk6X+54/nFyEBT7jnJounvavGc0iZ/forwob1x83fzVelBWAhaOAs3cjJw66+k/TF5FlfTJ5qeud0P+0bmlhgYyFcPDesWXGBMV8dqrDgNTAu/daHzzf+ataBuVu8f7VaE/FR5TOl7OE3IpMFbRii9FmHL9cB7emT7NYQP9iiWvTBBRdTxmJhUwPwayTuumgqz4hUJsftC5Gh+Hy4r7ifcWsKTqkddEwesfdPKHlYUlywJAnfw1FZI04RJF9hawiuIll8+uIVPn3BkuesdvX8+wfOPzngLL0bhAG/wiwTJn8G+92AbUuJSjfFG5RDPTaV7mjkLlCsGyBEInQOgcbP9rC2NiGtl5cXY+AY/rW1nf3Xl3jRwaN54zqgLm/tg2B9ZWzMiMdgefbAKatNTzXvGafM+mLKrN13Tz1UCObfMQF/jBuoLki5+9dYdpqdcXXjcevp+otHpN2/l38A/fjqV3sb0e6rKOBc6eF3uAobP0z07Tcs6NVN98MKsbFsgm5YfdrKK4Onj34x8tzGtyszlhgV25LF+H3mZ2tKZAZTvKtmVbF6UyULjY+TyRKCA8cAm1aa+HfchAmr7fQaty8UrhdoGPiV67i48mJnCyTk6E4Oa1edX8Rrh3LhDs3QpJlKANDbzlsG3LtPnepWpRfaqLC2NUS93/blEdt47uyDmpKo4NkTExc0w7IqFcoexOquRk4UC2D2TffDmcaahZm1f1wqs6xYz7a2bxf92fTiK1ebmkUfV3+EjU4+vjedri/dBe78DT+CpFc/2qG25p5vPXns6sljzG+U78PPBpbmhspKA8Tm7qJi9++5b1vYj36kVGB5lBZmu5GKna577sWmuhsG/uXTe8s23VteNn7JFFanP/SHIiB+ngpPDblvX2Ssf2oinwegj+I4fzh9XkPVmIDCBd7Zj5teLrpy6ljjy0n703dfVkTqK5dIe6GZlvfUbepl+hqXYNXeqLzhVkC1r/oOty8YcOEWFoMqwWLMVk3UVmZW2pKxOpkb3Akv90fhWhEeUenMHj6owTCxghjNX16fc4MqdJMI140K2x5eaH2RFubxYUvPupsaOVFsew/AY8NvuGnouA9yz+z8DIgWWLYN1dk2uDDpFp39/AsI6ufv17HKVe1oOgopWi6ufPHwH7hbuRvuWYPhRDn+ioewo9j45aSyTfe8mjj6dmsrLkQb/eqXXKfE84TkUWzUrTeAb43pvEyrF2suoKoxdtDtECA708Wv4fq+4dMHCQ13QNwM1I937z0D3oITVdjpI38JGrbgZTlf3r7s8ObT/f/vtdAR/zq58XR/Xe49b64OfzmidbPe8tavJbpHX/ElWLXtqxvrEw3rPsJazJ5UtkILS7C4NIs7ZSaswgfXjUX1bFaghdsWIKjvQv2a8K0Hg7b7tjvZFtcLPsgr7auwuMpQ7ekqrHN0cRrKLP88Br+VpJVmVN3SyIWRyrkQFOqpCPiOvjWyILfpi71Aq1iHtja4aP7q68iCdyEIfTpyHN9gAAbs/2y+8t0YjS6CsfNN65xuemq3lH4Tb5oGkUobSkUjcPNGA2ii3vHTR4J3y/kLDQL5DvZCvj7WchJ8uas72AK/AaNwtzBcMCaosP2eemL0AH6vOLXW6Suf5UuwvxrFTp2CutxwO9Kw361wbrZa9FWk88hLYXA0qG1fLtcENVlXI6MtOtKwJ9U0198/c1xlk4El+jvatOlqnj0Wb9tcYQ+mxJ5NBlg/bk9a/rKD0rzcY+Jdq4xxeZW1vwpr9xN+10rGTpeD8zzURvEQP5HrOC9cKWCKBY7oXNwCpn69E1J3oZETxQJ+fdkBlUbkv928d39D0T++37wVLuDWZ9SIDtf54q4ThcB/ETfNHqN8N2ZYXBzS23bDYbWxuIP5+4z+w7NgK76oe3yvbkmlLqVqyQHGxtz85D3e7Jjp8akVk6dWbjzNWMQIYEd24IR23jeFu+oLV+594n1gyv7JcQFCeYIKy6aMTBkjeFjOVw98E7/yyq1P3pk1CQW+PXLgYHaptLSp4Zi5+F9scKQf8Kwltqdf4edImdLUGZVuEm5V2lionY+voZFY/bEzZ2CgEsBHqG3rYWFPnxrIAlP1WaywqN5Zqt4Kq4e1Zxb/uGWDJYt+PJ6Z3FTaHkMJl1ddUWHT7b1y2WNStZ+xazFm5MoTKOUmWfuJsbVrHxdeaRFi2NkB16VGThQr4NqXz8CykR/k3jDE/4ahQ+ACbjtRW2GjE5sQd/Mt6tQB0wOmg2q5t7EUKFAd1JE77+DEyMJnB9xy/nJxUXPxgdZbpozYnBuCVmKf/iMg/2H9hg+C/AKezw/RTenXuLfxTy8e/pP+8pUxfi/nRiLvQiA7vnIF6L79db+zUWHPH05/sencmIB3fhfQD2MCW9/x7pP9SzMOTJ51tDRo2LtPjxT9hVBPPwemKjfPw5CDc3N8gU296SMQP/ctbVzideb6TVh7nyPlURlDW7RiCVZBzNXtfTNczMEzfvjSrKJ2niG1Iyn5I+6rKqyjSjvyR3tNpUm5tMH1WsVngLvayL0dFX1d+IsmBWl9u+/WGdTWiHVrwD4MFy7WcmhyPi6XvjpJiO/3RC7e/j3OZv3WJ/AvZRB0zxPD2M8z4eL+zZ38WJLvuMTxu8omffXp+K++vH/XayFjgFmh8GFBa8ru3V8SOVm4HTQi+bV7D3wpRtufH/lEBGqlEJGxkS+XgAAT7LyKM2j0qxCUr9x45Tvud/ccKLun7NN7D+Rqxg3iGVwfJ/4JAsE6Gvhclha0W0m15eZl5X/LYE7+MDLLwiVYjAQKsWReA83AVZLGlNfwEKYUlm/jMFySZNoMUL4Z2JD9xUU4GFUVtm40Epps/uXJNZS6e4uyr8JilZXf6nLwFfruFcUNcsM9TSbFv4Pjb+8oXmPreiN3gWJ5h0S7tvKQ+mS3gHTtM+Hdyd8/3sCLFrYOetg2DS55B06+t41ynV87kG93R/UeMGiAzTJqP4FeFWXZjaYId/HSxzdgUJ9SX12pN1AgY9I2n+hcWI+sFj8FE5nBsiqUH47gIy90fOwpQjfh30pjSEiRGbgEGyiWiPbhSuGbM/GVWWgxFgPc6ifwufJKxbdxYATQFgqfpuE2ZMYVmjpTaLxW/D8lvO4QR/nGpFvVqIPCoM2TKd8MFtObvq5mTLY91K3SZpjUFnUxnqf+iNpUZHo1E5+sRGHRa5oM8QZhe7y/v9YQllUpvdsNNBHZ5UbuAsVyUEPxsxdgb+KuUMuq05WfgOFRPOWEo4a2EJa4eV2kkyHelP7aNk+pA8lJCHQMAfyAjPQZFmGxyrITClhW6gbWH2ayMTg3CYTEYGCCS8WiJmNYhJCPkqQ7JuY1iA0sK0gpnKUXjYSacsmDo6OfU6znQT2Va3XXQMQeLII/a4lCFOVwf/lLfMKjtLQQRUQPvRTavPDIhbMCBN6YBV/p+0i8mtxf6jXcpxON3FWKFfIXzzMe11pmwaKfx/ygnQT5VepaouCIpuc1KVF4+iEECAFCgBBwQwQ6RbF8QViL3+7nNVJbkvGb+7gPwl9p2Yd4oHRLSx3bhM+K+/M/YU0IIsC6CEYQNXp/4ePUPBWPBydJtYfI9SsmgIfKCaF2hIHoFrftYwNTmNotAYorVaGqr5wrItElIUAIEAKEACHgFIGOUyxQYBR+zlHSAnF9mMlm5IqsynhY1MSFmdDq9MVb5cK3rUfbLCjdYKfln+AX9XIDGLs5KwsxDdp4ZhCCQKfcmqKtzKoUbiuyLBniUgEsGgkBYElnLN7At0raFUbIWTjzFRfFlycFX+UZyFtbGCp/KBwNyFF9fz+UEoHr4poqSQgQAoRAzyPgKsWKS8SgNuLGB4VcW9er3p0KjksKM+F/3sALZvhYXN0U9qfh60d1RfnVyley8L00ORpjwG1Aw1L+YECXLebKDHG/hmUPPX4itdKE7+E5EkbKD8zbuKpvubW9whcKld+ci16D3/tIV/zvEds05EMIEAKEACFACNgi4CrFqrY7NRm0hVrBkFtfU8mYvB0LGBi3bPFi+CdRxFfuBN7i/6sB2dGUHgUxRact5NHbO+H/yaqWIuHLTNIbAoxnHh8XyJhjYaSELHRcmHxt9wJ31ileioI4mETafgm35AiB6xoBqjwhQAi4joCrFKvOEf/jFRPpk8HSpmjLFQ23TeIGd9wVZUD9j2uuin9nwV+BlyLjL9iE1QVId5ZV2/WPVGbJ7BicWo4WaYGkI9MjFf+EKEwyLGO+eIjCiDkGhkYyi+Sip+KHLzMr7umSECAECAFCgBDoJAKdo1j+Uh1/u9z6n0OpxEAmNhUWrXot3SS/iaVSQFWxbW/wfwzBIisSpfiqgBQH1lzzkyp4AJwkhnYqjJg0+sWsUFC7HX27UmmOFlOgXou2aPGWfggBQoAQ6AQClOR6RKAzFLsNP6XNQrltls1YlBVmSk9chUuhCGD9qokT5H+1gf9yrzo9vVD8fgqG49c0mCHesoEIclNsd8Io0lGPHxSVbhh/2Ua8Q11TaW2WcnMqjJg2ONWQGcrA0C1+yQW9QQbUiJF3Bfu25fsvSPNM+F8TUDXrbdKYmA5CgBAgBAgBQsAeAq5SrGW7k7+/FiizULIGs8DUPZVZTPw6jL8/mG2TQvneIyyOK4WMaXGjE97jEa36moa/tjJrHNuGAdYH35aMXIj05//x45VAjZY4oeKm3wqulfoLHzxzKoyUFt89l1LxrMUaNQna8IxcKMggfKcGKwtmbWEHFqqzlg+gSLnRLyFACBAChEAPIuDJWbtAsbDwCcZYtZPe2BGqDsSmCF6TGj0jUAhgSMAQJFCU5MeET8OAP3d7UlNn8K/EzMhtsvq4jLLoNdFIjZwFt72WzjINqcE8Qx7HEM+v8eREGAwWD56KFy+elDXCgkRv+JGFV38ARcyIfggBQoAQIAQIAfsIuECx9hP2oi8akE0Zi2XNV3iTVbGdqhdlo6IJAUKAECAECAERgd6lWFGIDv6gnlqZWSl9uNk/sjCp0kr97WCOFJ0QIAQIAUKAEOh2BDyRYhEElS1X/jwFhtBBCBAChAAhQAi4BQKeSrFuAV4vCkFFEwKEACFACLg9AkSxbv+ISEBCgBAgBAgBz0SAKNYznxtJ3VkEKB0hQAgQAtcMAaLYawY1FUQIEAKEACFwfSFAFHt9PW+qLSHQWQQoHSFACHQYAaLYDkNGCQgBQoAQIAQIAVcQIIp1BSWKQwgQAoRAZxGgdNcxAtYU60d/hAAhQAgQAoQAIdApBKymE9YUaxVMt4QAIUAIEAKEQK8g0AcKJYrtAw+RqkAIEAKEACHgjggQxbrjUyGZCAFCgBAgBPoAAr1EsX0AOaoCIUAIEAKEACHgFAGiqpBWvAAAEABJREFUWKfwUCAhQAgQAoQAIdBZBIhiO4tcL6WjYgkBQoAQIAQ8BQGiWE95UiQnIUAIEAKEgIchQBTrYQ+MxO0sApSOECAECIFrjQBR7LVGvLfK+8/ZI+DaK70678OFKR++vvGMKuKJytdTPszbcVHp2VLx+dKUDxeuPtTCDhvgwsYZKjA6ZqjbVXEWrxVH864lUNDWXScUfi5dXm2o+OL1lPx5sfkL07+oPtvqLNFZ8zrdhwuXVDXYjXRiH1Rq4e+375FkazZCziBVscGoqmnznl1LUwx5O87bzYY8CQFCgBBwiABRrENo+lJA/dmj97/7C3Bw4bRed9x4wZBX9WbizgpFtIqszW/mVS39/b+OWDwvl6aX5uVV1bJhPqxxT14VpLJye45j7O93VBlyPtUmljfjnXxcOqSHJAcPXZJ9XLm4uCtl+cTxxW/m1ZSW1BiWFMcN/Wue0QHLGj9PCXrvlZwqg/54i23eZytf0Gx6M6/6m6DwiUN4cMWWuLCthuorLdWVC8NWv14hZXu28pWYT/P23TT9gUE83nV4oioTAoRAZxEgiu0scp6TDpTX+959/GjzydMXzwLLwq1j2X0eGDMRQi/XKji2ZnPeFfBjxqpSM/7icbmytAR+b3owRiAouB7yzO75e45b3CsPgKfkSoqfyOGUK3m093u2euO+0gpJwRRi7yh+Ie8ii5pgaPxTbdsfS7MCGGtYmr7PlkGbd2yYHla6S51ayIOfL5bO21x0lgUkPLoubST3YRV5+4/4Rr65O+n13bOe8G1el1fL/Y/nPbChiI3N3TH1Nn5PJ0KAECAEOoCAe1KsOSfCK2y5PJ7brY8rcWwS1uaEecFfWI4wgNqE9z2PusbDQKtDfP204TPm3D3r/sB74NaJLjsiMg6p8fyuHSdFMPYcKLrMAob4MnZm80bJc8e3pRAcNGZiEPwIztt/hF+AwvlBCiEEz63VuvdeKFEZYNHb4fFd7qOb5mV/pww/YmzyGzHkmdWxUUOg2fa7I0ETBsHGRms7sLFUO3X/IXbLM7n3YASIo3Kth3Jy5xVcYVGT1+kj/aSgpsYrLGgQv/W/OYg1N15mrLU6fd3SikHP7PjlFHkiIcXvY79m6HFeXok4bbKpmXk5dprELdYB6B+R47yXWqdxm/uSOddiHHCb6pIgnUSg640cxiqnZW9JhJboNUfd9Wo5Ubni6TTvLgZqojTGA0YXM0GkoCZ36ngCo+5OuPGyHTVczM1TogG/TnpHGzDwps9SCof6+kOdC7RvTA2eBEotBNmvhd+U2ajYVedVCmbhCn11MxukzbsvirHqDUaBzypK6iD1bQnh9jgMQqzcTcnZYwPY5aLYXId2XasU9m5vm5ey63jaCxPFNttccQIkDIgJttYvNdPWfTrL0PjMCw8MsJON8dPndQ1syJjXN/zE78RFWQO+64HRzFi9fkfDkZLP1xu9p8eOaS75IHnJ+bDsJ16IEku0k5tHeImN3wGDliDZBOuqoCoFsdBEIhSsyXt68ALsNAVxECbPTUtgXIhlxW2bWKyX7Ak5mDlVK33A072cgEZsPkgljAP2JxYQzJ0H1IjL6cKplo/b8BitnNVIrsoJH7SjuZcqoofcCE/frv4mBCkqi3XveiNvb/CYmZUdzliFUTlXLcnkRJWvVxKveVOekSUUr425VlCD+mTURGhcKQ4GERgmNMvq2hR/dcs0BS8pRhNXMvKoOA0Xztz3zuO3+t2y8yn90Bv9Bdmhc/1t9rLpIZNBl2281CR4qs8BMXcicRoP7TkBAdxKPCLswdl3PwwW5D3VpehZv3PDFcYGxT0aCDEkd36z7sOF4qYn631MN8/+Zd7LoCI2LE389JCUwN7vleYTzQ3oOPldvsivmxvOXlVGrs77cN74JRMfrfObPX1d9h3KIH7tHfDAeK7p8jvVqf712LJq8Dlb80Lw8okjl95149uv70HdOiD5sdcTrqybunJKbLVP2i+XTvzXE7EHmcKSDIk809XmxC4w8savt9M5a3N0+SyhSO4YxQlVuljRgGTOmaUzJhVbwpKMulm8y2zRF4RnF88PYiFpxctY3iZxeCiZE6xj2XVt1Wkh7ooVR0NR37rs8IJYxxzDa6RxaZRx1xpb5ApJq5afpXDxbbaGabIz7LQLnsqcExFbEN4r1efld/tpS2LwAqYBRrPNmTcMVTfppkbeHsWyoNlzNKwqb6PFslqihz65DJ5Ngd5iOzJvXGtk4eOvXVvckhhbwTu5LVhWPnwQAeyqYURQBAXNr247kAZErfDrU5egvKbeO2fHk+vASgwVA3KFMzi4yH3kz0C0QyXeBU+lCxo7BWE5umvHZVZh2nWZ3ZYcGcaGTHn0JsaOb95wlplrdgHR+ob8HBRbS8Ir1RurpB1PtvuYvMOynlgI6mBF2ROJlc2WVOor8z+fGAnMB64YDdEbiycKt/OQFuWoTcb/fGO+2sKuHimp2uVou5McW3lR8vmbZrj30+Y+tavuqdUvjw64fPTNSetLwSrMborTv/hN22Jc5c32NzxaVj1k7NLVwUfyimHe8HreYYcyQ35u7EoS70SatGr8FoGN+4wsIXGm7KEZH85E49CWdF2VavyNycjWVOnStzDzwQoWpcFGwtNJ8RNj8xOK3btPCZqAor58fFNrC7xO/ASDDNYoW9XOeUjfOKGylJTtaD5kXh6LE6ZNyX2jsoyVJMYVJBRV23ucdrpJdzXydimWBc1K1jCjPFFlwO3QJ+fPTg5nBQZJj63dmFfFNHNmC71O0rhhMAcn22HMObjCWgJn8OVOYVCqVRgxItL3iU+1BOxRajO1GZODLWum3kKQtYq0KrMV5iJ0qmw1v2KA4gA1l8sjnBRSKeJ44uVLP3va33ewIHlrWyvMXIVrqGd0yP3CtZ3z6AcTcPdsaXFNxYbqI6z/lFjUVm+bjWbhCv3+6h2HgPH8kiPUI89NC+uAnwT3fLLQElSZj0ze8WjcENZQsOGJnKOyhVYdJXzhhlmr0d2DmU+8h1/PWq27XRltYvaLuxr/+E31vWGXjy6N3QrCMNf+BPt21F9/szQ56LagoOlZc16ZDT3gUNFG5Fgpj4u7Et9bWjFs4e5ZTLciLqXyyPHThpR3pjuZGUgp3e63ZA5oIdl1TmxLGpgWK+fKxn1VLEGLag0OMeHJs5X6aIgGnkrFQTOOCRItAb9yY5IwftlTlN0OFdcEglEFR+Q+VCOreqPuoZpCqcK5wpe9qc8oIWbUyJOK9ZbZpKW6drtJdzVyGGAsJdm/CkE2Na7diNN/mAkYClhSYgxTz/5wLqxJnsXHVeHZfAvjObq6ZRWxwIhS1sYFOrYJ/dvawERj1GUKJC1OIoSAtk3jK3BlCNLE6IsSWL7OsjsJuVyjfvBozmIWI3CxRmXV5lPycBhHIDf7DiYEsfmabEngYrCG3SlPC+wn6eu+YY+G4QLnjs//nHee+YahiRiqHBT5MFgp9lT/Me8oY95TYpSDLwS74IZEvr57chhrrdYV5wrNySqR78iJs8dPRxc0GoKABfF6/PQovt3o8vE9JUdlbdJHMxolMJ/9HmK65pouo8F5dBDPDZP4howH8zU7fPwc3vGjeeOGFwquhGX/IjkIlPLLYdlP5Rc/U/TXkQ0Fu0tBd+dxPOSEShhjVbpgmFKhs9eq0dKr4eusGMPLK7ZAGoaAO23qKem4IWnZSXzhFhKgMYnB+FWxrM7u+GWTSW964LjJCnSiJRwkKUmHlWYc0OBa6XBUMUpQKAP6zLVTFRYnTJplxWnYw/pCjVEjr3Kwjumom3RTI3eBYgU2FW3F3ErMJ7lCYxVsxSXAu9KEF68VxgeMJqblj8oSxElaWOXlmrFlHZeTOo/NGC4Gy0zMsFlIBYkRGM67pWv4DYqZGQQ/kjMbK6RL+79o4lY2ppi1xQmqTmg/Wd/2jQqd4svYieMVJ5hCW71l4mwgpOMVe6DyY+JiXGk7EFPtNFPfyA5g7EqzUm9UR3Fwd3bdA28mxf7tFXlbsvF4LUT19eXLzFdhEbfdPO+aiDu5aiuOQzrujpfqz8Ki8pQHQCTuYdz+xKM1PrgEews73nSYsZAgDAoIgkIuNV/icTzkhKMkYwnSUiq26lgHO55UNRK6pMrLzk3MWnE+DMYkxi2KuDSLuyPd2wjEpxTGBdKsA6YUgBEf0JSV5EuwTrV/ZWxPvEZecaTCigqfw8UFj6uvqPXZNUg46ybd0shdGiaRJoHJjEy0Egu6NidCbitG3pWsxJzS8nFnojAr9oKloPYeCTdJOVI0ORPnC1ursKCEP6cpKZSxmKxlGrHPRPC9GKrigjRRqnubG2ToqLHKLKWpuk3UXvW4toWPeTi5Py+xf1ziGH6Bp7BErt3C5ezQiXBWubOrJ702ZaTFLd2hCpZuvO9IS8lNAAKXPOz/Dp2YHK59YKgicIg2PYxvS16RlPjhwpT3pod9Xs1gifd+eMBHclaNH7l8fOxuYcNzi7G6dOO+0pITqPI2ntgF1zvwAxQBifdrh7Dq9HemxxavW108L+yd143MZ/bUFMgCS6p5ZVJZddCEPOFlnqDgiUPYrg17j5xoKNLXsSG3j1e2Eozvzkctzi0TiuRhJUaPe1uUNmGUHkw4wQuYbMJB2xLTBTve/gNpuFkYfiWH41cULMEa53h5vTS+rq2YzfKyu2NTStDLv7gJQ5wegCGNMVtVVaCfvmMjtQXcnPMSGCPtr8I6U/hsc3JDH5znieTDFxmRRJVKlEpk17oJ60Ijd4liWQjaioFNuYYKVmJByCDcCQXkhzqoZCXmIRqL2VZoy+3sMLRnkuIZ8VPQ/GxBrTQv1xWEZ2cJBM+DhJPYZ8CkzG1iVq/i4IigVKOFNPKZQyzf0YWEQNTssaCxMt+x0ydKXvCrCY8bAT9s+qPhPvirPFqbT5w/onANDvXUAVP0T+HWJ2Vq6+vR2txfLE1Ga7Ec4hPzi6IN4WG+l/cUgAnXfMjXb/pfUwxpt0AEn5GDQZ6AID+UmbGGktJ5j26a9/uaIxB2ouYVvOafUfQNX2r+RXKU96GSL175/RelRu+w5Fm7NtzDU8ESrGHd2YCFxbG4oRoSsjvmldx7R8GWKSNXvlAw9JmSGSIRY5D7H7h2o9zHBAo5zjZhJVUpO3Y9lVlI6tSM8Y6zz6iMDfPsKqaej+L4xYkcpr8avoITlLYpm0nrSqrUbnbjiEtKwCbHjMJ7fXyoji0QbxOFZS03q0fHxbHZyKbIAq16jImrAFh91JH4rR0FRpHOfS5n6gXWwfPaGK4WMlEHw/p4xeaLt8gULnWTLjVy1yiWBWHvzNfpKsStEAKeXLst0L1UwSy9FGPKC7dCtHbP9jqzMlFMYhIzrk1PX2uUdGVlqHSNyOK0FKYCkhf+coY26oSXDdBDfUizB4Uv6rUoksLrOrx8QLuvbXHtJa2SYRkLfOE4bmharVJDI1+HmDbuddwzw6boIb7t7kVwvRwAABAASURBVKeRyfv+VNtm6+8caO+A2b8ouvSn2ksv7mn8Y+2l+avnjfbhKQISUr659Mc9uSLx35b2fK1FHhBgcW31NFxdhshDwhfuW1TbtmhfI56LcsejIRj8GRD/y7VtzyZrLH3Cb2Ksoe2P+44v/Kbt9y9MtPeWLSZ0z0MDZqEKI5rSJfn4bFJNkFKQvV+hdwsrQUK4Gea4DPMVbhlDi6JiCTZKIy/dVVlxs5TCfX5RLzHyyYG1TBbzIA7ScICNXdirIZsErJN41L0zFZaxoLQDUGWFQ+NHAi43uPdecYePYKaCcXm1ipOYoATi1gFszs67SVcbuWU4cSgiD4jRJjBmNFZZzYtRuzVWqZgvhu/sl16tY6w2J6y96Y/QmeW300rmBOuqeKnSiedZUFCVYG9jsDlnjmwfRnYU9kNKSeGX75mq0gV7WVaJwD6GExoULCjtzwksPxZnNBCXMdxdxoSCzDkRXl4Yhwd4+Glm6NSZYx/w8EqI4vsOChjST7yWf3xtfOQgOxf9/YYIlnA7YWqvfn4jBghErvZ387uQtOwko86ycY/vKBSMQLW4A1+w5WK/trwIi701doFRsywLp0eYAyuIk3qN+OKgZQsMaoFMfnEOllcKRD4GzcDpBkM3QA71EisTMX+toK/oqU4gtq/CmvvSWOek9tZB2MgddBMeteuN3FWKZTMTgWNZUiL2PV42P3GzEmOqqXFIWvW32UzeUHCnLmqORjWb5ilVJ0gCZl5pBVevbYOJhlWE7CRYNbEqnUepNe6rAPpExvTysuyH5GHSCScyMBUFKIVoXuKXKIR52Uw9foYCP16DofhuX5swXUXCZu4/H5dq6fwX+PWh0D5Csc5rSqECAqCNFUv7frFrhGfXCQ0eKBDmy8KX0aBrFCVYzGh36tiyOnmfC89B6jXqICCk4AW4BCutT6N9uELoRHEV3GIsSOF+51qYYYDt12p/qRnXrplaoXE/2bssEZ9bWIyOcn59aqyTa+XKBW/k3BLOh39YixS7CapbwBRdbeQuUyyLQX0bTNtqqYV1UNS4lf5AmVwlF076+TH8BQ9uglDkgGmFPg9poasLsdvaIDeottzPIRBUYV2+g/1vITF6pWVDkT8mtBxcfqkI+FXmj5KAl+gEfoWUQhL5FnzIEQKehAD0I7FRw49VX5N7iqLrQSxlv4CqKnNQBnF/ddew9Pp29l5Atr3pRDnVwosGUruSwzhg1783K9HZsqEubW1yS7Dkwv1F1cLii1cIlxVW6O25BzRdZUuGioAPtHzRKcDh/uq6IxpCRFebhOsUC5L0mivJ1BntzLx6TR4qmBAgBAgBxwhQCCEgIuAJFFvLP6Nq/a6OWAH6IQQIAUKAECAE3BMBT6BYrpuD9dg9ESSpCAFCgBAgBLoHgT6XiydQbJ8DnSpECBAChAAhcD0gQBR7PTxlqiMhQAgQAoRALyBwzSi2F+pGRRIChAAhQAgQAr2IAFFsL4JPRRMChAAhQAj0ZQSIYt3+6ZKAhAAhQAgQAp6JAFGsZz43kpoQIAQIAULA7REginX7R0QCdhYBSkcIEAKEQO8iYE2xzfRHCBAChAAhQAgQAp1CwIrRrSnWKphuCQFC4PpDgGpMCBAC3YMAUWz34Ei5EAKEACFACBACVggQxVoBQreEACFACHQWAUpHCKgRIIpV40F3hAAhQAgQAoRANyFAFNtNQFI2hAAhQAgQAp1FoK+mI4rtq0+W6kUIEAKEACHQywgQxfbyA6DiCQFCgBAgBPoqAj1PsX0VOaoXIUAIEAKEACHgFAGiWKfw9KHAMzs/O7PrcxcqVHMoY0llxsr67+zHbdy8sjJjibHstDK49aL5cB74v7j3VxmVr+rrq05fVQbD9dXzDRvfrtS9uE+35Ju8XQ2N4OWSu9pQY165pOKZFysy3jYfPN/qIJEowDMv7stYaSo7pizdYdDV00dRZpBnb7MywdXT9SuXVL5R2tjioDDyJgQIAULANQSIYl3DqTdidW+Zp4Fid37mQp6nLhiKmg36w6+WXraN/Z3+2//TNxuKzn0r80/L6XXPf/Hj+Pps8N91uby0+e8rD2tjvohdefyclP7igW9ip5pefr+5eNfF4qLG7BdNk2YZq6RQx7+Xdy4pn5x09K2iCzt3XTC8f3TW1L15ZluWba3T7/sJF2DnrosGfcPcWeX/t1sQ3nHQefOzMea/7L7Kmi/8ZV7ls5bKNv79D4ff+hf78ZShPo4loxBCgBAgBFxAgCjWBZCuzyg7V3z7lVXNz5tfXXlF7df49xTjkt2tbNiAp9/QlJVElZVEGF72u52xOv2hqcuPc+3wdG5G43fMe9rLd3315f37S0KXPOY7Lm74WHVGtndX9377fFErGxOwqWyS8ct7N/+uP2NXsrPNDVZRT9e9tPLy1WEDl2y61/jlpN2v+Q1mrZuXm2sgmhjk95cSRdAirFfDjtM7mW/G6vGZr419MYLtLDrKs728M8OYXdNftzp8MhEsAEiOECAEuoSAu1Js3aoJ/inbOly1+lUT/eFvwor6DielBEoEfAZ5s9NNmXqlQbf1q7eO71RGYuzirv+8ClQ2aODK9eOfnTQsYNjAgGH+4XGRxYUBYxg791H9mxDacr72GCQbNCtu6ADGfIYFzJ5/T+GTAf3Az6k7+Z8fhozqn7zgzrE+0Ez7jZnuD3ky82XMTJGwxdxyblS/ab+7Y/YoyNJ76JShD0DosR+OMtZivsSDfjR9mCLo/A/159mlc6AN/8+QYRB10C2jGGu+eomxc6XVz5S2/jwzMjkISoSgvuCwK/n7z+14Z5Ir7yCH+hUT/Ceu8tCetm0ujhOr6uRKXlcX21Kg9h777K7lo+p6I3dhJBE6mCPCE0K7+2ltey3dxAzrt7oMpiCGf2R6NSYxZURCE+rSsILZXMdH4BM3xw9iNe8d3ikbhE+bV37UykYNe3q6jMuFYsMFuBnz1I+mDYJfi+sXFPTbKXB79aMdDcyn32C4ZM1vvn28Qc4Nfdo5bn1s/K5NE3QRUhs9fxUJf5jPcHU6n3vuKt5078o4P8H7qvmiEa4mDQwHOr8nQhnEWq42QxDrN3wQuz1y4GB2aVPR6QZz3bpSdut9w0eZTU9lXBw8PfC16b4Yqw8cfCSNgq7EWKEWeoT9qedWHG8hVHYpln7nKAf01zJDk55p/ScoiEqY4yp9mLv94aDp768tBLlM6VFQabtTeaEiECq57h7ioPjecEK9tAYouzodR8l25l74oP0dDf6QSZ9yVpXFW22XG7k0fLF2/wzpdlTD+lWJvAO3m7qDEaLXNMFf7gzXksEYAeNIWFYlpJFdRVZoYbqi87uWFcUSEeg/7HfP+bLzzUveb+DG3is7V5wsZ94Pz78jQowBP801B+HMwoOG4o/q6B8RCXZd1nDs4lU2MvlZvK56/9DkyZ9PmffNxhrwVMV24eby9nVNYMudoL35VgexG3YbdfO+uCe+oX7M0L8vviPAOlprXUEDaOGDHwuYBEERd7z7ZP/dS4yT40+YJ41854nLf5zXUDUmoDBzNJ8QQAxPd9vmag2KTlGZGWrKWGyrzNbXVDI5Gu8+cr9zmMPW9ZCz4blAFpxqyGT5W0RVdtvcyHQG3bA8Ndhdwatbpc0waQt5PfFUmRVm0NqhGdPX1UwRralpT2qgu9bJdbnqV2jTq7UGrDg/cJDUKmZUVjkBH0MTCg218u6btzaV7aZG7iLFhmZlak0ZWmvG2ro4vTpUG9+7j6B+VaYBxwirPhCcWt7kxl3d/ZvpLXGBvx3Fjr5fv+k0YzWHlpS2soibn5+EZCkJf/XcebjsN9xKrwQ/2Z0G1dM7OHF86WtDJ3Dr68m9jS8n7Xtg+dGLchx+AQSJO5mXVOK5CIrkvuKptU5f+WxpK6iYf5W0VTFE8XPl2KW95lbQk1vqz31SKWx3sgSf210V//YVWNktnD8SrMaM+Y773T37v7zf+OX9ZW/cWr+sfuPp/rrMoH67Ta8uqXxVf/g7yMiS2gOvtq0vZKHxcTIxBI6JZKzSZGMaNVWbWGSoHE1RU4c5ICsrkmAOkGxrirZQa7DqhuDvTq5+S76JaR+3zN0D4+JDWeF665lHnamShY7r3YGt+3GrLyo0sfjHo+Wcg+OSwpjhY+vaC+HIxzBh0icJt337bFvZ7mrkLlKs6esxi7LCTOmvKR8GcltopmFRmAp8vsghWVcURiTBPiMGyFYX0cArelvmU6CYKtKq81QbduqK8mG+meF0jqku5foxIDd+toe1tQmPx8vLizFwDP/a2s7+60u8cHoEzH1uIGOXl793uDjv9FHm/cRzwbeoEgy6E1dHr35rttoDhZGaz8FiJ2OjfLk22e/2KXf9vXDSgbLIvz87YDBjDR8dNajXVC+ZzxmKmkW39yJmIR7Ar/seXsnZ0amKeSsYlksmHfh0dOwNVw3PG4sVHHlud2Xs883nhvm9+VaojYIF+Vc+U8oefiNy2u79059v+Kz56mdr6qen2LKRKJBn/ETnNjWVg6IpSYtDBnCpdfXrkUzC7JKJwxwCZyaFSrQE/BqKybelxBu0hbmW4Vsq1yN/TV/jvMMaK2dV6WthW1MiM1iW3um42mfqbK+y3dXIXaRYwDIwNUPLFKZXpP1qbZaiD0Mk4FFtYWhWBbdCNDUZ4k3pUZwR68A+w2T/Jn0oH7/QzhwpGW0M8cyQaWf3hFWeTRXjTJa1IsawMzifb25LATNyvGQd4bYR+4tSUIE+5H4401izMLP2j0tllhUr19b27aI/m1585WoTX5kUfe39DJjyI90Y3LWk28XYlJHPysuiYuShP72vH1zu3HH0HPyo3PENhqvgMe0+zrBwxV0/H78JiUFzkZiv1PyHe0mn2xMngEIpuszRkndrXdH++JWXr44JKM63ZUceq+VC1e4TJ/klnPoN8tOMgt8fTkia8Lm9Bx57vrkB+HV95M8HQZDKXTV/+/zKK4PjAjMmndvw0RU2PXDza+M3v+7vU3P6gwOqmB58g6tKOGJW2FIgWkTFvQt8ouuga6hzCE7NAkLl8bWVWYbn2KqJ2srMStnC7LZQ4bjJlGte2xZnqBU7Ljqfjhhw+ZrXsa8sRgoqu2L5DM2QTPuI7bxoG0yYQH1yX4M/f0zddHJQ2W5q5K5TLGMzcpEyEwUWxKYZmrlI/XDQEKF8MNFrDFqhQSMRMstfcHQ0zhADU/c0yd0y+hEtq84vsjZkYZ4sPsvysINTUy12HsY7gyVjO1dgUmdawxpJUlw9sr8oZSetJ3vdcNPQcR/kntn5GRAtsGwbqrNtcGHSLTr7+RcQ1M/fr936Df3VAv/BGKvfb5MD+QXeyMeYJ275OdzsOvrU2ydwLxJcg2tp2viiuRBsyKOG/nYKGJYbN680lh5DxoVAUIuPoP7qe7ddzYnHkE6cX5dcPDcmYHOuFb9eaTx9kau6reUrv9Y+X/t7faNYwPlmI+bv7cffukFGMeGzAAAQAElEQVR+ndf03TC/levDbfmVnT+cPq+hBpZgX751ALt88hgLDhoEs4Z+o/oHstZzNhMHSTCP+gV25Ntb+GzURnJUVZvkv0It0K3FmCTGtpODsFsC0+1JZbDCx7JwaVZtfBJTu9WP2P1xow9nT0RGa8Mxgc+VY9XEg6/XyoY3t6pOB4UJfM6Axkjc5MVrH29gKrO5kB1flYw3KE0gQkDPnHs3V2eV7ZZG3hGKZSz6xazQ6vTFW1n9inQDs1ZhGfThahY5JlCBWei4MAamJDaD25n5o7U/TQZbLj5vRVLx0oT7Dmz6gBjIGF9hku/sXCAHh6lWVXiSSq5G24nfl7x8R98aWZDb9MVeoFWsV1sbXDR/9XVkwbsQhD7tHv0i7vzrs36/evmOuWPstZVBQa+t9r+dsar3aydN3j1l1hdTZu2+e/KBl3e1smEDMl/XhOObMOZ0/ek/zPpiQsq+jCX7Zk09BOw7OG5kLL4w46z870B/BX5l3rf+0PjbeMiZu/gDZS2tOzPKJ8Xsm7LyBGPeExJvhlKqVn7z8IuwjlvxxOOHi88zIf+LB755DPiVsQC/i0uSyrl4kMm+dcjBUHSz4cX6zacHZIvW45smTGJ1O05Unb5QVdpUw3x/3P4kADJxeyeRKCyUxk9YVedUXuynzGC9OOc0BzSyRcISrGmuv3/muMomA0v0t9/HnZZ8zQIV9AncyVi8QZ7lO5CBG/DszP4dRHdrb9RqxJkD2POAYG1s+4J50qKTuHV1uiqcq5XtQiO3N2w6ERt1ZzDnTuC78myMTrhHwFFi8dGCNRimybLhBYzAfDbl75/IDIVaR4kra8Qti3YioJHYJO9ptI2ABG/re934AJVG5L/dvHd/Q9E/vt+8FS7g1mfUCNcB8J2QGPl/cQEDHKQYfE9EcUnQ01P6+bS0njx29eSx1haffhMSR5duGq/l+5sGT48sfm3ohFHs3IGLhqKLB897j00MKkWt0UGOonfjdsNFrka2HjVDtpIzX/r2tPdNo7DhBg7jiuqokPdyA6aNYnW7YCn3wlfnvcOl/L80NH7Hc2tQ5nDsYtV/wBeWYA9m7PV++I2wWNF6PDAu/dbpp09rYyq0b1+dnjlmVnuTAMjFg9yMx7UwCTZ1QWI7OaCRjS/BblsPK0S4dBeYqs9ihUWOe2wXBOjWpK4Or91aqNtkhot0JjvTC241ZAojOayyCbd9Qo9X4+9iZbvUyHGkUpfazh3afqtNprCsRQprrZhGvT+Ne5pAB+W7Ifgd6MFrmppw9sTfeVUu0DrciCjpwWIGNj+c9U22u52liNE29mfUa1mkleFRit4Hf4FlIz/IvWGI/w1Dh8AF3Dqt5KRIWBDdnGj7Ho6Y6ueZ9xu/nJCM652iT79htz772r37v7x//6dRu8smGcvu/fuzgbdz+uMx+F6nTfcby+4p+3TCgS8nbXr2Voe58wT8NDQ5HwqydVj0uN9N2l92r0EScnBE6Eo5/7JJBil/LqptDve/im/teAfj6u+kVydZ3oLtNyzoLyWTvvp0/FdfTvrLdL9+XA4PPaHN1j9FuWvB2QxYrqSiw7afAxrZFEuwij5V/XVXqFyWpgcvUC8x8clB+4XU11SyvjVi4OtV1YrlMwsGoi4karrwg8O1Fney7Ol7W59cqWxXG7m3BVtXr7jVyD7c3KJSqJU7Nr5XJ9iT61alyK/V4ros3zePF3KpuD9ZvlFcCEv0yjytjV3I+syUHqUwT4HZGbVjHhNtX6Z0cQmZMeR1k7iKbDuIKAruS5egtkasWxNZ8C5c9GC9fAYNHOrjuEn5+AYM6t9dvOXjY5NT9+TvPWDQAEcqew9i191Z484JZrBYhvmmP2FmzHuHaMvFLsA3JGL5OJpYFoCc5ICRGWqBLAuXYPEWpsJ83gzX0K/VSzPg52YO9RIrE/G2uTBkCFAADorBhJOxOGK4WTU6KQ6+XsXU0wussud+q6uTOLiQrOuN3PF46ELxdqLMyK3MDDXEQ2NFh+/JNaE9ud70dWWGtMUgXtrcj30YqRGj+muZ3mDXUgxrJ6o8KyOZycoKhawvmaB5ZmDcCJNfgYepikFbzT9lAoFR6SyzUljJ55NT5swKbaeG18CrR4rwvW1Uz/Jrj0hNmXYegeg1sNZogqkntHp/f60BeoQwMwYKZExYQNnGxuG3F3gMf3/hwxHYYYVSHebAGBBSZAYuwUo7L9A+XCl0/PhKt37ZA2cYWphJqJcb602gqQrvDdeZQuNx25eICo5XqtefBHA89Ixrc/EGq+kFNAcwNzL3tz1cW9C7pZG7QLH4DQfLvl/bOgIFKj99grdgXhCd2F0DZ+SWiz74I+8viAa7MXrAUZ4aDEwJZ17CDHypLxV3HeOtKs89uakzpH6NgeKhyApya1KKBPZpyI774kngV0gmZCvfgg85QqAPIQCTS2zw4iHwK1QPO1dTE99jHz0jNXWPGI4/chyIhs5BDtCjsOeKvRsjwsEHCszEzT/5IsqpFp4JNeXjT3B09HPKAcPZ6Af19iwnDHrC01dIDmMvPDorTHg4wmXPnwf2tZO6spxT1HXHCAAUON5UXKi/CxTrQi4UhRBwCwRICEKAECAE3AkBolh3ehokCyFACBAChEAfQoAotg89TKoKIdBZBCgdIUAI9AQCRLE9gSrlSQgQAoQAIUAIMKJYagSEACFACHQaAUpICDhDgCjWGToURggQAoQAIUAIdBoBothOQ0cJCQFCgBAgBDqLwPWRjij2+njOVEtCgBAgBAiBa44AUew1h5wKJAQIAUKAELg+EOgJir0+kKNaEgKEACFACBACThGwplg/+iMECAFCgBAgBAiBTiFgRbjWFGsVTLfXFAEqjBAgBAgBQqAPIUAU24ceJlWFECAECAFCwJ0QIIp1p6dBsnQWAUpHCBAChIAbIkAU64YPhUQiBAgBQoAQ6AsIEMX2hadIdSAEOosApSMECIEeRIAotgfBpawJAUKAECAErmcEiGKv56dPdScECIHOIkDpCAEXECCKdQEkikIIEAKEACFACHQcAaLYjmPmmSn+c/YIuPZkr877cGHKh69vPKOKeKLy9ZQP83ZcVHq2VHy+NOXDhasPtbDDBrhI2brrhDKcsYrdkNXCJVUN3FvIGX0wcvG6jQcPXW7lIR0+tZgr83Qfzot9b6Fu154TV52mv1ixetNCG9kc53BmTw7E/3BpTrUgtpT5mdL0Dxemlx+6LHnQLyFACHQOgesqFVHsdfG4688evf/dX4CDC6cVvuPGC4a8qjcTd1YoolVkbX4zr2rp7/91xOJ5uTS9NC+vqpYN82GNe/KqDHkHD12yBOPVcTNkZdAfb8Eb9v0OiCO7L155VD/9xsXanOM8sAOn5hL9lGDD0pyq0hKzIefTpJHLF5aouF+R13HD1De0v99nJZvjHC4Wxa5I0v2nmV3YpftgYmx5s5hX66GcdfOW1LJJkXf4il70QwgQAoRA+wgQxbaPkafHAOX1vncfP9p88vTFs8CycOu4Rj4PjJkIoZdrFRxbsznvCvgxY1WpGX/xuFxZWgK/Nz0YMwR+XHdh2b+vbfvTN43PFv31jgB2tUJXmCfnaZNLi7G6dGO1SnG8vHdh7MEGFvBC9R8hn32fRt7GLhoSt1bYpGVnD74S/PbCHTZap5McTuwzlLROzE1enfvUur+OZCX7Sk9gvs0lHzyhOx2W/dTSGCJYBIQOQoAQcBWBbqVYsdCSRC+vsOX2R86SOQ6DMPUWTJpTi5fdfkDRXhE59sUSCsPSvby8EpE8BB/PP9c1HgZaHeLrpw2fMefuWfcH3gO3TnTZEZFxD0Ctz+/acRJ+0O05UHSZBQwBdjmzeaPkuePbUggLGjMxCH466rx9hgSEzYtfGAMJz3xjhLN911BSOu/R0l0KRbdlYyWU6zcv+hlNP8a8/R6YuXC2NztbmVtgRaXH35ykX2f2jno5NlmjytxZDpcuNTEWMHQQJAgYOZixS82gl58tR1KPiV2XNhL8r0tXmxMG3WKOdbcwLw9rp0O5L1o4RrkgvIvR3LeeJJkCAXNOBLTjjg3vXW/k7VGswDpWvavWXpez66moH17W5ujymXHtRmc8h/Gu9YHsC+DHFfCCC2Lh2iush5ieF3GNTsCvk97RBgy86bOUwqG+/lCtAu0bU4MngVILQfaF8JsyG7mkOq9SMAtX6Kub2SBt3n1RjFVvMAorlBUldZD6toTwMPjppLvc3AgpvX3g5LLbs6Me4k55YAycufMdHwPStu7Z/R2/lU8jn9nxy9W70wxZQTfLfvzCWQ5BwROHsF15uw+dOLpudS3DCcTxvAeKS4eMzdVP8OPJPfTEqcLR3FHo49A4JJe4Ra4mT3inDqdB+dgtpKkz+sey4rZNLFbVU8x8FHOPvlPLhymVeFivkjlQz1js6lW6YLi0GtwwChxmXpF2o0FMD3VCBe09KZv2ACCBkx69R9aXP/RgXRUIz4d3e7oWsinU09JNuqeRt0exM7OywxmrMCpJsSRT6HJ65bTWvCnPyBKK16JmAvWw70LSqtva2g6kdUb1sZ9j132xqcXms4QikMziipOMukxl/bpekLMceiKs4cKZ+955/Fa/W3Y+pR96o79QBDShv81eNj1kMuiyjai0Cd7Kc0DMnUicxkN70EzKrcQjwh6cfffDExnbU81tp/U7N1xhbFDco4GKhOc363Cr1ELczcQvco4pQtWXl8/syVm/eg9jQyIft2kxLWebG05w19jKWGuTcH3ifAu73HwcfBjztTRbrm6y5kYrLZaxEWHTJw5Slwp3znO4Y17JvXft2D595NuvVI9eWvzz71PeW1oxbOHuX07pmDkcCnIjBy08tiBco9bmLfKZD1aw8Ow6S9tv088UQ0vmQEJLUN0yjXFBOvaKLfqC8Ozi+UEsJK14GcvbJA4PJXOCdQziV6eFiDn02g/wBMwMbGu9JTE2X5P9rVTbb7M1+bGKKYUor3l5rK4qoViK1eYgmhjbA3/4k3LQJGbq5XqLF0UJjCVkw+P2wJqiyLYPvUqXbplHYhRWmxO7wKhZBv1AL45I3dTILWMVL8f2FDR7joZV5W20GG9L9EBIy7I1rEBvkdK8ca2RhY931I1t83UXny3pMLUBfpWHFUGwmLVtbc6nC0I8Nz6D8pp675wdT64DKzGICeQKZ3BwkfvIn4FoZd4FT6ULGjsF50BHd8FCZoVp12V2W3JkGBsy5dGbGDu+ecNZZq7ZBezrG/JzUGwtCa9Ub5R3M/GLHc2WQOmqWvfXEK9FITe+kaQ73KwJX22cpcqDR9szb/nEkei0S84ydvbNSXg9ceS768znGhRGYx63o6d2cvCbGJt/6U+1bYtrj6dMN29amHclLFv7hG9VHswedNt3mZ3vXu6oMNckPrIF0N6mZEelGQ8YWZQGn7h1DOzpmjmz5aCgsfCwKoy1DFlZkQRzgLQ4kCUUu8MEGvg1rgCHfpa1nQAAEABJREFUS+tam3NeKmBJ2ZYZQEhadhIreMlq/YiPZkmJ4lALVQuZnRzOCgw4u4A7j3fik8qGx+lCXRA0zbIsCxoupHGrKNhcw5Nny9M+/jQrDpoVQpYk3qkzJhVXK6YRmKo7Gnm7FMuCZiVrmFGeqDLgdpaQOF/d5mo35lUxZW9kbCMsq8Jozp1s/jbngDVctMyUQITELXhWxxErjmp7RE4JrPfwYDgpLRVc8Qc/wSnNHXKGPMieQUAsgP+UGApYeHaWNG3nflYnRxliXcKWl2CNsCguA/RtsDPgGb3wECtrlec1un3pZ0/7+8KiIhbX2tYKc1K8YgwEiw65nzn6G/1gAup/pcU1FRuqj7D+U2JRW71tNpqFK/T7q3ccqmbMLzlC3UNvWli3GMkJ+ElwxWNtC7gtYerqv46PQqVwQFz2zOkj7DTAu3SzVm9A9wqKMSjur3i9esP0KSMD7rCZw7GOvfnjcg7G7U/EHmQJj66bXa0NNrxecqG5ZHdK8Jt5Rq5G21bMTX22JAYvYNmbnNiNzMYKpomwxRUqFAPqjPWgA2wcwseEfNGIBfzKk5ckxhUkFEkaAKTuRcf1MKXkkizGfVUsQasiCxS+ah9awqVIffy3NiesQ08KlRBPVmHhcc4qVptOsRlAu4UQwYnWGrVOhcTXHY3czggnlGo5c86XF1CRk3B+x7VbSQJmhDaqSZ4lz3eZccG+RBjR0RUnsAKdg91PBXGxTLTQ2uucVTodE6013EgVK6yPAvsqrT1o1L1TYHFzToTStFWcAMstzkgOxxcYNCxyW6otXLWToXFBbN4csC1APWXjWEGsQao6GFjsmaGErN34HPZo2G0g3o7P/5x3nvmGoYkYboMiH4aReE/1H/OOMuY9JUaeFUKYq85vvGb6vFnr9GEB7KIhtrDorJ2EAVHjp89GN2V8f8b63xWD19Nnh93hy0aHITnXGqVdV7A8vA/N0WHjYUXWTla2Xq7lcPzNR8uqh4QtzYs8kre3mo1dXf3U6upfPOHbsBrWaG0zdVcfpD3NsmKL0mZHUD7cLMBFSZh4gVNOZBXRcaKJbP0t76eo/PE1LS+v2AqwGDPodxXL6qxMQYrk7nFZC9MJa0lk1VwRIAxuOmG0QX+kGWtuRn/PO8w5s1Bdc/lJebwKC48oKEQ1wJuX6wqUa5qo0zMGTAGtH51AJQwWQbKTuqGRu0CxjDc40VaMtqMEPg1EkpdsxSWoCyZbNHHGFIaFmMQkppwyQJ1lB8Ycpw/bMnsKmp+dICrTaMZRDhwxayUWR2Vao5izx+iR5BRdRS5YvMDxRby0+9NuhmrbAs9Dk50hTZP5SrYn2peiQqf4MnbieMUJpbZ6y8TZfmArroA1VDYmLsaVtsMRsTn5xDy8NAEKML+QKL97ahPJnscds8cC91evLgc1mocfXJ9znrGRjycGwC0u4p5tx5brPAfIhLGLuxLfe90YsHD3LwCE783nmWb4aAwYOjrI3qIvBrnjwWeHdtqnJKv4i6oqzBBFV5RgXBBsszYJ/Mo3/vCptJAOV1KENAfS2PJYWILFpVm033BzjhDJY89B84uzw426O3HExQM3QiYkOrN1eUZV+RJsdp1aXXMiOq4yVFkGYScxPSaIr7kqzC04DYWVZlGTa0MqiQVLJK9PtzRyl4ZJzqaoqIpWYqGpce2W8wfyrtpKzAXs5pNmfLhA1ciLUWOVExMpCGWM0ii1K814sHKDiu1AFkzoIIh7dzhDnspyCtJEWW8WswS689WYh5P7c/n6xyXK23dZWCLXbiFgduhEOHfeDZiyemYcaKQlxQsLLjrKxkczVps89o4bFeGan78C3Gwu14a9tzDlw5TgD9ZdZgHJk7UjGDNv1w5dPnHoewZYJ4YUl4/v2bivdKPxm0a4ufJNCVzzV2yd5AARGWvIW5tScGW6PiVZg53jrgdGM2N1aUVzQ8XezUbviQ/czmO5/UkYHNvZfmhbC/uTQomGixIK4mwYFG3RUbAEa5zj5fXS+Lq2YjbL6Yt5toX2vk+UatBAeYLSDggziDbc6wRjsJvYwFG2zh6orik1kHbzKUlfYFQoS+3Gd48IOM/DeREeVibM2pywO3VMaW7hhg0F48bov7XaZsQr1YVGjqMIz8PpKURceUVtFa3EQmSu3ebrS3B1VmUlFoJ76sxBsZs5LlDbDXDoySkQquAgQsczdJCR53lHzR4LGivzHTtdyaWa8DggM8amPxru08U6DYl8RT82gLWWJq5dZ7a/wBkQM2Np7owpvESptAFT9E+vTg7wMZoNeVW7zP3C0n5RmsuFuXEwvp8zZHAAMDfEPl619NFN8x79tAgZ93zR7+FaeMXWcQ6Qyrg9OeVoQMKjSxMGwB24gOTHXp99+fXxyyeOL2+YHft6spA7hLi1Q0sPY6KZC8eaO3VG4TYiR7nNo2OVmJmYoFBkedoSaQkW5tnC8B2Utimbud+LeShtCJ/xqva58K1b4TARx3B7hx3Lqr1oHuCHozdTqOZeYJkQbhPt7uMyc4Oq520knqmXJkfqLasSv6oW6VGJUtsn7DSSLjVy1yiWCVSk01WoFiSCcCdUge6lCqbcr9VTjQ2VV9ybIPG9ohwxSJBHsc+Z8QEBNVlFZNVlTAbOWWKtJjtSlE5kKCUVfttd6xWiueP5Ae2+tsW1l7RKhmUs8IXjuKdpNaiSFqEjX4eYbc8nKw0LEBqTiLufqqeBaRfupugxYVHaLXAtOL+YxD2Y8HdPBLnYDIV0N03PfXZf2x/3HV/4TduiouxwnApAyIh7c9v++E3jL6eABRpug6YVYeZYKIqB17KEDnKAVBpMtUcfKeYJPuymuA0Lay+9uO/SH/dsmBCAPh5wKJQwYbzBuXkCWsPa2fErdiWsItcGVEZj69mtWb0Eq9AF3XQDEV+0UtE/KmpMsXEUK6440LJa1d67iIr47nxpMXsKTQKNosL7S3x93Vp0RMbzVFjrWkj3taL+quJXCERywE3ycCk63sgVVlJzFxu5q2NbjDYB+MpYZUX4qN0aq4w9ZiUukPkSN30xYVUgKO3PCUyxjcgSFMK34MfJkzKcfaj26IsoKn7wxT4N5Kb8qJO4XXlOCV/xZgUdypBZdl9zY52wNAvPycuFr8koBOvuy5mhU2eOfaC7c+29/Pr5jRhgo0n3s/FxIqDdHBzE9x3k5+tqX3GQhft41+I3GcRtTcijcn8xw2hSIPYyxmbqi5Og8cuWYf5ig2L7PTZvlo1LsFg1WHOReitoBs70QozdW0cMTKmrdMHQtbkEwtAhmNN5r5eh4MFoWWUJfcBEzGvj9ASPXjVA9YwK61SEngusdcCvUCJShlF3p/zcu7+RuzxsoI2IMYuVGKQDx23FjCk4Hzy70SUwA1q54OBbiKXZ1kx93TJNQRx4o4vNh+m5GBSzti47XLaPxRYkFbf7emvQ/Gq+3CKn8hK/RME3BXQ8Q03UAfwODkgWvMCYUCTsNEblgPXq1B749aHQPkSx3djKrresgAJhvnwAX1QpYeMV/UX4cITYlQAV3vhhAIK2DI7v1ZeUYCCk4AVRsAQrmS7QPlwhdMm4CsWWQ8imFxyIBxJ7oXlclF+cUoSkVYNCny/2UMXQwQ1OzKLQmJeHecUVsKRip/sxe6FqPVOkeoDie4JsRvueKbnHc+Wmfmjwim3z2DakFRNQ7oulncNeYDwPz67r1kbuMsUyvuWBs44SE+SnNsvnYHgQxlTq41AHiee4/UrMxDoapkUzusBJeAdH4lrRqNHWpvIXypXCLIMCY7wIKUAqF3JiKIaEHd4rD+h4chJ+oehXjjLk/mJdlHmx8Rn4DSuejYwMVhZwkrYaq+LTDSHQ4whgC5e6CfYycZkqZmaaZV8PNFnrDsIbOfgLThGKvalNylCQHosQ4qm6qhB4jc9cPEEY8WwZkSxyQpBcBaGmFsnFEcZeB7/Gdemx4mBQkusL1wo0BIj6SN2FJwu1UzvrxiyFWvvLLYQ/BwEZjCtDx/0dn1ynWMd5MEZhhAAhQAgQAoQAIWCFAFGsFSB0SwgQAoQAIUAIdA8C7kux3FCjVtK7p8o9mQua4Fw1IHA56EQIEAKEACHQZxFwX4rts5BTxQgBQoAQIASuDwSIYq+P59z3akk1IgQIAULA7REginX7R0QCEgKEACFACHgmAkSxnvncSGpCoLMIUDpCgBC4ZggQxV4zqKkgQoAQIAQIgesLAaLY6+t5U20JAUKgswhQOkKgwwgQxXYYMkpACBAChAAhQAi4goA1xTbTHyFACBAChAAh0I0IXE9ZWfGuNcVaBdMtIUAIEAKEACFACHQOAaLYzuFGqQgBQoAQIAQIgXYQ6CLFtpM7BRMChAAhQAgQAtctAkSx1+2jp4oTAoQAIUAI9CwCRLE9i6/D3CmAECAECAFCoK8jQBTb158w1Y8QIAQIAUKglxAgiu0l4KnYziJA6QgBQoAQ8BQEiGI95UmRnIQAIUAIEAIehgBRrIc9sE6Le2bnZ2d2fe568taL5sN5KyszXtz7q4zKV/X1B8+3Mnbl648qM5ZUvrP3sk1Gl7/+6BsIWnfgCg+6+t1u06tL9j3zYmXG27Xlx65yT1dP5w7Uvrqk8q3dFxwluHq+YePblboX9+mWGDfWXJRyP21YguKBGGp36CBmdLmmyIj+b5trzuO9dHDJl5vKVZ5SYF/6pboQAoTAtUaAKPZaI95b5Z0Git35mWult5xe9/wXP46vz9Y3G3ZdLi9t/vvKw7OmfpFcdCFo+H8NRc1vLDHXWOVUY05b3mgo+u/QMf0Za9z4fPn05xv+XnRx565mw/snfjXri2dLL1qlcHDbWle0b2rKib8XNf/DLLC1dcSLuw88MNX08vvNZTVXykpPv5y075f6Rs6yF78qagbxrN2OixdYa9Xb+x9e0ljX8t+6oqMPJ31TJeV6bnfNb5Y3GkfdPGGQ5EW/hAAhQAh0DwJEsd2DY1/KpTEvxbhkdysbNuDp10L/X0lUWUmE4WX/YB8WMPxGvykj4oGKjjUaDqiqXLOj6ShjPo+NmO7DLu76z8uQfMzQv5fca/xyQvEbw6YF+U2/b4Aqgf2by+XLy2OXXDxnP1TwbfzgraYG1v/5wknlm+4t3x6SPIpVrTy06TSE3prxKUhrcaUvD+jH2OAHh49jJzcbrvo8FrQuM+pvmf4+x5o2c/mvmk1PPd/Mpge+lzgU0pMjBOwiQJ6EQGcR8O5YwrpVE/zhb8Kquo6lw9hC2omr6vHmmhy8xJStDsramuLv35GK8Nw6lsRByW7tfbLoUDaoqIMGrlw//tkpAbcOGxgwzD88LqK4bNKrk3wZG/lLLdBWq+Efx7niKNTl+AcGuOv31MMjIezIwRbwHfPgqAnD4K5/8CTNysLI2EHg146re7/yVx9d7RcxbElif8dRz38L4jHfO4N42/UZ8eMIiHt5vwnO3gMGgbSyu/zx+2BD9p3/FEh19bVRVzUAABAASURBVNx5dutwkJ/1G9b/VtZ6Dmm8YdULDVWjhr6XOXowpO6jTmi3c7c5r179CuzZDjuLvcSY5Fp2Z3sy9KwfDhH+E1ZcuxGrZ6sj595X6yVX0P7FNhjx/TvYYrveyPkwZV8glS+WBNwalY4jGTOlR8GNP3RIwd9uK9w2V4zDWP2qif7+Qtrq9Ejwtqknj5xiMwzwhO2NDipBHd+AqHbldJxCDIGEILIov6LuYnDf+rlQVorrrOOevmOaA1Icox0+jrGWj06UtohVv7q7oRAWMkf5PzgGfQYOxlZVo//PRvMVIF70cu0IfnJs3mshZbmae4Y5SXDTj++B0Iv7a2BtGC4a9qM+OnDSj+Fa5S7u+u6tY6BY3zoLc7tpwiRWt+NY+bGmso8a69jAn/748s6Mb9851l/3uiZcla4P3fAxReh3hVpow/bbPx9wIzOwZxviMZbtBFrsAv5yD8WctczQpGda1TyVd1iVD+u1P2FuYV8YQU4n9IkV9I83gPCmDByxYKyDa493Aibt14tXH9qC7Do7CLsHYsLj1uLjFAjIfnWEWndzI8fBsF0UgP+gB4ZmVjYp/iozQw2Zq9hz5YZ4ZspYbM2OdavSCxkkyZ3B6ldo06u1BktaQ1ZkaLuFdnsEUzUOIh3N1knd+9zkFrE5u38v/PT7SaQf/Nh3w25+CBXHC+tLhe1IV0o3N0PMcYm3coZltz488mFgtdMXXo4vj5ha/n/6w99JZAzRnDq/SVNGtGexHThLN3LysKvvJH0xedYXk6ea3jndT/uGJtbHKuOGNStAPF8dqrAQNDAu/daHzzf+ataBuVu8f7VaE/FR5TOl7OE3IpMFbRii9DW3ba7WEJYld1rosHb6KduWEm+Afir1zsqsMFP6a+reXLdKm2HicXKjBZC2roecDc8FsuBUQybL3yJ2hW1zI9MZlFieGizE670zzBtgbhEWam+ggZE0Mr06NDTMoXi20Bni5ZHXYSr3D9j2WrpJ3STs16vOVMlCsyqkRgG/a8Qn7/51tCPh1sXwuC3VqcgKLdTazJmAhqG/KBpMNzVyFyhWIsty6FEK8QOfK2/akxrIWPSLWaHMsH6rIgz01i35JhaaNBPCGXJb/OOKRxSduiYaA1Qp3PKmvbq7pdBdEqr1v5jc28+BCouBzG/2EwPhorzo+En4Of1d/i74GZg00w9+0A0anbU+5OXpvoOB9s5f2byyfvq0veuOYYjiOK3Y/Wssw5VURaCzy9bT9RePgNLM41z+ARTqq1/tbUS7L/cRTudKD7/DVdh4IHvu1W9Y0Kub7jd+eb+xbIJuWH3ayiuDp49+MfLcxrcrM1TbknnsPnDath7muPFxckcLHBPJWKXJaokHxhGpn/I6B4byWCJnote2FOCqeIOy+9fXVLLIUDln7OAQc2uKtlBr4GMC3PWmA34V5g36JBsxgF9hJIV5gME2TIzMe702Awc3wSfwuSwtM6R7vMW4Hpmz3SbBGDN9bYIH3OvzJJCkOxw217CkOLk6wbyN1yjaOBAW6IEwO1Q0GEzVHY28fYqtR7LUZqn5lSlrHhyXFMZAo1WIXF9UaGLxWZbJbGG6rfVJmYdr19A9ZMuFysgDuqYlwMYKzbh5RFsI2jbafFTm+C1onxfT2lgP2q87PhtcxBJz8EfjuVgX6OdgWMMzD8TMUf6UrXjmXnDq2alx42d7WFubII+Xlxdj4Bj+tbWd/deXeGFz+N4yCvyuGEUzLFzbcQOmjMBNTwdOfVjDvvvHma+ljU5y1H6DRjyReU952b3lhaNnBwELXl7y/lE5lF9cVOz+Pfetq2ouY6frnnuxqe6GgX/59N6yTfeWl41fMoXV6Q/9oegCz1Y4NeS+fZGx/qmJsAor+CjO5w+nz2uoGhNQuMA7+3HTy0VXTh1rfDlpf/putJAr4nn4ZXRuU5M1L9qOmzMwlqWfMhyFIZZMn6I+p1ZiAmcmhRauF1Rd4NfQMNAVURvWFkpqbu9ih5VS1V0hDsIi6AYKT/UlEoz28RlKz9BxYQxqqvTywGucP5kKi+SBGllEyT1Slbj/OHiokodn/+Lksjq/SJ5cch1dUP/Eim1NicxgWXrLpAr8u6uRt0+x2LDCnMMdmJqhZco6oGLOtI9Eg6DgotcYtMwkL9+CT6ccV+TjZXuzITIjUlT2YfpcCdNSMGc0NYERoDp9sVqlBnNWeRNYwNBwjZEsE21TevXj6ANHoZbZzAParzs+G5O2ENKjqwTjefwExWTCoI2HBSsMapIGKUP8eqlIgMWgRertFB7tJfrhTGPNwszaPy6VWVZM0db27aI/m1585WoT2ndFT+ln2H2TsE0Ub6230gulCMKvsOnp6kc7zNv/cYUxcaOTEKY49xscFLjkWa7dHryk5tjRr4JCKboJycjrinROLk0XgdHZfcOnD/LmsQbEzUCVevfeM/wWT6IKO33kL+1ke3n7ssObT/f/v9dCR/zr5MbT/XW597y5OvzliNbN+qMNmLovHjiri4RBpMIpBeJ0kFt6pbbKoGcVMlbN90/AhNBfmhEGp2bFG3B1199fW5lleI6tmqitzKyEVaE+gB4SjHU1ArniY5LJyTrcQ+5xKLY8TX9sEmpeEeqB454imkonEWJ41nlGriHeJBAQtuKodJZpUEwrcXYYqvLh1eumRi4MUzxH+yc+q7UfpPCd8TiQqGVJ5mMDC8taZJkG8pkjcBhjfD+FQtVT5AGBQqdFFMQDlkykGHVF+dWhWS+KtA326ceBvT7mM+kZuZZpqaBSC/5SUse/igx5FcA+oojcft23QU3jDfLIEvicQb2UBesZ1oNaaOYiqQ7RizJDmaQNKMrtnssbbho67oPcMzs/A6IFlm1DdbYNLky6RWc//wKC+vlz7lOX5j3h4aG3gteuo0+9f9qiW7acXpfxzU7JPAvhwqanhqLja2oYixj+izHgJ7pze02vfnSiUbxjJ48BBzOfyIGYreTZ0d+W8xcazvO9U4O9wPzMjrWgjZrnUsc3MAeMwt3C3ENQYfs99cRom/eEWuv0lc/yJdhfjWKnTkGGN9yONOx3K5ybr17i6fvaCfhVa8BKoXaGv3YP4Fe+C4ZVy50Ahx7GtNKsls8IJZaNXsMnjnDak8q4kQ2XZiET+9uL7BZJnr2OgP0mYXm48HybDNrq9Mge0wR6BQKcQ4gFi5qb0t4jhgDHdEcjb5di+fRNLtPhRTQQnriZgq9khCos/mIiIEJ8YKhN2l9jt3RmjMcPjCwmx8ZgssxEYPoM82sxzPKDGy6qLbddu2q37vW4toFWMrkcnqTS1dkuWjBsl8fkzLp84Tv61siC3KYv9gKtYmZtbXDR/NXXkQXvQhD62DnGhL7zrG8/xqreNt49dfeUWV9MmbX77snGJaWNf3rvuIV0h92eNIWx062g7P5ce/stlowa3l/S8PfltZOmfvGrjErdvC/+v+WXwWb7fOJISxSHV1fq9taX7qovM+Fu4UbTabjebb7Cjpken1oxeWrlRliyjRgB7MgOnNDO+6ZwV33hyr1PvA9M2T85LkDIVVBh2ZSRKQrWF4KuHvgmfuWVW5+8MwvfPmK3Rw4czC6VljY1HDMX/4sNjvQDnhVi9qkzn+BCd4KF0niliUVdSbF7NhlAPRWWWtCexhS23+hcMBEx610XoOmCPQmWYE1z/f0zx1U2GViiahFHXYwn3ylW5jyzGnyyZTEENjU5bxJiJXtWExAL6ckfWEbEXQLQBURngFthd724FVc22zgSA62VkZ1r5O1SLMOFFqUR2IEQ8qan9tYvA1P1WaGd5BV5Qi1CJVlfoemIau/6RxSs7EBU173bq7vp626jc9eF6lhMoNKI/Leb9+5vKPrH95u3wgXc+owa4SQX7+DE8WW5Ix4e483Ot548dvXksdb/DvLVvhZR+uxI1CDFpP2nPyxowQNjp/QX/fAn4Jn8kJen9/c5f7W8tLl471U2asDLheORFzHU+XFh54rDf3jx8JJSYE3WUHoCrl/bfYH59B/hw9iwfsMHQfKA5/NDdFP6Ne5t/NOLh/+kv3xljN/LuZFS/sdXrrgIjK77nY0KC0uwLzadGxPwzu8CYAIBGbGIO959sn9pxoHJs46WBg179+mRoj+G9cFjBpqaZBXVUQWjH4FFHx4LJ7XqJUk7+0RQ0+U0vG19YShfzcIOzhQLfo4Kclt/exNf28m024rvWDBhziSt32E83iRk6yP69MEDnx1T77dFhRCbKN8zxMQlD6SQqHSTcCvMMkU0utTI26dYvpvOlJ7Y3icjBAttZspi3Oik3D8simn5wa5ruXP1KhTWg21m0Dwx7siQpmayzZaHdPXUXt257o6PSi6IP85Iy2ZLOcDuBV/1iQyVt7rZjdRlT2DZyA9ybxjif8PQIXABt+1m6T00IuTV/EnGL+8tLxn/1Zf3H/j0nswp/gp+xRz6TYrEDbpfRlm9MMP3Ok3Y/+Wkrz6NKi+7/8Cm8U8EuUheQ5Pz+aZfcY0WrzcnDmXDgtaU3bu/JHKyIMGgEcmv3XsA80fZ9udHPhEhW4lHvlwCqSbYeRVn0OhXIShfibbvuN/dc6DsnrJP7z2QqxmH/I316hsH2mzVKzJ8hLWqHEzw/SXbrxDE2yS/xB5XaZI3iYAfzyFyTCBccodGNsUSrKIlW6zNPKJnnWyJh28uUVTcs+rTVWnRrNrOdpyuFtFL6QNT90jamvCLdhquyFn263S1kXu7ULfoXFhGrU6PVKyyiK+iq6he2PRkMFQzrXKixHfzWrox3MKSj3KzsQsSYBRcfIalXGnDBWMwOvDtTpzVMAY/eGfgV3ZO2FbseDvxaqfuqLtXp2ul3fzc7KBY37WXsWVHX90qbYZJXJq1HRDtpe20H6itEevWRBa8CxcdyqTf4GEDbFY0XcwBv7WE7+24GL2daP0EelXEgvw7LZsiGx/fgEEuzgAUqdz+Erd4QH/hlmEUlr97I+yQgD7oL9pycf8LTNvljowGMalNYo8zpUfJPU6RA2bI33dnWbgEi7eh48KkGTDMoT1wRIbxRBqm0DRqkndT8leHmWLLBVbXEw9BC1K84IvKCRPeFgEi8Ze2NaFRkA+tWEkY6rWFTPkKE/p60hEYFx/KlC/C8k18LtYIh/SuNXJXKJYxXKcxaBn0N1Sm4RC/RGGheg75DLBEMfVGJ8Z380Jag7iVCTRx0DjbtX3z/KxO0Wv4QhEUz522Mmsc28YYGqZCC8Xs/T9+vDLT7m5zEWieVB41rEqwd+u87sGp5YVa6I08W75Dr6Kd9+5DI78WZeVQCMvsgupQWdODOxZ9bxvVUX61Bwf5eQwC0Wtg0UTus1pDWFal0GGBAhmTppt8hbUaJtC8CfPXSYU2CfVU9zhFDnyCG5mBq1OSSovdsBI/DuXvH1/JLcaQQa85zpf+/tDFmEnYwCGsvaFAfDrr749bKcWeizMMYaYuau2Bz5XDMGIQquOvhfVx57lVAAAQAElEQVRpaU0KM/DYA5Q2aBLSUIzbWUBjE/Zj8jUvwfawlY3DNyN4ewCYcCN6U/daB68xgOqnCe0T1mJdqhG0oq43ctcoFiGRNk0ICnWT3dfOeByhG2MS+eD+UkK7jTUa924JD1tOBRfQJpqU8Xk0KaM9qakz+OZc4DnJDyIDoHCGxJzdLVCivxiNF4TcqaRDFNJBS8IgMSn/kccgLAXz4b54UmSI/opbjMqPsEXlGJMf0lRDkE2VLY9LJ0KgCwjw7sMbGp7kjoktU9GtlN3Hpl9b9TiJUBn35/1Ils+Sj71mL0e7JhdcPKy0fFg6l1B9OQAuEBkBK4vkQpeEQHRSP70msvdoIUI1sU78kJ+gMMTx2xnRqc9ZhihoEYr3W3pUth7MXPU0myykYF0ktmEOAg/grchyi34YgSPXZGkq6O/4cJ1iHedBIYQAIUAIEAKEACFggwBRrA0k5EEIEAKEACHQJQQosYgAUawIxDX5QWuMxWB1TYqkQggBQoAQIAR6CwGi2N5CnsolBAgBQoAQ6OMIdJhi+zgeVD1CgBAgBAgBQqCbECCK7SYgKRtCgBAgBAgBQkCNAFGsGo8evKOsCQFCgBAgBK4vBIhir6/nTbUlBAgBQoAQuGYIEMVeM6ipoM4iQOkIAUKAEPBMBIhiPfO5kdSEACFACBACbo+ANcX60R8hQAj0FQSoHoQAIXCNEbAifWuKtQqmW0KAECAECAFCgBDoHAJEsZ3DjVIRAoRAH0aAqkYIdA8CRLHdgyPlQggQAoQAIUAIWCFAFGsFCN0SAoQAIUAIdBYBSqdGgChWjQfdEQKEACFACBAC3YQAUWw3AUnZEAKEACFACBACagRcp1h1OrojBAgBQoAQIAQIAacIEMU6hYcCCQFCgBAgBAiBziJAFNtZ5FxPRzEJAUKAECAErksEiGKvy8dOlSYECAFCgBDoeQSIYnseYyqhswhQOkKAECAEPBqB3qRY8/IwrzklHg0fCU8IEAKEACFACDhCwAWKrc0J84K/RPtkKIRG5JgdleDQvyR9gZHl6+VsS+Z4JW5xGLtbAqAILy/biphzIryI7LsFYcrEPRAgKQgBQsAtEHCBYkU5C3TLbWnUnDNLZxQjdPQnRt8Gf/oYMZ3ZWCFe0Q8hQAgQAoQAIdAHEHCRYjXZyxKMC2JzatVV3pKuq9IkJGnUvnRHCBAChIBnIkBSEwLdioCLFGvcNzYrO9yoy5TNuiCFOeelAs2y4qwIuLY4bowFwzJ3sgF5SyJaaPHM/fkSLMYUIqB/sK6KFcRZQlmtYKDmPpDYYkMugbxEX+lHsDDj4q7kAymUslrka/9Knb8gIaZC/8TlslRhMOHAKogl4i3GwgNjit5eXmEW7V/lL8iM0ekgBAgBQoAQ6IsIuEixUPWgtD8nsHwd8ArcgDMvj9VVJWTPD4Jr2QHJxeYnFIMBmLviKF3wHJnpCmLjmBi0VjIPCylngs24OIGxhCKeDEPRBB0l3La1FSexgpfE5d6SObEFSWI2bd9ma5gm+9s2/UzGtiQGL2BwzbNoq1tWEWthR6EYV87mnIjYgvDsOiGXtuKEKmUVWMFasQp1y5juTq9Y6Q7nH7MECXkOsoRtxVELggU2VUne1pbIZGQY/REChAAh4NEIkPB2EXCdYhmbqS9OMupEIilJX2DULMtSU6V541qVZ4wWWFne0ARcKK+82hVG6RmUdoATJ/fDfKryNqKZGpdsNRGSaTpEE8WM+/hqcImhgCVlp4XwBIwFzUrWiElEH+mnIFZWMMULVKDF0NqNeVWa7E1p0sQhRl8EVbBMLDRzZgtBmD+we4YAQNDsORpWxQURchD9IdeYRJgfGIBNUXK4l13MTCGt7NGzF/85ewRcz5ZBuRMChAAhQAgoEOgIxTIWk5GtqdKlb2Hm5boCZq3CMmC7KmZcECwyF/zEFSjK6uxlbU6YJZ8gJNW1G8WdV1v0IEYiqLCME1i+gj3vdLQPy6Jki5pqW112uCQb8nWURuJp9NWM10C9OIvjbbsH5mAEBRdqL7jYfCGNYAYQJLTd1SzE6alz/dmj97/7C3Bw0V4Z1XkfLkz5cGnBSfsRjV8sTflw4ZKqBsaEmBDZ1r1Z0sxOVL0JMVN2V6szaijZivHzDqu9279rMVfm6T6cF/veQt2uPSeuOkrQcsJsSP/whdj3XkgpNlScl6IdNqAwWDUs3XItiHdmT84m8F+aUw31kpLA75nS9A8XppcfugzX5AgBQoAQ6CACLlCsMseQtGzQyV4Ki11gTCiyr5KKxl6Jvtra7EdT5mr3GmzOAkV5zWLFoEpKkWLWgu1VJ9J4XEX2t5b8Ncsk+65YerWs1Eqp2/k1H+yWbc02LI6mbzQDoFxo3EZNWrFG245UXQwG5fW+dx8/2nzy9MWzwLJw6zTD73dUGfKq8hKLi87axjuZ92hxXl6VQX+8hTEhJkS2df8wXmKXjv8DYuaZv1dn02I8iPF3NKq927lrLtFPCTYszakqLTEbcj5NGrl8YclF2zTNJR9MGfkezACKSsxFeV8sHL88Luc4j9a4B4XBqmHp8jVW5GJR7Iok3X+a2YVdug8mxpY38wSMtR7KWTdvSS2bFHmHr+hFP4QAIUAIdACBDlIsKLJrixOqjMbw7CzUHa1K0owPZwVoFLXy7/htbU6svLB6QDbbYj5AvdIKKBCWTKJq7RYjdubg5t8CvWVrFeMaLGqyrmaHcdU5WKUMSavmq8vGtZIubhWhW2/rGg8DrQ7x9dOGz5hz96z7A++BWxd0WcbMS9NrrERpLiheqtDnJ66ev+c4d7sn3IFR73hduD0+f928APTo1NFirC7dWK1SHC/vXRh7sIEFvFD9x9q2P+37NPI2dtGQuLXCOv+Drz8KamjAC/sW1bYt/qb6/jDWWq3bbDgB8cKXNnJRJQl35Qb5MBaQHBF1Yp+hpHVibvLq3KfW/XUkK9lXivEZsPUTutNh2U8tjfFogsW9hMo9d4CFHQfdysurYy+mY5LObHewU/o19yrBLZOeKnyX0XKtSXS5GI/KAGyl0AEsO4dE4bveyDtMsUCyeqA2Ne2J4rCgNNwSFSvs7kFPeJZzYBkSL105Kg6KBmBObHIK3Los3xgPGJnCICzrgoIRO1bevguQdaILhXA1PU425JYkxhUol3hlMRxeKHIQ4pTMEUeukjlytmjWlpd1hWg9cQZ+nfSONmDgTZ+lFA719YcmVKB9Y2rwJFBqIchZif39fFnD6uI86XnwuDWvz4N7S5PxGeIXMEJwvkBXjN3gJ976+fl6s87+NZSUznu0dJegfPJMWjZWljLmNy/6GU0/xrz9Hpi5cLY3O1uZW6A24Jq/PzJk0B1pDz4T1R/S+WjufhgX7U/XgtTM28ciLcjctH6JuYXd+kL6GHbpUhNw7dBBDM4jBzN2qfkSY2fLFwKpx8SuSxsJ/p7poAvAI4cGDBNFvnxj6ZjKCkEn9fIKXoBzJ76lX7k3XoyHAw1kZflsC1IUznQ3sVgvZXwzfsVF5SPm0As/tcLmf6V4KAX0Ry+vWFzBquLGsDnOByizG9UIxe/aUcsxcd4keHvAp60+5JG2axK4YWpszF7CwiJnFqmm6N/1Rt75gdA+VDP1bUUJvKPy5xNXkR3h4sZZ3BZk5AOBF1CjsLXqTp6JVyzbhPuNLSVK+3WLk4SlX05doB1+m82EHCDdnbqoORpjrSWRi1cxa2FpFg25kAd2RShLMPO6mB7mIGDKTpJz8IqtyB6PGJQYKyqElVgY0HQsu1i9Gdvl7F2N2HDhzH3vPH6r3y07n9IPvdFfSAaV+tvsZdNDJoMu24jUInjbnAelZEf6sTOr0yvBICyENuTtWHeW3fbyhDjh/hqe9+yoh9KmPDAGztz5jo8B5mvds/s7fiudgibnHn+xNFuOdrkJrdGDbx4hRZB+Wwo+fdMMnD1FC0FBwROHsF15uw+dOLpudS0LGjMx6HjeA8WlQ8bm6if4SUk87teMn4WB1gsTYu6gs8jb8hWVwUmkYoUFGr/Vu3mMoUnJyONIizJb9AXhvAGHpBUvY3mbcA4DeZbMCYaGXdcm25bAr5cc8AQMmuEanGMpRdiSGJuvkd87wFcS8hUqgTImv+Y1ssmEB3niqSRTBwZIeTmtbpmmII4PnsrKwBjOG4zlhOt0tjtvlGk8+Bpf9LC8QtIGmBgXpOO0q5sauQsUC9QFC6p2zMIirEHzq9uUSq3qCVWnzY/BjbPoad3xYFVVmRBvhafKc7PcYo+N0eMZe7suP6FY4jyMg0uboiSMiyrkAWc9FK3cuMTJD6qC8kgp+C/uXm6T8mSgix+A1JKz+IMMbdUyL2JZlhohCIpVZxRMygDqmIabh2PSDoCFWPLldeSl99QJlNfUe+fseHIdWImhDCBXOIODi9xH/gxEK/MueNo4n5hpCx/wbi4oXV3RioGXK5f+/ijzHftK+mi87cBxLM+ytwh3Gy3Vn7ebuuVsc8MJ7hpbGWttEq5PnG9hl5uPcxkUmnEAqpusuVGtxarzbd5Ytg5Mvg+MjxM2gVtC61enH2Js5AvpY7nfHfNK7r1rx/bpI99+pXr00uKff5/y3tKKYQt3/3LKEB7umSfjviqWoLU0dr4tn296V9YHxhGmSZ4lIxSkiWKswmi2xClJBK5KKra0fFhDOFjBojRyGjQsQXxkr4Tinm/YUFQ7Dvg1rgDnBJuS1TG5PUzx3gGMGNlJzN7Mg6cTa5QNkPB7Tz9ZG8+CxkLNKtrTQxA0m5dHPB0KWf4SfT5TGhRlTHBfTnc0chcoVhbGHS5wv67yU45C/0+0DCTuIKTbyPDSz5729wXTJwrU2tYK9I5XjAHLRofcz5z/DdFm33Mba35Tt7uBseqs0qLLLCo7dkqH1yWbrfYZlVZcsVvwnnnLJ45Ep11yFgy1b07C64kj311nPtegMBrbTWvH07j9iUdrmkET3XC/1bJws6jCPvAEqLA8pd/E2PxLf6ptW1x7PGW6edPCvCth2donfKvydB8u1G3fZXa4e5mnds9TrSYLppOKmTEOGUCeVnYd67kvjsJK+iyZw18Tt0w0sbZBs5I10tfFgV81+BIdasMJDrZAYppreWClFLNhS9HW0w4IQeGF1+3gRunAphpX4C41UgrW+WucPym3gGCTCE+erdZDrLPHT/j1WRUW1C5Y97SePkIHCGHd1cg9jWKx8+DHHIAkuItlRW0KBdS6edB9VxCImrYQljx3/HN1SfnqJc1syN0vzeuEWjc2F6hL4XZl32RXqLt0s1ZvQPdKwiDGBsX9Fa9Xb5g+ZWTAHdbmPsYuc73WbkbgafxUG1ZWzQLsaaL1uemgo900L01QYSG2wgExxx5kCY+um12tDTa8XnKhuWR3SvCbeUanxSky6O1LufyQIFnL5H7Ci+zFzvbYg/LnxS29MqGiGseYsGaJ/U0yKuKGA3EpBNZBiueznIjYimV1+AUYXpiblicXUAAAEABJREFUnmqNNhvkmKy1qGUWzezuXiO10O3exeBmVb4CjU8TFuBZtuUbAHZT920V1qrKuPjKv1/EF0S6qZF7GsUiJmiwBYVMcH2sD2D93OfwnZ59fxi7vC62uJR5T189A8xKPSdcQNT46bPRTRnfn7H+d8Xg9fTZYXf4stFhSO21RsurutX7joEkYeNhRRZ+1c74ecqkXRXAr9W/T9ZYN3BRhU2Y+oSagXgWx998tKx6SNjSvMgjeXur2djV1U+trv7FE74Nq2GNlsfw1JOgjDpb/gd+5btgxC+oYEVRMWVMfgOtOIEBrYosa1kKOZDGlsfCEixmDpm4yV4nlL/zB1+Cza6Tpxqdz8nNU6JV0ImIZniyNp/wcxLfk4OAX/kmOMVW225p5NYjkCdjRLJ3PwJBU/80D0zDrSzonnkJA7o/f9dyvGP22NsYq15dLn3F4uD6HFjQHfl4IrcBXz7fcPaKmBPya+muswEvVD9jy6+MCSqs3xPpkT5iAvnn4q7E9143guL7CzCGf28+zzTD+bLz0NFB7Sz6ylm46UXJHC/8rKnzVVK0D+GstTipQPzyKNf5FJbSGD3ue7B5IQ0/XBoFS7DGOV5eL42vaytms9p/R8jNkIrShDCLSKi7Kz/xZgnx8CvOIoodcG24NdV6x7WijoLlw+oTfopwj7sE4z9X3/EUIXzvVq6DpLnZxaQLjZwoVoaYLuwh4B2V9ejC5PFLN0wLsxfcE34+mrHa5LF33KjIW/PzVxJ8mblcG/bewpQPU4I/WHeZBSRPxv3ArPKFG1+bOHT50j2MmXenTAJ+ZQFB/13/QM6Uka9xl/NKibgrSlBh2eyfz7OxPDfkrU0puDJdn5LMFd+7HhjNjNWlFc0NFXs3G70nPnC7QhqPuhT5VbEXz7n4ll1RqOEk8E+nSSnwe6XM8mYdeqOmy2m4RJ8v0FJQ2qZsdk3e+cbyO3TYkZ/x9cjxyvZQYihgzKj4QBsoN8KtqMF3qEw3iizMmRQ74NjMxARmlDeEW4lqtv8JP6tYHnWLe1RxHomHoxknx0S9LbBLjZwo1qOaSG8IO2Rscu4sbRTosteo9ICYGUtzZ0wZoSxuwBT906uTA3yMZkNe1S5zv7C0X5TmhnNNdOBtI6AVD755BDuy8ctdZzFVg/nMkRPnJXd2n7EJfVkNf683YGHWeJ6Q+wkn4/bklKMBCY8ulTT1gOTHXp99+fXxyyeOL2+YHft6MlqqhbiedG6XXyGCl+VtV6waUg7+MqYB4lFvN+VjdNRY2cRuVi/BRmnkjTN2NxAJ2fbmmb8ZqKJ/VNSYYuMoSGcxD+JIDAdYyIX3fPgSHcS4Lhwi49pGYk+GA5c2xO8WiNXgjVy8xp+uNnIYnDAbV49a/uaylxPbgqs5UbxrjMDM0Kkzxz7gQqFT9Itr255PlsdR6ySRr7ctrq2eBpZbS0jQtCLwbEucYvFizK4nY7elPY97d/WRyrguXN80PffZfW1/3Hd84Tdti4qyw/3ENHe8cHzRN5eeBYHFnFESqILFFaXdwuOOeaURPJ8V9FTuI500KP8efaSUJ/jfFLdhYe2lF/dd+uOeDRO4PRo8PcoBfcbmw0qqDTHwXiy8X4/7X2CFNSLHLFQNDWJGcWDF7R6gvcmqG9+9r/isGy7UMf52LKbVjA8v0AufRQP1NxzoGX3d7YjhX1kPlj43gUvUTHwJEOCymm24m/BdlSdkdnI4U74IK1Q/G19ENOdEeOEHCaQy+qAKK1VN9TtTj++Lx8mM1v2N3FWKFT/vcqfwbX3oeGjNtv+xGFUN6MZdEAB+fSjUFYp1F4Hty9HPb8QAax2U9fPpIR3bd1BXPlNlvwbXyBcXFKGoAulrJ9hh4cA+CxQIltADRgjGlxZghbVK2mXKXyeV32EAfQ6XZiEZOv72jmReA0IKXhAFS7DSVAztwxVxGM8rrqK9faq85J48gXgoCo5XRh3/go0wpWBgKoT65ouoKKYg/G0l25eaelLIa553UNqBuuxwS5NQVB9fZ7LsdOMfG2FJidfDy5Ax+K0hsZHgt4bCs+u6tZE7o1i5BUB7DV4Ac1v5qyBgPMGvYDh8ZVtOSReEACHQKwjM1GMvtTn0MxkTguTtssA6imgyvwpSA8taAqWhB4K4v1o/tuRj+SQLxOwVx8WzCA5XlnpZ5ARvuQpAP3BrV/IY8bs3vVKTbi5UqCbUVHBy9aGO4CPdChDJLaSbZXC37NSYdHcjd4Fia3N0+UyzrM7SRjlE+D0jhTTcj06EACFACBAChAAhICLQPsWaN+UZWTtf9xDNyGiawQONUTx/9I/IKVkehr5ewlb+kkQvWF7Gs+AJd/hBSB6/r5yoHoQAIUAIEAKEAGufYo2wZuN88wLfIpFQBHYGdHX4aWl59ZixKl3s2mTBxCzrwQVx+kSMC0dxAiuIlXYf0AMhBAgBQoAQIAT6DALtUqywC8BZfUsMBSypGNd4eKyg+cXZ4cp/1pGg2BPBYzAwO2dJC+kxWcs0LF9PiqwIzXX+Q9UnBAgBQqAPIdAuxQZpopxXFzkYP6VticWTqP5ZhyXM9srBN0JtI5IPIUAIEAKEACHgSQi0S7EM6bMqb2Oto1rx3d6OAsmfECAErgkCVAghQAi4IQLtU2zQ/OwEZtTNkl5Ot66E7QdTUK9l6g+mWCdS3POvySi+C6MIoktCgBAgBAgBQsBzEWifYvHl9KIEVqULVnzUCbcKe4lfAxE+mBK7XPw+DH7zpUqTnSEtttrDxvI/C/k7zuLXZGy/ZWUvLfkRAoQAIdB9CFBOhEAPIuAKxQrvqhejLsu/kwLcKn6JQngvNiStuijBuCAY/MHx/7dn9w1uSzU0UfvEz6vcqTMmFQs7jbk6y9QfGbckoStCgBAgBAgBQsCzEHCNYrFOwuc/2uQ/gRcxBA7hezFimIVf8fMUdv/FR0RWtRi5rU36hgiP3KbKFnImRwgQAoQAIeCGCJBILiDgOsW6kBlFIQQIAUKAECAECAEJAaJYCQn6JQQIAUKAECAEuhUBuxTbrSVYZ4YGZ7IGW6NC94QAIUAIEAJ9DoFrT7F9DkKqECFACBAChAAhYA8Bolh7qHTajxISAoQAIUAIEAISAkSxEhL0SwgQAoQAIUAIdCsCRLHdCidl1lkEKB0hQAgQAn0PAaLYvvdMqUaEACFACBACboEAUaxbPAYSghDoLAKUjhAgBNwXAaJY9302JBkhQAgQAoSARyNgTbHN9EcIEAKEwPWAANWREOgBBKwmBNYUaxVMt4QAIUAIEAKEACHQOQSIYjuHG6UiBAgBQuA6RYCq7ToCRLGuY0UxCQFCgBAgBAiBDiBAFNsBsCgqIUAIEAKEACHgOgJqinU9HcUkBAgBQoAQIAQIAacIEMU6hYcCCQFCgBAgBAiBziJAFNtZ5NTp6I4QIAQIAUKAELBCgCjWChC6JQQIAUKAECAEugcBotjuwdH9c/mu+Ri49uU8/3l2UWZq0ceV6qiVe8EzM9t0SvRuPVe5b3XqBp12Q2Z62Y7KC4L3qW07MVoq5oAXi7/cUfZ9ixDm4OzQ+/Lpz1f9I1NbqEv9x/qyZkeZmNZKZYmF7jVJOVoLk7rz85NCWOupsrI3IH562b9Ptgpe/Nx6asunmanbt5p+4Ld0IgQIAUKgawgQxXYNPw9Jfbj5+PSCp8DBRTsiXzKvN3281vTvE+p4Jw6D58frT15B75bK9DU/++mneWvrdmyr+3jVl7qfvv3Q4sMQcsVUi9HWYg54kV2mm/n3iWM2f94EgR1xTcaXx7z3bPqBj7cd3rH2wKsz352ZajxnJ4PT5e9KZYmFHm2Qoh3csg9lEP0hmtl8GcPOGdZHz/zq8xOsedtXc8es3yrLZvo89Yl9n7PbHwi9AePRQQgQAoRAFxEgiu0igB6QHJTX6IInj537/sylpmj9k3DbRaFNn7+06jzzD8wo/8O+pue3fTb18chhsx6+1ZKr9qF9TfP3Nf3hn5WzkiO92cmalxfXWUKtrk4e3rHlgEnUL4Wwlh3zSrY2eYcuStwD+Xz38OOBrafWbl9drtQ4hZjfHwRte+bUbTVPi+672PuFENZg/rKVhd79N0tQUlIghJ3/dO1hNvm+NYa47C33RrLDH28+D74MSH3al6bIn6xZFeqD9+5/kISEACHg9gj0DMXWrZrg7+8/cVW929e/zwv4n6aj0wue8vcZ/Ejo/xcfFjvxtii4bV+XdYZLS+XpYxAeHfEIanv9hkeO/7/Pfo1UCp4qd8PgwJCUZ5F6z50478jSy77eq3viH2u/VqS8bCzZ0sp8Q1/QjUK28x/z/CLgxpb1K6usM6lvAOoO/cno4bcMEp1/PymjUwfBZBx5W6QlSNBNL50DOr/lxuEQ75ZBIFxz0yXGLm1NAVIfveSTyUHgfx26bXOhx05YBXC6XPn6FRM8to9vS4HqXr8DlEvVx+fr75+y1eUG0RcjIghdaycuUCznS1ugsU/aKbt+1UR//6h0GN1YdXqk83a8Fds5RFG5udv64pPqnToBv07T/3rYjUP+8cu8IT5+Xl5eeQ/9+We3T4gueBKCOiuTjz8SHzPsWe14iVTKu9X09Rm4HhU6nKeBSxdcWf0OiDUz8H/hzJ3P5B/h9fYj2Ky4j3gynQYfn5Mn1i/+R77BZDp5VfSHH86+o9jZrav+sfrdA/+2LK8GjIv2YVu++dh03vzu/q1s0P3Rw8yrPnh52w0zDA/P8IeUfdDxIdU/xW7XwkHE319bCNU2pUdBX7SJJvZTpT9mqGWGJj3T+iuJmXd/lQ/rtT8+cPnbCLNtrj9U1wBiVfMBysmA4yAHSOqxTnhA2naqzysemQGdixnioUkoH7HHVt2u4GLbhjqq3IQVoB52TyN3gWLtSubAs36FNr1aa2iS/wxZkaEO4ore2kI5clNlZigr1NrSuRiVfjqCwKmLjWAWHjkooDj+3SG+fkJSYNm3Zvxp6o8mTS946uzlZsGzo+foic+D+Zedzpu5ZqL/m3PT95ma1Cbc8n241ym16OWZb89d1TJKO+1vi0ZZF3L5wqmT59E14d6iliZ+ffL8ucusBdVKiC7ro4zdMhiVzsstVgIfM+Huq8pV/3g1+8AbKUW/HLPq16u+h5ToOPseM3z+cvqBPN0/5k5YGZ1qPIcBLHI+mK9PZE5461Fd0/2rHp1Tv2VuemNoVvyS6Bt5eF87waiqNYSF2u+Hdau0GSZFHzRomSEdxxcm/CEBxxtCw9Spt643hGUZngtkwamGTJa/BcYjjL5tbmQ6y6psKk8NxtvePGDohIm+ba23pmgLQ7MqpDGnIivU0YDjKIferFVXy7Yen+1Xv35VYrop3jKKG+JN6Yl91CQ5I1dqCtJvoZYxbRa07W5q5N1MsaZqE4t/PNrSEqJT10SDkc/i4fQqcGYSdOXKGrHHOo1Lge0gMHzA0Lnj4z/5xTtgJYaoQK5wBgcXq6YvAqKVeRc8O7hcv/wAABAASURBVOZuTtr+6+zUEUG+0Hwu/HvVp7+8/c1XtymMuPXHhH1GW8suoO/J0wetOJixY+8WRI95C10KPu0dKfx6zFuvlrHTJy66KM6o3yRs2DJrQ80z//zumU+23B3Krlamb1iNc2/GJj+47bNZH1Q+/c/vfr+tfOoD/rCaW/InA4rD/EfP2/4Hvlr8+5UPn341peZU5P/++Tf/gxuYU/+Rv+00j+SiCG4fDUdVoD19kn1JTV+bmPbxGXJg9OPxzAS9mHsAv4IqAwRcnhHJPcRTfU0liwwNFO+k+MheWsOeVNlfCr/mv8COMC3IrGyyrnX9qkwDi8+yzACCU7PimSHThj8c5nDN69KdBdYXFarH5+C4pDBm+Fht3di6OL06NOtFyyge/WJWaHX64q2Mse6Uxi3zwhYSmrkIKt9djRzGyO6uaWF6h1Z0VMVjhw9Nmil2UrRFy+q7bJSG1g8mLzxLYQpTDwwKki/8TpAkQZUf7kUnZ8XQP2UrnnkQmsIwh4mrtq3A1WTu6c+NBioxPeUm7d6n/HwGCdK2trW2tbUJ18CyD/zoXuG6c2ffYQ9kJW04+fyemlnPTwYb8KX1i/+NC7RCbuJ2p/n7mp7/JHv4sbJ9z/50p0B8Qjich0X/LHvdg+hSb4bbyFR+ve7BOePYqNCh4KN2CguwMsB3YNDkkKBbBg72Hzhq8rSFv4HV1vOVX/LtS743Do8MCQ0cNNj/xuGh4/8vawRjrf/+8qgyNWPf5z9UspWFrPxE8/m0vz2bfrj5xOE3tX/7tawKq2N74N3WlMgMlqV3SHv1oYuamnJhQJHqVm+qZKzShNMexgKfK4e5fa6FgMVYgTAVLlwvDMzAx1zH3ZYSb9AWKrMSI/fCD1dNykERsS7b9HU10z6iqC5jKHw1zDPUUR3moI7WF++QWsKS4oIVdQsOhRnWdaH54PSCq7DQ+LupkXczxUavAUOTia/odHidHLkN554GcY4Jk+JKMDpBH29qAoOGahpl0H78OA9oagK9XiZ1HFAUVq+KLIZjhWAok7JqMmir0yMVrGyI1zLRWC0NENXp6bDOxAsA27UpQytRtaLZ9dXLYbdCd2Ls6y+PKGto+vI43v7kFrXB19vnlpCkv4L6CMPyaXtbZfqN+s3dOELXnz7KX5jBTPjhEzrmgZkR6Cb7gcetk/n1zIjQW6Bx34R7jiobLJxdeQK3Q0UGKPs9pLJyg0c4tPQOHzrAKjIwrjl78xuVNzySG3N//f4PK9kMQ3K2IXnlb/7HlLUXeMYmvud5IO2FZkodyp78gcHidFYMxCEm1Akli9FQ+TNo/fFPW5lleI6tmqitzKy0JWMxvpv81OH8wUqWwDHQ3itN9hqvVUzPvw2Miw9l8mgJ9cHHbT3ngDkThKhd6LgwyVahDuhbdxYVFuvVTY1cpFjMsXuOaLRtA+0xxtfJ2ydaIRp0VjBJqUSAiaRsdLI2aCjsGDMe1zJUfiHtto8NLCxrEQ7pcMdYcHTqjEBWV5QPdg/LRD46F8RTtLNQO0ODOJGBXAKfy4L85dUm8Onjzvu+6TjqHvvr5x9Ln2VoMf3zlewLjHk/MPlHWHvTvjcWVx6TKbO+Gblw8sixGGZ9nNtS8zn4+Q4a7gs/rrnQOx8AEUzfbKoUlnhb/732Gygick4kEvzlC6f48i3k1VJ/WLEM/P2O9bBWOyjyJ1xvbzpmqr8Kcbi7tGPzYZD/f39yK7/F07ltm+cubg7Nis+I9mEnzh9jg4IDoTd43xo4kNks+mICTzv4zDLeYE+Zc1SV9ilZThm9pkn825PKVmjTGRBtIEPbkmw6kuPShbsgEPicISvMJKhAMOT6xxtg3VGxTOAucvaKHPXQjKstIz/I0C2NHAYVyKq7HbAj9r/KrDAgWrS+OikAVnowrnCA3pkRaWuY3TY3Mr3aSR5CENq4QuPjYHQW7sUz8m9kqFL/CR0XKrGyGMfZz3Uyg5Mh8NE+mDG5H7t8OHPMip+NefOhMSunTCgHM+/wmdP+Tws24QtbF/8zP7v0oVtW/lpblKl972czjeeYzyOp43BHkpCLuN1pA24yeqLuHPMOTf9f0BWEQOvziNGPzAn9X7DjWgJGzckOGc7O5/00T5cKRayZ++4PzH9MShLou8aXb3kz+va33ihn7HLNGz8t/OXtK38JYqRumDtGv9rEhmunzIHlfHZ6/WMf/DJy1UMzN2SmFul+ukZn+IFF/u88lJ8Xc7Jcp609FT31HW6mZuNG38+a/9+Ww6dOHt6af5ZNvtXudIGn9JCTMF4Y1kS7LC8sl2gNHaNknjeajiJhCdY0198/c1xlk4Eletzainp84NXqo6fA1D3CUMtNg0CwLtv20aLeR0Hh1dq2OMMkrMLyW/WpC43cVYq1McTX27G5qKUCg1+qPisUFnZcN8Kgbs5MhUV8KQj6PM604Fj/CLK1dfb27m2tHLi0YC9mN/n1xWz8Htny279ljR7Frp47eeHYyZYWNvCBrEc3rIvkJDpwRu6c7NQRo1hL5TbTx9tOn/MdlmRIRl1QxkLc7lT3b9N/+4eOSFqX/EFqgBxofRF5T8aquEfUDDw4+uGCdaGhvs071kIRFwdHRqw8MPN+1IMHjLoF2uyg4WBP9g2Z99FPHrilzQRirK3790kfFDJXMxgLGPZw7rTHI72OldV9vNa0o5KFzpn+yXb5ndfv8x/77N/+IStz7+aRGbtlfEZu8OnFhdFjClefDV6Sew+vKWbkoQff2MJEWy70IP4eHb+1bERQVg36GvJrUwcoWUi+TVqC3ba+ULAwB0KvZ2IXFuK4zdnemiKOD2HjcFrmNmJeE0HqhW3DtrZ9pFLrxWkTrGFHjrFWXq6JnNeokPoV6QZhI7GdArvUyGG4spOlyosbaSXak0LQ+srsqIxSuPiLGqR46doPZ26+WXHbXN7n+ZTLth3Yyy2QL8rj6qsyNHBmUigzrFduh0OpUJNVRnN8jc0Lm53jGH0wZGBkavwnTfP3nXzmnyfT9jU9k50aLLIRVJbvdYLQPd89jaEnn3o+eiB4gxuV+hu+U3e+dH7+n+VJz88cAkEddN7DZ8Z9cDJNKOKfnz14v7/QVAPn1Ty35+RTSdjdvQdPmJxd8/y+k7/f9t3zVkL6BEb+32d/2Nf0h39+h+cPVkWOQoYWpLg56bO0fd/Nut9fuIWz93Dto9uEyDWPzkAWB08Pdgplhfcg3M3AtPgehrz4Yqldp/kVbdGKJViFLmg9RlsK69Urvl9aRf+ouyh3R/eqeNeucG4X1BrszahsB0xOP64PmNeuFt1XEjYDBypsVxu5MG45FzUwNUPLvyMhmXxhxSUq3SRzPtz68zXXOv5RJ38pGtyCrV/YIi/HcVYUVAYNwnzLX71KS+bL8s6S8rDoR1BO7QquAzNWv2ICvmLLNWNDvCQVwykJE6TiqeydLJSMTC/X1F5UT/GbccfPZoRM7qi0vgMH45s59pP5+A9yEmo/jcXXpStehFXMfj4WsuRBvjcOt3zUiftYTjcM9r/BctfOVYcit5OXGwdDx/SXbbmd5lfoX9ISLNYV1lOkXgNTWHfVC6P5+yfybkehdxs40/D3F+RRAqvUZ4+tKdpCplWZiGHs9fcXLBzigDlB3OPJ35x2vmnO04HicwjVKqxcI1xwEfYZoFdnGrkrFMsYrK1WgMmXG5rA6gTEGZZVKe31R0sLY2hJDk4tbzJoZfMU0HC8QTA9WeIw6z95u5O/P/ArvhXOdVY0N4UWCpsW/f0/frwy0wVbDshZqDVl4EelQMxIfJkP3yyIXgN2Zkl4f64c805lLYrlXss+hgzQ8RfVpZ3GlgiedwX8+uAdHaZYz6snSdwuAkCBTNwgyjmGMbmjYZOHQ2YaPvKCB3R5qV/jtJUxICToX7AEi+YELBE7bCV+CcjfP76y/T3JmKQHDxAPpObmcXF3j7jDA8YoGMqk+moLQbMXenc9n9NbthY7zKEHpb4WWYPigbuc4g18mJVLRFsdk2wP0Wua8HMT+Kkv/FQfy6zsyKY5OU8PueBzCKb6nIMoObSBrjdy1ygWSoSmKVichLPC3CS8PCc9A76jWIgDZ4nJ1HEgO+6AESGOypWnyvuSlCWuicYchNwwlSIawxItzQVD5Rxzc2cI2z3UdjMhHxQB00qS4718PC5vmGxSliWH0wUh0GsIdKZg7E0ClzCcMUMX4b0ABlO4tHFSTKbuODye0Nd4QjkalwiL4DHcoMtw8QRhxLOlm1vkhCC5CkJNLZ3dWQ68uh56woEU6s2fvqIKOBI2SVoT+Curb4EOAvqeE9qDNSBYTw6C3ELQhwmRAUCXG7nLFMvzpxMhQAgQAoQAIUAIuIgAUayLQFE0QoAQ8HQESH5C4FojQBRrjTg3pKiNA9ZR6J4QIAQIAUKAEGgfAaLY9jGiGIQAIUAIXNcIUOU7iwBRbGeRo3SEACFACBAChIBTBIhincJDgYQAIUAIEAKEQGcRIIrtLHKUjhAgBAgBQoAQcIoAUaxTeCiQECAECAFCgBDoLAJEsZ1FjtIRAoQAIUAIEAJOESCKdQoPBRIChAAhQAgQAp1FwJpi/eiPEOhhBCh7QoAQIAT6KgJWXGxNsVbBdEsIEAKEACFACBACnUOAKLZzuFEqQuDaI0AlEgKEgIchQBTrYQ+MxCUECAFCgBDwFASIYj3lSZGchAAh0FkEKB0h0EsIEMX2EvBULCFACBAChEBfR4Aotq8/YaofIUAIEAKdRYDSdREBotguAkjJCQFCgBAgBAgB+wgQxdrHhXwJAUKAECAECIHOIiCmI4oVgejzP99v3/n9/9vlQjWN3yxI37NgWc1/7Mdt+GjZngXp+3ac4sFCZIjP3fKCmt2HWq7yEH5q3vE2RN6jN/I78XRxX8G/oYhXP2loEX2c/LSeMRqXp3/+62c/X7Cipral1Tbq92X7IDdb95eyZiny+W827Fswv+zX8/cs33DsjOTLzp34cAWKt3zDCTkqBp47/N6yPQvfr7fERF86CAFCgBDoKAJEsR1FzFPjnwSK3b7TBekbmvUbGvXv177yyUXb2P95v/K59xshgukyDxQiQ3zu/rK4VvvQp3f88kAtD2SsxbQNI5c3iPeMtda+v2fm4gZ99Y2PPRTgI3vbv4DIOyNmm/+yoXn79mb927U/+0nZu4esWfbiISwCRLJy/xIKPVf7wk/LotNP6D85v/2Txr+k74946N/lyO3HXp2974WPWi60tBSk74tecUyaGVzcnvnNovcvBk8LvMm+VORLCBAChICLCBDFugiUJdr1crX9tQPlVnU9Z3xlGbKTlTfTjPqXMaZ+/+QvNo6eMZxd3X947vsCv1lHbC77cibm4JO+PDLEOtDm3rj/CYg8fGhu+YNHjdP+tWgAa7n4SpbxuDrijxImVnx2v8Ld9fQdEGPAIz/zA0bf/ZfaD0+xcc/dXWOMOWqcvOlJH3ao4dm3T7D9h9854v2C/mJtAAAQAElEQVTUqimrl09eneB9WH94HyTiM4Bff8IeWzPxN7fhPR2EACFACHQBAe8upO2ZpFsSvbzCciQ1yHkZJXO8XI/MMGeIn1jiPFMKBQR8BnuzU6cXqpiytfwv9dshzIHr5zNotCZixYuDIPxgdROcrdzVQ/vj5zY2M28gsKfvaL/lfb3t9GHGxj89dgYIw274UcLYPwDtfXFsncrszJjPgJuH+8luYMXhtw4xv4SgXwyH8k+UlbUyNui3T44aCHds0ISnRkxi7PA/Gw43t7awG24eDL7eNwfcwM61NjF21fgVkPro30XmTB4AAX3D1eaEQauf006rNy/HWIlbOlBnTBKRY+5ACveJWgKjjFf7wrsYzX3q5aIkrtWLD5hhyz3zCbuIRHvRut7I2x/omNBFvRwwkxDafmNtryodDeflxuZDMqPuTi8vpyMIZ2Ivr7gCiM1YQSyMOC6zOE9y/Z2Cnrp1zmB28K3a7S1S5U8Zlxe0sttG/OEhycfeb3MzUBrQ3v/YBB7L/t2xrxkbt+DHrhHY6fJ//sCYT/RPhkpZjfjZZGivP5RXq1ZOpVDh98SbyyB0wPynA/uhxw8XgDnxQjou/8BXWP/73zC/yazl4w31h4/U5m1oYdOGTTpXm/bbhsOaUeueG8XTSkk895ePpHfqcEqSj63e/nDJR9LgBRirIA76ht0JLs/KMgjgbSwrbtvEYlVdyZwT4SiHaw5jbQ7OGlTioQx8NIjFsaBKFwzC2h86zLwi7UbDDD3qcK1etRw6PmAaFyBIHZp7eRQgICw2ZmgIFic2CfTveiOHIQvKcMUV6OxMZ8w5s3gHdiWDbo1TkqkzJhW3CX/fZmvydQ4UX3NOhBcwcUKREFU8FycZdZntzOu7VV6Py8xnxLMvDmDnGhe9LSxStmx/7fBuUEAX3XW3w7q0HP9i/wtvwQqu91OPBSpjfazbHjVh/6ojzO+hMYVPBrhGYC2nz2Ee/RQLtjffdgN4nWmWaR/uVK75k5q/HGE+CUFzUIWFoBE/vhfO5xfONx481fz9kfq3Fp84CB5h/j8arnl9+dCmgm/unVZT4BNgWDK04Fc1H7Ghf/v73e1bsCEHD3Alc2ILwrPrxCbfVrdMY1yQbtPoSxLjCjTLLLGyw227BnQiyEqjkSu9RQ85F88PYiFpxctY3iZR0SmZE6xjUGJ1Wq9jCPMGmFuEK2QWhN+SGJuvyf5WAgWHjlhb/jAvj9VVJUjjS1ubg2hClh50dq1efFSXR9e2tuIkVvCSh5orXHg4tcYKpmgS0DTWxmCybmrkLlKsJntZgnFBrDWNbUnXVWkSkixdDyW7FocZUYmQyg1Jq25z0KtRQgb8qp+pEitmbVubgKPKm24UCIx8dEzqbezw2zWwlsmM3yz6pJXdfev/TVYwnhzZeOw+Tcmtmk/vefJY2TmfxJU/+ePdqoZ19dwP33O+bP6i4Ut+ISe1XJwy/4VvS+Z7g7/5hrV8f8QS6NrVsTdXnGdsQLqowkIin0eWjAGLcfN289Sffh417ZsstBsLMwDvkQ9N3LsfFmhj6j/58c0fVb5i9H5sScSPjxiXgxgrjN+c4+o45OEGrjMilOjzmWbO7CApbdDYKMYqjFZLMDCOME3yLEssDY8lciZPi+MyEOemZH6HJ/PBChalkdMYDxjRF9krofhAmuyPnr1yAL8K8waFzFwQc85LBSwp2zIDCEnLtsMf5o1rjSwpkQ+0PF3I7ORwVmCwmZ/wQM85uVgv474qlqC11D5Gm8Cq9vFn7Dl1dV1SI1QtSmMzKeyuRq4aCR1LZdw3NstmeovtVbOsOCtClY7bYSSdWzYgQ6MHKxOeeZBCE+f3/CR62snNxsAVNHuO3Sm5Ki3clBgKWHh2lppfwV/pVALbmJWUMT3uumHnZ6ytTRAbIGbMiwl/bW2n/vkv4dLJeVTqAj/GLma9VfvxWycOM++nXrxrpN3ot/ktXjn6N5xWb34oMH3aUCs99bE1wGT/mw5TolONczNrwJJrJ5vLTVs2yHuDm4+xQXdCfHW8qy3qe/Vd8ye1oCj7PHQbcKolZHDI659N3btRs2blXZuW+0F9fB4Kns9FleMIm7DAgr2YHbhvtrng6A/ffmSOjvlyu6PZgJzSnS9i9G1t1aBoSjLikAHEaDWUzMRYFsphOHmFWBaa3JIYvIBlb1IRZ9CsZE2+XiAc4FcNTnZRG04o0lsGZqncXvjFSqnqLslgTR7gj8L3Yf6AGnbU1Wqy2tqUOglvOTaTs45m667xsXbh423GGtZdjdxFigV4gtL+nMAU9lgzt6VkK/owRILF4dh8i4GlOEoXPEfoiRBYEBvHRNvLWuiJgvUp22KiijDKUSE2OCC/2AqMoBwpwB9c0PzsBFhVlSkcvOw4m/HCJg4X2GIlQAPynQ5WnW3SurnHldNnvv7DwgMLMmSWFQVua6vULdr/7Is/nG0SfRz9DJwWCrzYXFAzbztj0wKtmMmSavCgB6ZFvPK3UOC27zfUPGvvbR/GAp7+e9A0xlo+qY1/v0F6Q8aSB7vt7k+NMUdFN3EaG/Yj3BjccrBO1iZbqqqRY8fdEaBIJl8e4yqsz/znQgbKfuKFz0hN0IPBja/Mb24ePnRNxhggWjEEfs7VLNQ1NmtGv/mk346P4GLUpvcnb9o0evypxne22Z8MQCIPc7iqhEz5rT7GieQ4A+aWXuyeQjwkTphGKziY+4eA8ifsafCKrcguns9yImIrltUpx2Uer/dPKgnQJKjygBt7yj3O4JVjHROMYVpn4EFWbu9cq1dIkGWChVUqSV9gtNMGMKgvHDBHZMKqPGgh4GRO6aZG7t0BkGbqkYFmCUZ5AfcsdaNDQ4RmmcUzRpvA8sXZLkN7t6KH127Mq2IJf7bMjoPmpylzQ34FtrZrd6qF1Xjo0tkJAI2MCAwQ8rVYK5y0ipf2fwSBi+URJGZtMTC3vVVn++nd2bf/sJsmFX3w/fadQLQMFhjaQJ1tg4v983Sndn0OQTcM8W9X/oDfZAzjhHRD6tOh/MJxEp+gV5YMhTjb5+/92K7+N1izcg1G+HpZpe3rrTb5ek+OhszYRx+ZRKI7VZMHTD942GOTMW7Luebvz/2AV/wQVFg2bfSc2/i91elcbdqvj30Na8lLxk0bzBR/DW/9qvZjH1iCjfgRaz4Opuk7BmAGw28MZszJoq8iB7e/BH7l23YYWsQcSgvdh29vUZgEzUCcBUnFthNcyASXWnijajuQxmC2zYBog/imfbu7pSCFJ7mg+cVotLsTRlzuEJmERKfGMI+oXifqJazo47q7R9Sw40JaWjK252LkFEkttAR1oZF7d0ikmIxsTZUufQszL9cVsAQrFZZBH65ixgW4A403THkTr71CsL87arVG3Z1eXBtWULIlj5LEO3VsWV31/DR9G0eEMyvq+4r1IR5dMz6c/zo8IQdHjVVO2jAJzmscJvGkgAGBoydu/uD0518ArYLcba2tcHHmy68mbi6AIPBp3/W7OyJvwdDfZN2Vqmm/rfhNHrfyIYh2ft7LRpEX1SX4Tf7JludgNbcl69df7mhRh9ncDeQ6NNtu/tmTny9I/3zmLHx1ddzTwZMg5pH9MRM+j5qwB9eJ4ZYJKuwNf3h6zEC8tToa9c/WfHSK+T0a+ufJAxRhreWLv8oy3pD6zk847wb85F5v9s/vPznSfPiTE1uY96SoYYrIHnuJFmMcPYoSCuIc8x83rkK04qSCWKFDAXFWJRSvVc577WGAluQoWII1zvHyeml8XVsxm+Vls7JjL6Eb+dkuxQWlHQAwuPs2G6yI7mID7yportcLS3Km52B43ztispZpFGqhVMEuNHIYD6VcXPlF3ZkVvBQWu8DoqM0lFPF2aTnZpUmhMEf2fbDc1mWHi11diGo5qzZowPDBWXZOzsa1xgSt1XAQpIlidvCS87JnOJID+8YFUOm9G/PPfLH36EdF4OACbm+8bZTrtRsw6cmJrzwqvFfabqoB0zJCHhvOgBeTC07bsQYz75DfRb5yN2OnGuel19qlYUUZAU//PSJ92g1nvmjWb2jed+6GGYvGb3qSW4l9fUYBUw+/IYCrpMc31MAqrN9DQXNhMFSk55c/HHx734IvWL+7R2/JClISMCzB/qqgddyCu3XS7GH803f94Y7medM+v3d+812/u8uhYZzn63GnmYkJDCe2zgVHyxOuTaKBR3rDjU+Y79QZYWkGLjkBS5mgJZkPBSX6fA1fsg1K25TN1m40SzHc6DcEx4OKgyrRcGoebmcpThJb3F7r7jZwSVyXf9uvl8ivbU4GcJdL8+yIXWrkHaRYxtCUWmU02t9DhCqgq/vuNNCsnXR4mG0J3Gm1Pmv7rGJQl83X6ZidbU2odsO4ICn+1olDbDcKol6LOyCso3rwPbDsxKIP+g8d0v+moXABt04rM3kiLIh+KjCZvYjTlsOK6dSn0ZzKGI98dOPdP5JjDg5Z8RlEiDEkDOsH668b8XoFN+1KUQJ+8wF6GpeH+EleDn8Hj3565bR649QD5VPr90/LTRgBxIqRh2vy90+r+2ziA/x+5KNTjhpjHGR4w9jfTYXQ+g8irHb6+E2eaDTGlChfIho8ev4HMXXl9xv3x2x5bnT74qEobnqA4dfLS/U6ir0JJQyjEEvZx5BysErQAS3TZLxCZY5vs7Cs3aAlWbEEq9AFkaQxFzc7YhKTmFFF/7jgpdrepZa4ZE6wrsoFVV6dyv3v2q0XNAzHdkT3r1/nJUQTpmrK1fFGri68wxQLJKuHDmfpZsr8gtJwS5TiPTPo53OU/VcRWaC3OHlvUUmianYMMWP00KvzY62NTjNxMq4Tl4QhGkIgvkhuWxa+tweKf6xyHIHWA3Nx/rUKa4Fx4UE0gEO2Xi58/wUE8AAHauu9m9aBfRguPEBcGxF9bhrsY7VLmbEbOL3axO2yh89gP78eyrrLsrmeAe6cYArLMC6viDPj2pwwL9GWizNmmIPKXQ8NYkbldgonBeKGR2EJFiPB9LpAvwWvUFVWDVLc0z1OOOeusuzBFPq7YAznw4I8HHFx8TUkxnV0fttnTnbqZc6JsAx3AMV1w68licANQrtlsAAahh9RUOwQ6noj9+7mZjNT34ZLPkhheMRVZEcwBxwL02RuDcZ4cMRWRDHrl/ZC0qqLEnBxV8WdXG2FfgKJ0AXrovg+Zc7HMHTk1KrqFDS/Gt8ch3EEI+OBIII1ey23Ks/U1y3T8I/aCEEwTxcMI6jOKrZ+qPL0xJsBt9/mofzqiWi7g8wxa6F/GXXinp3YgvDsOmFmzI1HOFtHKflEtkonbqDgr5Pa3d+EcRUHjMLBC3AJNkj0RPtwBX4cyssLer36JR8xyjX8AfGwP6Nx2yggIM7UYUgRBwoMVxCJ2VgB8lmWrszLw/B7cEnFfcxE7KBeiuGOE7BqjQChUltEAKq+4baw8Yrxn++6t7ywBK2o643cBYqFRql+TcoKW+QwVw49xQAAEABJREFUoesKAcCyoOaKrjptfgxSGXrafh0CWFaMBz/Va9NiwJRnFRNv29oEOhTyxzOwLKSQnBDK5Wxrsy2FMTFIiq+uDsqvCEFpLUUIdIv3jNGZEPAsBFT9q03upFZ9St07HPIrRrN0B77Z0nKLuGAEoSPZ64MY49odXDxBGPFsqZdFTgiSqyBgZZFcHBaEseXaCd7jJTmolzCicjSE5gHYqF0fm2qIQM+MSQMdzFJTSwOACLwVcUzgRnCWxqOKKQTaPbtAsXbTkSchQAgQAoQAIUAIOEWAKNYpPBTYLQhQJoQAIUAIXJcIEMVel4+dKk0IEAKEACHQ8wgQxfY8xlQCIdBZBCgdIUAIeDQCRLEe/fhIeEKAECAECAH3RYAo1n2fDUlGCBACnUWA0hECboEAUaxbPAYSghAgBAgBQqDvIUAU2/eeKdWIECAECIHOIkDpuhUBothuhZMyIwQIAUKAECAEJASIYiUk6JcQIAQIAUKAEOgsAnbTWVNsM/0RAoQAIUAIEAKEQKcQsCJaa4q1CqZbQoAQIAQIAUKAEOgcAkSxLuBGUQgBQoAQIAQIgY4jQBTbccwoBSFACBAChAAh4AICRLEugERROosApSMECAFC4HpGgCj2en76VHdCgBAgBAiBHkSAKLYHwaWsCYHOIkDpCAFCoC8gQBTbF54i1YEQIAQIAULADREginXDh0IiEQKEQGcRoHSEgDshQBTrTk+DZCEECAFCgBDoQwgQxfahh0lVIQQIAUKgswhQup5AgCi2J1ClPAkBQoAQIAQIAXbNKXZrij/+pWzrMPjbUvwnrKrrcLJOJ6hfMcF/bntiYnWuqVSdrg4lJAQIAUKAEOgBBJxl6QrFArchK6oOmXuQY/ztUBH6q3h021yeQbyBi2PQ4p0NOdWtmoD+VgfmU78i3cBM+VvqefJrcNq2OMPECte3x7HXQBIqghAgBAgBQsAjEXCFYnnF4g1N8l+hlhVqU7Zyf+FkdSt4Ws71qyb6awuZtlDOAi8M8ab01+xQWGhmJQZbjtxoxgKfKweP8ucCLbn27FV0LpTXhEX3bDmUOyFACBAChEAfRcBlilXWf8airDBm+FhmR602nhnibVRSOcnWxenVyK+5M2QvvIhe09S0BtgTr93zIKkIAUKAECAECIFOI9ApirUurXLci5VZYab0xFV2zbjbPjawsKxFan61zqPde25DFlVnwQqNZ8mkLBuuGRMt0kLIREkkjJyyDc9CgMq4jcuukre/tOKL+cjJeelyFFGMdmWmCIQAIUAIEALXMQKdoliulYaGhSpwC0zVZ4VWp0cqqE4KrTdVMhYZ2t0WXoP248fRlAsHGq7TxZ1QW1O0lVmiobkCRVpsMWg7TBKZYbIYsSuymMlqqlC/KjE9UrJyG0Blz5SYW6ok/aoRoDtCgBAgBAgB13cUF/L9SYIeF49aqcFqWTQ4tRypTjthhRU/mb6u7hjQpoxIoRx+dmR//v/ZOx/gKMs7jz/JhYQTYUsjrcLZTFJlTQ6WxtIM5Shjp2OcwADScZkdUsqo3FHtROoRxKsxdxdDTzTWA8ZWNLZXIWnG9UTCgCYdixNb0Fw0sIlJN3LJpIxRL2K6CVLg0qS/3/P+3+y7u1k2YTf57rzvu+/7/Pk9z/N5/3zf58/7vs7KnVojc9EGt/Cf9stUiqoDJ0tUOc9Zu8nSoB06SnAlO6ewpEg1IC3SIqvkZEBv5S680y06DtRP4thmygEmEAABEACBpCMQQy3WzQOfdBkzl7io2lfh9Je71Qql6uVckqeuRflnHe7UXJITZbzgYI1bXdQHHOwavM2VbKdnbZCoBofSt6nFmO4w9E2sgAAIgAAIgIANgagl1hhRHG6QbdY2L3fK5vNjNlqKWU6XEJP39IvxiNFLd1IPsZaLsP/+DqUKbBvI6KwtFl6qrNsGTAYP5BEEQAAEQGBSCEQtsdHmhtpUvW7hdZuqeoU7K53kEqKbVsT917jV7dXuBvSm3bCpyDsAX3DvqyVK9z53uahsDfAvZPXdEhobIAACIAACIMAE4i6xZLSwupU0lVa0KafEW+EU3Jtr1G55vC71tcZZd7nVV0tVCDksy9i0WZN9q2VurQuZKqzBA4a1fl5poHdfhfL2DLmFxXQigLKCAAiAwLgITITECqFoqikj/OII1l2vPmjKrbyJIs7PxcqBzazlpN4Ox6sbqG/YlAub1aLqQJ1bH2PlKqd2bf2RXxmlqJrfkpEvbTrcooaq6dIdCxAAARAAARCwJxCNxMr3HNlpIelTIMSIJNbUoFcj5ZQ0c0urMYdoyJVhQr/CSXqpUYIT5RyqXjKYmsb+Qs6GkvMwUYgO+6qRyLm6iMcq85sxtGZhXlf9qbCUHC0pmhAcUVuXDliAAAiMIQAHEJimBKKR2GmKBsUGARAAARAAgSshAIm9EnqICwIgAAITSQC2k5wAJDbJdyCyDwIgAAIgkKgEILGJumfina/Pjr/12Zu/i8Jq1/+W7/Lp0+M1PU1dn1/S47Hv+wfbLuoOykr/iU6K8vMTnyubyvLSuf5XnvWVl7ds3ukrf/ZMc9+w4h55eSnQVPN++c737t/1/sEWU+qhYg61nXl8ly8oaWGy8MKJgJF/cbGrnrNa/mxP13mzuYunX36//El/s8XRHADrIAACSUQgQbIKiU2QHTHh2ThHEnv8rSiS+fRzb/2gPv1q74dbN7V+zdOmag/7Duza0nHUKkV/7hmiKK/3XNYSuNC0t3npKv8jvxz0NlxsfnPQ+8uPN69/+44nPxrSQtj+nz/78Pq2rXsHvG9eOF4/sOuHrbfvOmsTa6S7/r3vbPn4V/WDpqSF6DvjuZ0t1Lddbv/tQNWDbd8qVyyMtD97at2uge5Lf+mu/3DdpvfbtUwMnej6xycHOud/qeBazQn/IAACIHClBCCxV0pwisZfOK/hnRWd7xScqMv63kIhegL/9MTZC0ZZL5Te57d/S/PF4+WnttZcHhZp393x1cPH8puO5R9+OnNlppgzf+bfGkZCrl0++ljv4XNi0Q9yT72zou2NbM980V9/dm/byJjQF5ufbF6968IY9R05/uzHpy+lrt699NSxZU1v3LrrNjHUQBbIwCeHvcMZd2UfrMj/rwpHRl/gcBs5iuEe/z0PDoo7sn5RPJe3MYMACIBAfAhEL7HKiwmNd0fEJ30hevcUOMb1AoqYElbfdKF/nC4mI9MwUvrc7BsfeXTuPCEuNQy0mAF09XvUqqHZldeH2z7Y2UCKmP5gXcGuu25YmDlrXuashctz9x9b4S2em8ZB7OdLHx59U4hrHTvuzswQIu3aBTu2zRJi5OBBs8Bz9O5f+ja/PJy2OHNXcTpvG3Ogu4c20nIXzqQ/Ia5Z6qIAI6d8ASGGh86LBdexe1pm+gIxMsT63L/vn/vb58/9RcWNs2WEKbbo3lfgsHy6cdzls7HAZ26ynlDyahYx8/Lbl2O+azJufokXIbriJ16+JzBHE3aQp0aTaalPbvlOI698d0QchbbxsXK/mLg3GCvgHA53nSxoR5n8iI/d13tkGCyCCcxIU7TnL5rHwuJ56zKpath7T83A2P7V06+zcmXcdeM92VEdXppV+f/u0HH6/4c5t9JSTtcsnlNAKy2DnbQ0TTl33/LC7puaqnOXZppceXXu11yU7uV31Q7ji20+ar5O+9Y3HEJ8sWC56P5tX3NfoOnlgW4x61tfpwr3B8/1pZf+NHcRx51as7yS5pfxC7jl+1hCq4UUElJhfTK93czOAru7hTdQI9za95UF/3r3fZPMJMb5pZ77wZkxrmbK1SDk/b0SV74FVnkpjYkJlzNpZ2UHyYu5XfHHHA+0R2kKffAkLQhTxvlgdoQ4TdjdfcUHOV2LRITfa1vcdU71Db38+gVfZcUSp30jYQRrwd6F1Wwz3KcFgmNEv03nCYNz86eBOBV19nr8Zbut72+K3mYyh4wt7xebWY2EWDrLEKHML1X+59wFQrTv/eBXPVRhNVsOtPvYZbkrM0KF1RxJW78wpEh2qhE3M/0G8j0/OkhLyzRn+W3Xh2zY/fp92ZuzxfHyloL1b9/2nZbSN1O//oDzfmruFrPWli1Yd35g8/q2rUdSNz+Tu/hl3/0NYt3TrntjuBuwZCYBN/h93XmVPvWoD/j4K1iPjT3ue7t8whSMgqtvcRHC1sJrL3nzKr3bsuR73MSBI71K8fnbVoJSbI7561iKnTgsSSfo3M9zOoNsBV3NWiudde6x8tm4u8xvYkLovJ441iuC8jR5m7173GUdputhyOLz63ToKDBNdW4h3JW0uycvp5OX0kQf5JElVp6Bm9YaX5TLKtlWkmVsTh6L8abE54mg4ylYv/lVTfv5/U3jNTidwned+x7p0/q3V36nhdpjhUgvLc2m5mIdQdrC3OceSBfictUP249bhj6NKCI5Zzb56sFtV/5Q7yvXBjD//MTnA58qsW3DR+Mx1DPYowkyq70Y+WPLZ3+UMdMysx8/RH3MKzqbCkoze7fvvTz7jht3uoZeeZay0flK14U4JC8TuvqLxpfqhNP0lcashS4hfP4xN8f8mSmXM9THHG0t8DXBFIUtUHlZvdxe7YVo5HDVJtJXj9dZ4QvUbLLmQb5g3FNp3AHklFR6hLdin3qPoIbmV51Hg04NnjR/vfV1fuHZYFz7gr+oHbIkDM1Z8agRK2SoZHWc8IM8ssQyuo6yx17j/zEzV6WpDUGZCvaoB6rSSdNInazSo2DPwS20YmmQke0Vsi+E223kijRuMaj30bJBsqBOxu2kxd0wIi0JyS7CkcHJbXmNl9K2apmzJLflomCfelXiYOYbXg6mFoqLU7CnUbaSyUiW1jMlP1dhOfDWSTE6qiSckpIiBE2Cf6Ojf/r9O7xiP4/09w1/0jc8mJG26I55+w/dOqael5pT7PrZHani3OD99/n91Bar2pp1/Xxea/MP8F+k+aMWY/Ty6z2XF2RzR6k1kqrZVscwWx/99Ef9TefSH6hb1nxoWdMby+qK0/pPfOTZ+7ElzvmzZT/sb184r+6h1KoN/kfqL3/aN/DIplNlJ4KfR+JYyTgXUvtQs6nmwbooXM7gm2MpJ3nBlT1ZYFsLWWs2ObXOHdJXJ0dv3OLxuuuCb2elnUlfyHqYuexaDvynO4T7TotYcOY7TnNbuhZICP76lr+uXr2cCcHo8szVDCPo1F/jj6lM2SqsEBN+kEeW2Kxt3so84fWwcugiKg8s0hXjy3GBgNdV7jIUqKPMXbdJaaRq3va9ampqqCvTtEqI7voDHc7KmhLrvbM0aG6fyfNzu9ZrW1z6t+QCAV+Fz62oqfkbc9SqUeO03KF3+31CuBZaU5D5Dlp4PW5RR/Fp4gsEyba5YdxLrcr5qvQGRQza9JeXiRoyQpOvMs9fVhx0axwUfMI3//+zga5/qTjzr/+hq6ya5OjoB4/+xL/z34YDWlVP9TD/qSOKV5w6tsxb4Vw530g/9sAAABAASURBVGi4NYWa+e2K3FJqgO3qf/jgsOaevvQbLJPd9X36IzGaV4j/b1fIOiWPXl5xuHiuuCGDNaDnglLp5Ahd55vpb+E1lA79R576Bt+jWvVCx+psJc9pS9bMJZtD/xMwbIqLv3ni7OFz6Q/vdl7/+09eOZdeWr30Z88semTxyOGaD/sjp5FsIfjuUJ5EfIRbM+8/3SGU7kY+wx0O6zmuh7Va4MqfMizD4fZRi7HY9003nZh6C7MeLbFW5DUhKEshK/eF+71upatSQmF0wRerIDNJsZm11uMU5uswy6cIuuewlmRqV2GtZRUTcpBHlli6pys5GQhQq71QT0X1JFRkcqd+S1i4gZpcXm3Ucm1tMira4BZ+o8+Guzo2raULnxaa/9mgcJcbupu1rYSsN77qFaa2Hb6D7jhQTzVLyzfmhMgpLDQbDPLlBEjC5RlDC0Wk2VE4K3ymSwO3pTgrvHpTEp9swlumVdBlDJuFkcmsknK3UDJpE3YSnGd8ce6SX1d/dvwtElpS2VGuzo7Sir/00T/97m3ySnPMufJszN1cMY/6aC+cly2y0t6X18y7nVb6Bu4p7x2gFXW60LTXN6bjVvUz/rKvu4MqwV0D/92lGBxpPhwgzVuy7kvU9SsuXew/d/GSETrUWkbaF8i577Jeab3Qe4GOFjE//Tpy52mku8b3gOyC3TxffMpN0zO+QomKOQtoOTj8Zw4zhWa6cMjhLSLEKaHcxdNdoTrJT04ZN8oqhRAWuLdFiXOyRFAPn6jkrllqoQ1qv1EtJPtfSHTJVyhZX/KX5dMVUE48nsu9oci2IErfbaWpLcQ2aNJ7TNRBHo3ESnjaF2y8HhJaN9dH+agz7S191K4MPmZR+GiFU2t74SZcs5Sqgdng2P3NDVmiTg5klkeFOvSL4hQ9ypVFebioqk+O+uRcMqbxK8vp0r3tVvx0U2+t+zqX5AlqDbOLENqdU+fyhPadLNeZNy5w1VYH3m4hWeU0R0dpZfDd067a58mLXa58Tst2/uLpObPNhjKydj09hzpuhxrOLl954jbZp1uw8r2tNYNVVT2fmEOGWM+8ewdZG35uS8v91Ef7YPPml0dE5pz719DtwMALW1pWrmq5v/5zGe9yd0tvw5u9TX4W4wH/OVo/0XNZZC7YcJsQ5wP3enwvNPQermldv5PCp3533YJrZLThtvc9ey8vuPvmyuVc2/6Ka9Zs8eeGhkB/X8/R34vZrjmkszLgVFlwUxirYZ3b69F7PWwKV0TnlPAaN8pKsLAWuJHJ5T1Z4t/qcFQs8QW8otiuKqxYS8BlUPu5vNp6TKMko0GXgMUKkaUsri/x0aDWmsK27fPjHlO3FzaIzkQd5FFLrJYfWavTxcNtOgzlfrMfRiRrn7JP97WXvGKslCoJ+Pxc4VDWjSVVNKV1faEMWVQPF6n6LofD2pwbqidfufWm8IbpoLVQTUlBQZJrk6R08YFnB1tO9de//n+HX6MV2syYf308SzF7+aI6Hvpk2Jy93PWbQzduXpqWdmmEOnRpGpqRdvsDNzU989UvG6FCr5G1I7sdt8y4fLx+0HtiOGPh3P0vLVqZQYHTr+N6aOr1182gDSE+P77n7I92nt3VwG3U/Q0f0/pufoPjzNW7XXvvSv+bnsGq8rMP7/28b/7MzbsX/ftyOfyKumB3BoYWznvuB/PSpBWx+KvP353eUN62cv2HDdmZz993g+qu+E6hZRG3JAX1Oo6veCEs6F2wdN+sdP3wN5uFqSNzfElMaOgcvsf2del9rJyY7Ge13o7Li4Db3GUrC643wnG0iZ8nOIXefcVlfo/X1IAXnGDvnjK6UE+PKqyp7HJfW0+TKzrIxy2xQh5/nCOuqHlfCj0Miv2DZ+6/oRvkffsqqOHXNKpND8cGdfHWXbnqqVV/dUfLCgsnt2MHZUbpeAgxIt8SOWgjhDBzvZbHRMiQQeendAu14HJweUL5TbYbqazr19UzvuCYMfcLtEKbYXOw3NVJPaMHnF8JGUr6cqepxTc1p7iAYpndM+ZnPfzMsrZ3lr/7Rn5z04rON5btLQ79jI3FEm+kfvm2xYfeWHFKRjx14O9XXpvKzmLWuqeXn2patksRSzH33gMrKFHzpGVgzu07Ck69o1poO7T04dvmqMJ57Y2PH1vRecA86mfmkh8sbWta2vTGsrbq3CVT5QWK3GbrsDT56meuhGmzMB3tkS1Qz4u5C9ZUF+ywXqNsEpt0Z+7M8lvknytqwjQ6etKzdHUS5MerOtxe+xqREExm6ldhJ/4gV65dYXYztZlQ+6zevtS4hZ82q3yUmu8VyTQ9Lta41XpKj7FaeKebOtvLOpyVRg+uKZAib4bBxi2yx7RwZ6Wzo8yt94Z27yuQ7qJ73xbdkSUtuGacta2ZKqw8UEsd9yvT4kcL5ErohexGNT0qx09Nqc+EyRZj/fwca0cbY0lH5xYP3UaYng0IndbkuVK1dfHB/a7a52ll8lKVKaVec+2s2VwHlVvjWWSEiJiakRHxkDXSCGXB8LWsZcycd62qwhb3pN0oqpYHf6gzl84gfVgTX2L05h+WTKPiEsaCpMIddUoXLG/S2aHd49LJmGetF3KAhJiVi4lLuyAoZ7eiNHT5UlvCgi9E8vlg9SKQEKW40kzIa5fbMvybdr3DoVxXpfVkrsLKAkS5mPiDPOL1ilqo5fhY2eVJ/a3evErfSXVEElUfvR51YCHpsNtXuUTow51CFbGImqqEsB3+Tg2/lJZu0O1zCW43pm7g1kpRTk3BlIjDkV/m8vDg4V7/aZ/uSNmwHDFq6pTDAA9mdsuYcsHi5w1oRVDDmf+KquWT5jIwFZi6YQLKOExuASOxV/Px6gYKZo4nPOIlLRJTCneHaIk3ORsz/27+5Ovr5BQNqYQkULifziZ9tISbj0nlsCcJFEIZXtAollTm6Wecq4xfHKEc7WzS1gLdRW51uMq5CzaLA9LMZ4fPI08Aj6/yao+/lXrJ1wq/UAmowzXkxcSpje1wG2d3Lz+BoD43HHQhcpiCUUmTe+rdU+CQ10BrEzG3Xgi97YEf1vBbnqBN7kKHy/1EH+QRJZYyRwec3gkaCBKnwv0Wr5KiQo6wrTmgyhJtmScS7FAWlDOfA1rSat5fog4SphPDlE71Nh48nFVUTcnoztYjhm2ps3xITg/GK4b4cX7GPj9H1V8Ops7GFUeYs7G/kIMZpii1DdVqlOAykh8mEJh0ApazyThzlTNCHrqFRSXG+Bc6eo0zUcmsjQUh5IlvOjUouHF2KEMlyOmqTTJ7VB5jMk5zI5/kqxdBKamec2WTAiiTHuyqlSheCfNVi8ok977JJl8JjYu2gig4jCn4lFq17mvTKSCPIuuuV8gQwIB+qERgEY3ERjAxad5ICARAAARAAASSiAAkNol2FrIKAiAAAiCQTAQgsXHZW7KpIXHbVeJSRhgBARAAARAYHwFI7Ph4ITQIgAAIgAAIREkAEhslKASblgRQaBAAARC4AgKQ2CuAh6ggAAIgAAIgYE8AEmvPBj4gAAKxEkA8EAABIhCNxMoXf2jvQ6E4mEAABEAABEAABCISiEZiIxpBABAAARAAgbgQgJEpRQASO6V2JwoDAiAAAiCQOATGL7HKe8N5Kd9HSgtTG7L6alBy5El/vXjilBc5AQEQAAEQmIoEErJM45dYLobX/eoGfk0jzfyS/bJ93ezau6fAXeesbCVXObUu8Uf/qTs2gBkEQAAEQAAEpg6B2CTW9DU6/niO/HKH6K2v8wuP6QtuOSUlRVOHFEoCAiAAAiAAAuMiEJvEhkzCf7pDuO/kL+2E9L4CR0QFARAAARAAgeQjEEeJ5cL7unr5DzMIgAAIgAAITHsCcZRY55I89TvP055qwgBARkAABEAABK4egThKbNZaj1PUubdoQ5watxbwMCg59lh3vHolRcogAAIgAAIgMKkE4iixImtbs6/C6fXw8zo0u30u4e/t7fJRgdCATBAwJREBZBUEQAAErpxANBKbVXIyENhfqCZWVB0INJfkqFtCFNJ2tTZymFRWPq8jFyerS4qyFJfmbVl6BKyAAAiAAAiAwHQgEI3ETgcOKCMIgEBcCMAICICAQQASa7DAGgiAAAiAAAjEkQAkNo4wYQoEQAAEYiWAeFORACR2Ku5VlAkEQAAEQCABCEBiE2AnIAsgAAIgAAKxEkjkeJDYRN47yBsIgAAIgEASE4DEJvHOQ9ZBAARAAAQSmUBiS2wik0PeQAAEQAAEQCAsAUhsWDzwBAEQAAEQAIFYCUBiYyWX2PGQOxAAARAAgatOIFhi5+AHAiAAAiAAAiAQE4EgUQ+W2CBvbILANCOA4oIACIBA3AhAYuOGEoZAAARAAARAwEwAEmumgXUQAIFYCSAeCIDAGAKQ2DFI4AACIAACIAAC8SAAiY0HRdgAARAAgVgJIN4UJgCJncI7F0UDARAAARC4mgQgsVeTPtIGARAAARCIlUASxIPEJsFOQhZBAARAAASSkQAkNhn3GvIMAiAAAiCQBAQSVGKTgByyCAIgAAIgAAJhCUBiw+KBJwiAAAiAAAjESgASGyu5BI2HbIEACIDARBHoeTIvJSUl78meiUpggu1eQf57nlpMRU9J+f6xceUREjsuXAgMAiAAAtOSwJmnSF1zHuqkwnc+lENqk5BC28NCuPipELcAZ2zyL92pONap2BDSI8XSK6e0nYouxIHVctMUQDrbLSCxdmTgPs0IoLggAAK2BHqeWl/auenoqP6rr8q/xTZ04nlEyH/uE916yeRKzSqlDKSva2vFoiqrd3fVotrS6KrykFgFJJYgAAIgAAJ2BDrfaxcb3arucKA122vWZPNKcsyx5b/nqR9LfW3bbi1q9va20Y4dVjcbDpBYGzBwBgEQiI4AQk0TArU/DtUAK4TSwSmbT3lRfETlwe7mNltuks176gz7Kl7HZM8uxVHbnDkAbamT6ijEse+rLvynG6T6ZUqKnhYbjTTb5d823plXXqAbi58E6att8JAekNiQWOAIAiAAAiCgE1hVU79RtJdyH2yKtRvySDF10G6sl82ro6PdT+TWrlV1VI8ceqW9dPWL9yoNsLJGeKz4ZnNbdHeV6KQuVRLj1Qc26i3UR/NLc+SAo54/tJLZ1j9QEPqPONnnP0zUzvc6Re6tuWFCRPaCxEZmhBAgAAIgMAEEksrkmhpS0aObKM+1csCPKrTHvLVi09GaNeTOU/aOo1WLOksrjNFC7Bp63njU3AB7pKZW5FaV623R2at2rMoWPa+82Jn7RKXuusq9URyoIevZOzooP1KbQ1sPdrXJvxJMGcDFtWSatYqyouJKAG15TBn7RKGiHFoMidXQ4R8EQAAEQCAsgVUvkq6Njn5QlStqV3NtsqezVeQuNlf0snPzhWjtjLJ2qafGerbo3u/epDsoK9yHatG/tbWKR2zLMflXzViGO2nCn30LlUQNoP3l3rpIW43uHxIbHSeEAgFHq+frAAADEElEQVQQAAEQUAjctP3oE7lSR1kCFbc4LNupYTaEGb0VWso7LWpWhQg1Hicj/2FjrSneKDpfOGS+W+CBTtQcXhW10EJiwyKGJwiAAAiAwBgCnW38gKwQq4o3ic4XXzGpENdrRX6uOtzWRjXH2BOyytjaKQdDmXy51ljrpYZhk1s8VrX8h7clS/fQamWIVvigdr6QWDsycAcBEAABEGACPcrQX24ZVjdXHxAb5VDbVeVVue2lq7WHRHueXF3arnapStWsrVEHGMsnUzm2zSyrjKXrtUHLZ57K4+Syt/+EOl9XGyOHjxSrnaC0EvWI4jD5t8mN6rzqxW7uWr7Z8kIrWUY1QMS/RJPYiBlGABAAARAAgUklwGOL6lnqeJhPSooyhFgd4nTT9o76jXp3ac5DouqDju1Kl+qamqObRO1aJdJqcejoxnC5XlUzenSjOmg5JeXm0nwhuPa6pma0fqNmJCVlbWvVYnbnvlvq8w05olg3oqT8/WPh8i+zpOdfiUHazUmzF7cMdz+Raw5Axee+2xf1MVgczm6GxNqRgTsIgAAIgIBGgKSOukG1SdVXxdPipemr9FKHF3EscicRpSV7sOaNam9QYgdlpgAcVJlrXlyliliQ/R3sLi2Mff8DK6IS3VgqWmgxMmrkn24RjKD6miVvSlq6H61EP5IZEqvs2uRfogQgAAIgAAIJRgASm2A7BNkBARAAARCYKgQgsVNlT6IcsRJAPBAAARCYIAKQ2AkCC7MgAAIgAALTnQAkdrofASg/CMRKAPFAAAQiEIDERgAEbxAAARAAARCIjQAkNjZuiAUCIAACsRJAvGlDABI7bXY1CgoCIAACIDC5BCCxk8sbqYEACIAACMRKIOniQWKTbpchwyAAAiAAAslBABKbHPsJuQQBEAABEEg6AgkjsUlHDhkGARAAARAAgbAEILFh8cATBEAABEAABGIlAImNlVzCxENGQAAEQAAEEpMAJDYx9wtyBQIgAAIgkPQEILFJvwtRgFgJIB4IgAAITCwBSOzE8oV1EAABEACBaUvgrwAAAP//LffxbAAAAAZJREFUAwDKm6+CdP1wNwAAAABJRU5ErkJggg==\" alt=\"\"/>Since Buckingham recommended making additional P/E calculations using estimates as far out as 2028, we did this using calendar-year estimates from analysts polled by FactSet. But estimates for 2028 weren't available for every company. So the "further forward P/E" column uses Monday's closing prices and consensus estimates for calendar 2028 for all of the companies except Bank OZK <a href=\"https://laohu8.com/S/OZK\">$(OZK)$</a>, Meritage Homes (MTH) and PNC Financial Services <a href=\"https://laohu8.com/S/PNC\">$(PNC)$</a>, for which 2027 EPS estimates have been used.</p><h2 id=\"id_1428648024\">How 'the buzz' can hurt investors and traders</h2><p>The recent action for bitcoin (BTCUSD), with a 32% decline from the 2025 intraday high of $125,482 through Monday's last quoted price of $85,468, provides an example of how a high concentration in an asset can backfire. As recently as Oct. 6, bitcoin's price was up 35% for 2025. Through Monday, the price was down 9% year to date. Bitcoin prices for this article were provided by CoinDesk.</p><p>Strategy Inc. (MSTR) is the best-known among the companies whose main business strategies have been raising money to buy and hold bitcoin. As of June 30, the company reported bitcoin holdings that made up 99.4% of its total assets. So it is fair to say that the book value of Strategy is the market value of its bitcoin.</p><p>This is how investors and traders in the stock market valued Strategy, relative to its bitcoin holdings, based on the last-quoted bitcoin prices and the market capitalization of the company's common stock at the close on these days:</p><p>-- On July 31, when the company reported its second-quarter results, Strategy said it had expanded its holdings, "into July," to 628,791 bitcoins. As of July 31, those bitcoins were worth $73.4 billion. Strategy's market cap that day was $113.9 billion. The stock was trading at a 55% premium to the value of the company's bitcoin.</p><p>-- On Oct. 30, when Strategy reported its third-quarter results, the company specifically said it held 640,808 bitcoins as of Oct. 26. Strategy's bitcoins were worth $72.8 billion that day, and the company's market cap was $83 billion. So the stock was trading at a 14% premium to the company's bitcoin.</p><p>-- On Monday, Strategy lowered its operating guidance because of bitcoin's price decline and announced it had set aside a $1.4 billion reserve in dollars to cover its next 21 months of dividend payments. The company also said it had increased its holdings to 650,000 bitcoins. At the end of the day, Strategy's bitcoins were worth $55.6 billion and the company's market cap was $49.3 billion. So the stock closed at an 11% discount to the value of the company's bitcoin.</p><p>So Strategy's stock has traded as a leveraged bet on bitcoin. And some investors or traders have juiced the bets even further with leveraged exchange-traded funds. For example, the T-Rex 2X Long MSTR Daily Target ETF MSTU was down 7.1%, while Strategy's stock declined 3.3%. This type of leveraged ETF is designed to double the performance of the underlying stock on one day only. A leveraged ETF of this type, or a reverse leveraged ETF (designed to move in the opposite direction of the underlying stock's price) is meant to be an intraday trading tool. But that hasn't stopped some investors from loading up and staying in for longer periods. Year to date through Monday, MSTU was down 85.2%, while Strategy's stock was down 40.8% for 2025.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>17 Dividend-Stock Bargains From A Value Manager With A Stellar Track Record</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\n17 Dividend-Stock Bargains From A Value Manager With A Stellar Track Record\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/150f88aa4d182df19190059f4a365e99);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Dow Jones </p>\n<p class=\"h-time\">2025-12-03 13:22</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.</p><p>John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated "buy" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.</p><p>The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.</p><p>'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Prudent Speculator</p><p>Recent market events underline the case for diversification. To illustrate that point, we looked at this year's action for bitcoin (BTCUSD) and <a href=\"https://laohu8.com/S/MSTR\">Strategy</a> Inc. (MSTR). That section is at the end of this article and summarizes how investors and traders poured gasoline onto a specific asset.</p><h2 id=\"id_3328003425\">Buckingham's dividend stocks</h2><p>The Prudent Speculator is an investment newsletter that has been published monthly since 1977. Buckingham and his team run four value-stock portfolios. The flagship Prudent Speculator Portfolio has the highest ranking among newsletter portfolios tracked by the Hulbert Financial Digest for 30 years through Oct. 31.</p><p>Here is a summary of how the Prudent Speculator Portfolio has performed through Oct. 31, compared with returns for the Russell 3000 Value Index XX:RAV and the S&P 500 SPX. Returns include reinvested dividends and are net of fees paid by Kovitz clients whose money is managed per the Prudent Speculator's strategy.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/972c9a1477df5308c641bd3c7548659c\" tg-width=\"633\" tg-height=\"276\"/></p><p>Value stocks are generally considered to be those of mature companies that trade at relatively low prices relative to earnings, sales or book value. Growth stocks tend to be more expensive, for companies that are expected to increase sales and profits more quickly than those in the value camp.</p><p>During a bull market led by the technology sector, it might be a surprise to see a value-oriented strategy outperforming the S&P 500 over the past year. Buckingham told MarketWatch this was in part a result of having a good level of AI exposure, even though "deep value" stocks made up most of the portfolios managed by his team.</p><p>He said that the TPS team tends to hold more tech stocks than other value managers and to have "lower exposure to financials than a typical value manager." He and his colleagues aim to hold stocks for at least three years and stick with long-term successes. These can include growth stocks selected when the Prudent Speculator team believes they are undervalued by the market. Long-term holdings include Apple Inc. <a href=\"https://laohu8.com/S/AAPL\">$(AAPL)$</a>, Broadcom Inc. <a href=\"https://laohu8.com/S/AVGO\">$(AVGO)$</a> and Alphabet Inc. <a href=\"https://laohu8.com/S/GOOGL\">$(GOOGL)$</a>.</p><p>Alphabet was actually added to the Russell 1000 Value Index RLV on June 30. The stock returned 78.8% from that date through Monday. Buckingham said that Alphabet "qualified as growth at a reasonable price" when he started to buy the stock in 2018, when its forward price-to-earnings ratio was 25. That was not a low valuation, however, "if you did a cash-adjusted P/E, the business was being valued at a lower multiple," he said. Alphabet's forward P/E, based on Monday's closing price and the consensus 12-month earnings-per-share estimate among analysts polled by LSEG, is 28.2.</p><p>"We planted our seeds, we watered the crops and some we trimmed. The challenge for most investors is to wait for that reward," Buckingham said. Regardless of an investor's long-term strategy, it is important not to panic and sell during broad stock-market declines, he added, saying: "Your reward can come when you least expect it." In other words, if you move money to the sidelines during a broad market decline, you are likely to return well after a recovery has started and hurt your overall long-term performance.</p><p>"It is great to be a stock picker," Buckingham said, in part because of an elevated level of volatility for individual stocks. He cited the group of megacap tech stocks known as the Magnificent Seven: "The amount of 20% declines in individual stocks is massive. It is as if twice a year you have bear markets for these stocks," he said, referring to declines of 20% or more. "This is something people need to understand. You have to be wired properly."</p><p>Buckingham said three stocks that TPS had recently added to portfolios and that had suffered significant declines were Adobe Inc. <a href=\"https://laohu8.com/S/ADBE\">$(ADBE)$</a>, <a href=\"https://laohu8.com/S/CRM\">Salesforce</a> Inc. (CRM) and Accenture PLC <a href=\"https://laohu8.com/S/ACN\">$(ACN)$</a>.</p><p>The Prudent Speculator team monitors about 2,800 liquid stocks of companies that are publicly traded in the U.S. These can include secondary listings of non-U.S. companies. They score stocks by a variety of metrics to identify those that trade at relatively inexpensive price multiples to sales, earnings, free cash flow, book value or by total enterprise value to operating earnings.</p><p>The TPS team sets three-to-five-year price targets based on their qualitative assessments and expectations for the companies' long-term prospects. This is in contrast to analysts who work for brokerage firms and usually set 12-month targets.</p><p>There are typically 120 companies that are rated "buy" through the team's ongoing analysis, across the four portfolios. Positions will be trimmed as stocks move closer to the target prices.</p><p>Buckingham shared a list of 30 stocks that he recommends with dividend yields that are at least twice as high as the S&P 500's weighted dividend yield, which is 1.15%, according to FactSet.</p><p>Then we narrowed the list to 17 stocks with forward P/E multiples that were less than half the S&P 500's, which is currently 22, according to LSEG. In light of his team's three-to-five-year outlook, Buckingham suggested that we also look at prices relative to consensus EPS estimates for 2027 or 2028.</p><p>Here are the 17 dividend stocks sorted by forward P/E, based on Monday's closing prices and consensus EPS estimates for the next 12 months among analysts polled by LSEG:</p><p><img 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\" alt=\"\"/>Since Buckingham recommended making additional P/E calculations using estimates as far out as 2028, we did this using calendar-year estimates from analysts polled by FactSet. But estimates for 2028 weren't available for every company. So the "further forward P/E" column uses Monday's closing prices and consensus estimates for calendar 2028 for all of the companies except Bank OZK <a href=\"https://laohu8.com/S/OZK\">$(OZK)$</a>, Meritage Homes (MTH) and PNC Financial Services <a href=\"https://laohu8.com/S/PNC\">$(PNC)$</a>, for which 2027 EPS estimates have been used.</p><h2 id=\"id_1428648024\">How 'the buzz' can hurt investors and traders</h2><p>The recent action for bitcoin (BTCUSD), with a 32% decline from the 2025 intraday high of $125,482 through Monday's last quoted price of $85,468, provides an example of how a high concentration in an asset can backfire. As recently as Oct. 6, bitcoin's price was up 35% for 2025. Through Monday, the price was down 9% year to date. Bitcoin prices for this article were provided by CoinDesk.</p><p>Strategy Inc. (MSTR) is the best-known among the companies whose main business strategies have been raising money to buy and hold bitcoin. As of June 30, the company reported bitcoin holdings that made up 99.4% of its total assets. So it is fair to say that the book value of Strategy is the market value of its bitcoin.</p><p>This is how investors and traders in the stock market valued Strategy, relative to its bitcoin holdings, based on the last-quoted bitcoin prices and the market capitalization of the company's common stock at the close on these days:</p><p>-- On July 31, when the company reported its second-quarter results, Strategy said it had expanded its holdings, "into July," to 628,791 bitcoins. As of July 31, those bitcoins were worth $73.4 billion. Strategy's market cap that day was $113.9 billion. The stock was trading at a 55% premium to the value of the company's bitcoin.</p><p>-- On Oct. 30, when Strategy reported its third-quarter results, the company specifically said it held 640,808 bitcoins as of Oct. 26. Strategy's bitcoins were worth $72.8 billion that day, and the company's market cap was $83 billion. So the stock was trading at a 14% premium to the company's bitcoin.</p><p>-- On Monday, Strategy lowered its operating guidance because of bitcoin's price decline and announced it had set aside a $1.4 billion reserve in dollars to cover its next 21 months of dividend payments. The company also said it had increased its holdings to 650,000 bitcoins. At the end of the day, Strategy's bitcoins were worth $55.6 billion and the company's market cap was $49.3 billion. So the stock closed at an 11% discount to the value of the company's bitcoin.</p><p>So Strategy's stock has traded as a leveraged bet on bitcoin. And some investors or traders have juiced the bets even further with leveraged exchange-traded funds. For example, the T-Rex 2X Long MSTR Daily Target ETF MSTU was down 7.1%, while Strategy's stock declined 3.3%. This type of leveraged ETF is designed to double the performance of the underlying stock on one day only. A leveraged ETF of this type, or a reverse leveraged ETF (designed to move in the opposite direction of the underlying stock's price) is meant to be an intraday trading tool. But that hasn't stopped some investors from loading up and staying in for longer periods. Year to date through Monday, MSTU was down 85.2%, while Strategy's stock was down 40.8% for 2025.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU0466842654.USD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"A\" (USD) ACC","LU1043141396.HKD":"NINETY ONE GSF GLOBAL FRANCHISE \"A\" (HKD) ACC","LU2860962120.EUR":"CPR INVEST - ARTIFICIAL INTELLIGENCE \"A2\" (EUR) ACC A","CMCSA":"康卡斯特","LU0672654240.SGD":"FTIF - Franklin US Opportunities A Acc SGD-H1","LU1267930573.SGD":"TEMPLETON GLOBAL \"AA\" (SGD) ACC A","LU0820562030.AUD":"ALLIANZ INCOME AND GROWTH \"AMH2\" (AUDHDG) H2 INC","LU2168564149.EUR":"AZ ALLOCATION - TREND \"BAZ\" (EUR) ACC","BK4574":"无人驾驶","CIVI":"Civitas Resources","LU0109392836.USD":"富兰克林科技股A","LU0234572021.USD":"高盛美国核心股票组合Acc","LU0354030438.USD":"富国美国大盘成长基金Cl A Acc","LU2191332357.HKD":"SCHRODER ISF SUSTAINABLE MULTI-ASSET INCOME \"A\" (HKDHDG) INC","SG9999014914.USD":"UNITED GLOBAL QUALITY GROWTH (USDHDG) INC","LU0251131958.USD":"FIDELITY AMERICA \"A\" (USD) ACC","LU1974910355.USD":"Allianz Thematica Cl AMg DIS USD","OZK":"欧扎克银行","LU0784383803.USD":"BGF GLOBAL MULTI-ASSET INCOME FUND \"A\" (USD) INC A","LU0251142724.SGD":"Fidelity America A-SGD","LU2272731600.USD":"Allianz Global Intelligent Cities AM Dis USD","LU0994945656.USD":"NINETY ONE GSF GLOBAL FRANCHISE \"A\" (USD) INC 2","LU2023250330.USD":"ALLIANZ INCOME AND GROWTH \"AMG\" (USD) INC","LU0354030511.USD":"ALLSPRING U.S. LARGE CAP GROWTH \"I\" (USD) ACC","SG9999015945.SGD":"LionGlobal Disruptive Innovation Fund A SGD","LU0545562505.USD":"NINETY ONE GSF GLOBAL QUALITY DIVIDEND GROWTH \"A\" (USD) INC","BK4571":"数字音乐概念","OMC":"宏盟集团","LU2430703095.HKD":"WELLINGTON MULTI-ASSET HIGH INCOME \"AM4\" (HKD) INC","LU1037948541.HKD":"AB LOW VOLATILITY EQUITY PORTFOLIO \"A\" (HKD) ACC","IE00B19Z9Z06.USD":"Legg Mason ClearBridge - US Aggressive Growth A Acc USD","SGXZ81514606.USD":"大华环球创新基金A Acc USD","LU0061475181.USD":"THREADNEEDLE (LUX) AMERICAN \"AU\" (USD) ACC","LU0553294199.USD":"BGF GLOBAL EQUITY INCOME \"A5G\" (USD) INC","PRU":"保德信金融","LU1712237335.SGD":"Natixis Mirova Global Sustainable Equity H-R-NPF/A SGD","LU1267930490.SGD":"TEMPLETON GLOBAL EQUITY INCOME \"AS\" (SGD) INC A","LU0306806265.USD":"SCHRODER ISF GLOBAL DIVIDEND MAXIMISER \"A\" ACC","LU1366192091.USD":"ALLIANZ US EQUITY PLUS \"AM\" (USD) INC","BK4566":"资本集团","LU2756315664.SGD":"ALLIANZ INCOME AND GROWTH \"AMI\" (SGDHDG) INC","LU1814569148.SGD":"WELLINGTON GLOBAL QUALITY GROWTH \"D\" (SGDHDG) ACC"},"source_url":"https://dowjonesnews.com/newdjn/logon.aspx?AL=N","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2588546050","content_text":"The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated \"buy\" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Prudent SpeculatorRecent market events underline the case for diversification. To illustrate that point, we looked at this year's action for bitcoin (BTCUSD) and Strategy Inc. (MSTR). That section is at the end of this article and summarizes how investors and traders poured gasoline onto a specific asset.Buckingham's dividend stocksThe Prudent Speculator is an investment newsletter that has been published monthly since 1977. Buckingham and his team run four value-stock portfolios. The flagship Prudent Speculator Portfolio has the highest ranking among newsletter portfolios tracked by the Hulbert Financial Digest for 30 years through Oct. 31.Here is a summary of how the Prudent Speculator Portfolio has performed through Oct. 31, compared with returns for the Russell 3000 Value Index XX:RAV and the S&P 500 SPX. Returns include reinvested dividends and are net of fees paid by Kovitz clients whose money is managed per the Prudent Speculator's strategy.Value stocks are generally considered to be those of mature companies that trade at relatively low prices relative to earnings, sales or book value. Growth stocks tend to be more expensive, for companies that are expected to increase sales and profits more quickly than those in the value camp.During a bull market led by the technology sector, it might be a surprise to see a value-oriented strategy outperforming the S&P 500 over the past year. Buckingham told MarketWatch this was in part a result of having a good level of AI exposure, even though \"deep value\" stocks made up most of the portfolios managed by his team.He said that the TPS team tends to hold more tech stocks than other value managers and to have \"lower exposure to financials than a typical value manager.\" He and his colleagues aim to hold stocks for at least three years and stick with long-term successes. These can include growth stocks selected when the Prudent Speculator team believes they are undervalued by the market. Long-term holdings include Apple Inc. $(AAPL)$, Broadcom Inc. $(AVGO)$ and Alphabet Inc. $(GOOGL)$.Alphabet was actually added to the Russell 1000 Value Index RLV on June 30. The stock returned 78.8% from that date through Monday. Buckingham said that Alphabet \"qualified as growth at a reasonable price\" when he started to buy the stock in 2018, when its forward price-to-earnings ratio was 25. That was not a low valuation, however, \"if you did a cash-adjusted P/E, the business was being valued at a lower multiple,\" he said. Alphabet's forward P/E, based on Monday's closing price and the consensus 12-month earnings-per-share estimate among analysts polled by LSEG, is 28.2.\"We planted our seeds, we watered the crops and some we trimmed. The challenge for most investors is to wait for that reward,\" Buckingham said. Regardless of an investor's long-term strategy, it is important not to panic and sell during broad stock-market declines, he added, saying: \"Your reward can come when you least expect it.\" In other words, if you move money to the sidelines during a broad market decline, you are likely to return well after a recovery has started and hurt your overall long-term performance.\"It is great to be a stock picker,\" Buckingham said, in part because of an elevated level of volatility for individual stocks. He cited the group of megacap tech stocks known as the Magnificent Seven: \"The amount of 20% declines in individual stocks is massive. It is as if twice a year you have bear markets for these stocks,\" he said, referring to declines of 20% or more. \"This is something people need to understand. You have to be wired properly.\"Buckingham said three stocks that TPS had recently added to portfolios and that had suffered significant declines were Adobe Inc. $(ADBE)$, Salesforce Inc. (CRM) and Accenture PLC $(ACN)$.The Prudent Speculator team monitors about 2,800 liquid stocks of companies that are publicly traded in the U.S. These can include secondary listings of non-U.S. companies. They score stocks by a variety of metrics to identify those that trade at relatively inexpensive price multiples to sales, earnings, free cash flow, book value or by total enterprise value to operating earnings.The TPS team sets three-to-five-year price targets based on their qualitative assessments and expectations for the companies' long-term prospects. This is in contrast to analysts who work for brokerage firms and usually set 12-month targets.There are typically 120 companies that are rated \"buy\" through the team's ongoing analysis, across the four portfolios. Positions will be trimmed as stocks move closer to the target prices.Buckingham shared a list of 30 stocks that he recommends with dividend yields that are at least twice as high as the S&P 500's weighted dividend yield, which is 1.15%, according to FactSet.Then we narrowed the list to 17 stocks with forward P/E multiples that were less than half the S&P 500's, which is currently 22, according to LSEG. In light of his team's three-to-five-year outlook, Buckingham suggested that we also look at prices relative to consensus EPS estimates for 2027 or 2028.Here are the 17 dividend stocks sorted by forward P/E, based on Monday's closing prices and consensus EPS estimates for the next 12 months among analysts polled by LSEG:Since Buckingham recommended making additional P/E calculations using estimates as far out as 2028, we did this using calendar-year estimates from analysts polled by FactSet. But estimates for 2028 weren't available for every company. So the \"further forward P/E\" column uses Monday's closing prices and consensus estimates for calendar 2028 for all of the companies except Bank OZK $(OZK)$, Meritage Homes (MTH) and PNC Financial Services $(PNC)$, for which 2027 EPS estimates have been used.How 'the buzz' can hurt investors and tradersThe recent action for bitcoin (BTCUSD), with a 32% decline from the 2025 intraday high of $125,482 through Monday's last quoted price of $85,468, provides an example of how a high concentration in an asset can backfire. As recently as Oct. 6, bitcoin's price was up 35% for 2025. Through Monday, the price was down 9% year to date. Bitcoin prices for this article were provided by CoinDesk.Strategy Inc. (MSTR) is the best-known among the companies whose main business strategies have been raising money to buy and hold bitcoin. As of June 30, the company reported bitcoin holdings that made up 99.4% of its total assets. So it is fair to say that the book value of Strategy is the market value of its bitcoin.This is how investors and traders in the stock market valued Strategy, relative to its bitcoin holdings, based on the last-quoted bitcoin prices and the market capitalization of the company's common stock at the close on these days:-- On July 31, when the company reported its second-quarter results, Strategy said it had expanded its holdings, \"into July,\" to 628,791 bitcoins. As of July 31, those bitcoins were worth $73.4 billion. Strategy's market cap that day was $113.9 billion. The stock was trading at a 55% premium to the value of the company's bitcoin.-- On Oct. 30, when Strategy reported its third-quarter results, the company specifically said it held 640,808 bitcoins as of Oct. 26. Strategy's bitcoins were worth $72.8 billion that day, and the company's market cap was $83 billion. So the stock was trading at a 14% premium to the company's bitcoin.-- On Monday, Strategy lowered its operating guidance because of bitcoin's price decline and announced it had set aside a $1.4 billion reserve in dollars to cover its next 21 months of dividend payments. The company also said it had increased its holdings to 650,000 bitcoins. At the end of the day, Strategy's bitcoins were worth $55.6 billion and the company's market cap was $49.3 billion. So the stock closed at an 11% discount to the value of the company's bitcoin.So Strategy's stock has traded as a leveraged bet on bitcoin. And some investors or traders have juiced the bets even further with leveraged exchange-traded funds. For example, the T-Rex 2X Long MSTR Daily Target ETF MSTU was down 7.1%, while Strategy's stock declined 3.3%. This type of leveraged ETF is designed to double the performance of the underlying stock on one day only. A leveraged ETF of this type, or a reverse leveraged ETF (designed to move in the opposite direction of the underlying stock's price) is meant to be an intraday trading tool. But that hasn't stopped some investors from loading up and staying in for longer periods. Year to date through Monday, MSTU was down 85.2%, while Strategy's stock was down 40.8% for 2025.","news_type":1,"symbols_score_info":{"OMC":2,"OZK":2,"CIVI":2,"PRU":2,"CMCSA":2}},"isVote":1,"tweetType":1,"viewCount":189,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0}],"hots":[{"id":506779601957776,"gmtCreate":1764747313668,"gmtModify":1764749008021,"author":{"id":"4126082014368222","authorId":"4126082014368222","name":"jimmi","avatar":"https://static.laohu8.com/default-avatar.jpg","crmLevel":1,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4126082014368222","idStr":"4126082014368222"},"themes":[],"title":"","htmlText":"Share your opinion about this news…","listText":"Share your opinion about this news…","text":"Share your opinion about this news…","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":1,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/506779601957776","repostId":"2588546050","repostType":2,"repost":{"id":"2588546050","kind":"highlight","weMediaInfo":{"introduction":"Dow Jones publishes the world’s most trusted business news and financial information in a variety of media.","home_visible":0,"media_name":"Dow Jones","id":"106","head_image":"https://static.tigerbbs.com/150f88aa4d182df19190059f4a365e99"},"pubTimestamp":1764739331,"share":"https://ttm.financial/m/news/2588546050?lang=en_US&edition=fundamental","pubTime":"2025-12-03 13:22","market":"sg","language":"en","title":"17 Dividend-Stock Bargains From A Value Manager With A Stellar Track Record","url":"https://stock-news.laohu8.com/highlight/detail?id=2588546050","media":"Dow Jones","summary":"John Buckingham, editor of the Prudent Speculator, reminds investors to be 'willing to stomach volatility'. The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated \"buy\" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Pr","content":"<html><head></head><body><p>The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.</p><p>John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated "buy" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.</p><p>The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.</p><p>'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Prudent Speculator</p><p>Recent market events underline the case for diversification. To illustrate that point, we looked at this year's action for bitcoin (BTCUSD) and <a href=\"https://laohu8.com/S/MSTR\">Strategy</a> Inc. (MSTR). That section is at the end of this article and summarizes how investors and traders poured gasoline onto a specific asset.</p><h2 id=\"id_3328003425\">Buckingham's dividend stocks</h2><p>The Prudent Speculator is an investment newsletter that has been published monthly since 1977. Buckingham and his team run four value-stock portfolios. The flagship Prudent Speculator Portfolio has the highest ranking among newsletter portfolios tracked by the Hulbert Financial Digest for 30 years through Oct. 31.</p><p>Here is a summary of how the Prudent Speculator Portfolio has performed through Oct. 31, compared with returns for the Russell 3000 Value Index XX:RAV and the S&P 500 SPX. Returns include reinvested dividends and are net of fees paid by Kovitz clients whose money is managed per the Prudent Speculator's strategy.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/972c9a1477df5308c641bd3c7548659c\" tg-width=\"633\" tg-height=\"276\"/></p><p>Value stocks are generally considered to be those of mature companies that trade at relatively low prices relative to earnings, sales or book value. Growth stocks tend to be more expensive, for companies that are expected to increase sales and profits more quickly than those in the value camp.</p><p>During a bull market led by the technology sector, it might be a surprise to see a value-oriented strategy outperforming the S&P 500 over the past year. Buckingham told MarketWatch this was in part a result of having a good level of AI exposure, even though "deep value" stocks made up most of the portfolios managed by his team.</p><p>He said that the TPS team tends to hold more tech stocks than other value managers and to have "lower exposure to financials than a typical value manager." He and his colleagues aim to hold stocks for at least three years and stick with long-term successes. These can include growth stocks selected when the Prudent Speculator team believes they are undervalued by the market. Long-term holdings include Apple Inc. <a href=\"https://laohu8.com/S/AAPL\">$(AAPL)$</a>, Broadcom Inc. <a href=\"https://laohu8.com/S/AVGO\">$(AVGO)$</a> and Alphabet Inc. <a href=\"https://laohu8.com/S/GOOGL\">$(GOOGL)$</a>.</p><p>Alphabet was actually added to the Russell 1000 Value Index RLV on June 30. The stock returned 78.8% from that date through Monday. Buckingham said that Alphabet "qualified as growth at a reasonable price" when he started to buy the stock in 2018, when its forward price-to-earnings ratio was 25. That was not a low valuation, however, "if you did a cash-adjusted P/E, the business was being valued at a lower multiple," he said. Alphabet's forward P/E, based on Monday's closing price and the consensus 12-month earnings-per-share estimate among analysts polled by LSEG, is 28.2.</p><p>"We planted our seeds, we watered the crops and some we trimmed. The challenge for most investors is to wait for that reward," Buckingham said. Regardless of an investor's long-term strategy, it is important not to panic and sell during broad stock-market declines, he added, saying: "Your reward can come when you least expect it." In other words, if you move money to the sidelines during a broad market decline, you are likely to return well after a recovery has started and hurt your overall long-term performance.</p><p>"It is great to be a stock picker," Buckingham said, in part because of an elevated level of volatility for individual stocks. He cited the group of megacap tech stocks known as the Magnificent Seven: "The amount of 20% declines in individual stocks is massive. It is as if twice a year you have bear markets for these stocks," he said, referring to declines of 20% or more. "This is something people need to understand. You have to be wired properly."</p><p>Buckingham said three stocks that TPS had recently added to portfolios and that had suffered significant declines were Adobe Inc. <a href=\"https://laohu8.com/S/ADBE\">$(ADBE)$</a>, <a href=\"https://laohu8.com/S/CRM\">Salesforce</a> Inc. (CRM) and Accenture PLC <a href=\"https://laohu8.com/S/ACN\">$(ACN)$</a>.</p><p>The Prudent Speculator team monitors about 2,800 liquid stocks of companies that are publicly traded in the U.S. These can include secondary listings of non-U.S. companies. They score stocks by a variety of metrics to identify those that trade at relatively inexpensive price multiples to sales, earnings, free cash flow, book value or by total enterprise value to operating earnings.</p><p>The TPS team sets three-to-five-year price targets based on their qualitative assessments and expectations for the companies' long-term prospects. This is in contrast to analysts who work for brokerage firms and usually set 12-month targets.</p><p>There are typically 120 companies that are rated "buy" through the team's ongoing analysis, across the four portfolios. Positions will be trimmed as stocks move closer to the target prices.</p><p>Buckingham shared a list of 30 stocks that he recommends with dividend yields that are at least twice as high as the S&P 500's weighted dividend yield, which is 1.15%, according to FactSet.</p><p>Then we narrowed the list to 17 stocks with forward P/E multiples that were less than half the S&P 500's, which is currently 22, according to LSEG. In light of his team's three-to-five-year outlook, Buckingham suggested that we also look at prices relative to consensus EPS estimates for 2027 or 2028.</p><p>Here are the 17 dividend stocks sorted by forward P/E, based on Monday's closing prices and consensus EPS estimates for the next 12 months among analysts polled by LSEG:</p><p><img 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4Eway7wc47nxcJryybi1BeZGztYWbUGq8smIiPlxyvUafV9KsV4X2ysk+A7G6tYufDwtNzM1ZjL/x73OUvWWeUGwxriLAjzYdJOUyQsYO7xUHqxMU+dmr4/xHzrU+3GNKM5tRqMAexEgEWsvUkRHCFxTBCz3+hH+tGuQ/5O5da0iI/rdGUWn64peTDNNThFDzC7F6gztaW3GmzvNpQqn6fN9fy7o607X6S/wxB3vpN0ySxa8NHVLhtme/q3a1PuG+ocrU7doNLszUldF+HrHOJKQkScXpId7Mf3WpQuXqLRz89MXd46s5S4KnVJ7RO+o3flEYMvh1KWLFsasytZPis1IDB1g9lfL7a46RaRvA0nE9i2elBoh0KcISCa/VGhWQ8un3bJQbhhkyJ7I2PRcbLImObjTPMNf2bn6iYSst2NxbNMp5QAK7FiUxqLlvv5PClsGmYXWvROrPMw8Fu+svdTefrVh52L8356FiZ33W8xS6JsHYZeG4wmgubVM8O7Y/Nr2S/V8W4Q3wmO3tbe3Z3FzaTjuwSHexqsbdgAAEABJREFUmyJZ7qIwIQH3cTClbB7LxStyc+ml9ksNtZB++6Wy9MgJgoEWI9m5wYIpb4e8u47bXZGIdcgaQUwRAgICkskv8rnJ+/Q7o91YY2ZE7HauynSTL1yVHBsIDSLf5aeOb/MjRGTM5OURujRJGT7OEADXC3VlBbmao3UthgEx+ImuFf/AK7egTC9JjCfFn3nEohP8XoyAF9xaSK0pO93hX0ww0CEO7ashuC/u9NXpljvttVToG73GRaa8EukFQLp4RCpQeLWcrHA0Zanb6O7YSF3cumlSdfPw6k767Lr+bO481dLYcZuqVm3RfvheeC2GbwTqvOFWLAPU+bq6OmFnK37fiGoY/iHs50YD8+ysfzhiWpYXErGWiNAzIeC4CHhEqvhfquVuz4U2g+3l+/wsL2KsMWuBN/yUnxl4by1SwrMsudSF6XGbHu8Qg320bvtC7xHeQeELI+71HhqcLLWaNh5WhQwVNwDy9TTZ5IqWQ1ohsSsihIizJnsONewBxFrrshd549ZCiyKCxg8NeUWanoEZB7jKVxbt21HccCg5dIwFN26hb1TUntoZO070b7nAZes4bw/R4wa7OENxeZX2tNx5yuo2VVXWtrsyfTi8tNL9s/i95zMZmsdlnpNnLQxVaVqFL8hz4Qql/wjc6Ao/nPFxdpoSSMRyiOlECDgJAvJ7uVb4iwrzOU5escsjYeCakQ3iFkvSok5La2Fez8WGuuCj6TidEROdW8cCVxdV19ZW73tahqJaCD6dsTB4bcnwyPTjDZcu1e57IbBua8TCLUYDrjZ7O1NCLP0+3MH1sDK5AKPVbY2JUdexqav36Wtr9fviJ5jSw2DHOVy8QhXBHhZodGQP7LKvaBjziH8cx7Idw8nHcRAw23mqtcT6NlV3xBfXZsG3wVhkVi38iuPvsKMEmXERmZ7hT8TGJsWEGOqM5h1NSHZFbW1F+jw3Vpeh3GJXb5JErB1wEwkh4GgI1NXVmrPkpoiPd2Mt72RAp5uxllx1LmOy2OhAcyqm354KQtjrhYzkB2ReXrLQx2PkBgohKDgpLXaSh5ubV2iSKpqxou35RhkbvTk/AWLdERq/BCOVnYQmRp+1AdNb/U5y6B1eXneExi7CIEOSTndt1DweojrBAtcVb5qBzJdtiTNO6rachIzhdFxXBKQ7T9napgoU5l6CAtzNwwt+di41Ds+qr8jfnJ6+Jtw4g0H+Sn66Qu7lJY99AkW29rh5L5cxq1iQiLUKC3kSAg6KgKjGnCq3FGUuobHPQWuQnaFuYRdys3YxNj1h6STLUgjtQmiwpegFOiGoZLm3uNHPTXxxSH3jJQiz6bSlJyAsNKSnuwtBZIdxIF/lEZmNHovziwz22tpDGRlbRGc2CdlhmL6RGZHuPNXlNlXdA2pSaLBH92LYoiYRawsZ8icEHBCBuqwtoMZksrm4Y4AFf4HRsTLGYPyq3boJiCKX255C3GoRlT+64Dl8MyjTJO5QPKSJAZ0eVqZNdUrveIGNRcuDIrbWgXzVbws3tq7hOHe3XfgNjLm1jod8H3Hk4gYJOeA2Vd0QsS0nNakr4uLmz5oVHadcn1t2Fkp0YzgnK2VZxpNxRu2W+c1aTR3rbCMCQ0mLVnh7j/dW7jU809UREGhtLHkxPG4/Y27RKSssB7HI4KSlCdMZ27UpNruEucXHK7DRQX/JIZ+MEXP3gnaX+0q2CgqdjeqvorIK0KaJzgN+VhLhMYWTPAgHyrlFh4RH5pyyFuXrrI16j8U79e+b5KtYpP6/tFTlquYHeY/3j1MbtfL9n6udOfT15iR2Zttdsu5tU+XpidW60TAxXvIVdDffLuntE7Et2rRw76HyCOWbGRm7i4q2Z6SuWhg0xnPWFruU0V0yQQR9ikBtkUG1lWF5k6W9wIo72YjAwEfL2bq603W1jjpzxcDmDXA9oQoZj90d6PF4DvUMebWMuQSnfJERaRxnmWEgTHoqKTnM3B6LtJzoxCllC2JBxra8szBkRRpu5TNZZfyG3RSq1XeDNXeW76LUbHVu2ooQ76FDQ9Ybw3l8y5MsEu2yLWmRIcp3slOX+Pu/2Dm9Zfxr+Nyi3Yt/Eqcpwy3uG8o0MNwvOglVvKVkRRDIV+bi5VkSL5eJaHuHGf+ftZ95rEoNuWvh2t1lwEo/59Sj5Ftb9Kfr6k45KHemInW2TZW3zAsINamJqconM/DfcO8JCQeP3fERidm57yhDHjB9BeDdt84OEduqTb3Pf2lBHfMIXb2jtLoWftWl78fKXZiXl3ffckOp9QUCoWnwirgrfgGaU8YUfCYd+uBsuvBruBFBXxTnBk+jBfo6gmscLg99Lr20tjhhkpstUIRJT4zJEp4JtU4zIaEoO9rLpbHkzaUxidrwvOJkHIZyWpfA5JLilAVeerUyZtHCpW+WsAUpaY/xKsTDrZ5kzxVlLfZijSWpz8SojofnH0ruIoLVVK6FZ61mBf5J3NLtOFKs2750IZRxdy1jRZve1GP+rXX6KuxZCmjX7S2+Np0F/a6MMsaCN9Q2nKpIV6AoQGbo6DYCnWxTFajcDEaTxqKXlamZaZqTjA2PzihKkLuAT8zC5VneSTtNX0G38+0iQtcitm7rUuVR1E3t1O9LVgTKvOAnC3wsveJqQ9Y8D2PyLY16vphdzxftit4tjXV1dTgYb2nUFhWU1V3g/q0tdUc1ufu1GMA9WCsSChFbThblqoskYZwCUoco5v4YhyfOLuA6esNyeO4N/lJrEy4crhPS58kN7JMbnzgHr8nLy5OX1OTBZ9N13IgA8D/BYRcWX/NIZicBVGOoQF/Qye4EGrIjmAHYgwdhrx/BDCicGyr2vREbOFqSlkCzDXvkoq9L6KZLQF0tbTJkKyvAy2hK9Hokq/bqpYb6S+2XSlPmBq8+3t5u3PfHIzght7ZdCG1vr81NCObZCSbJrHliJmYJunhFb6ttv9TQcL79UllK+IzVkJkxLzGCQ1xkCVDSdrMf5zOcb5Bk5s8fhO2T+pd1UBeVfIGi3NuDYVsptJCQp/CJQYsHTRk8Cg48oT1FmpZG+GD36xsbIZKEohU/VElDh48QQxyBQijE4juECOnBmVPwlhhbUclni482NieBaNfbmdVAIzMu1repgnDL7a4Y83ggpUKo51drdz4RafoKLHfCgtjMMruO3x1SWT+6FLF1+dvRbBO8LtWGbooxYe25py9fzO7rOcI7YqNWeKniivUnQ4Z6+s8KD/L2nJVxQhM3fqj3vRELQ/09R4SkQocCGBNW+z6+Ni3Mc6h81sJFs/w9vWN2N0IIa23UrAgaOtTTF6Kg/9CQN7FGQpCYuOVyeLfSJJm3t2foO9hXBTLG6tJme3p7R2bx9LjPDX3iq7a9jRsRNO5X+gO+kznsY4Z6h3NFihShRk2MNwAoTyjBt9r57gSpu1JDPL2DwiNiyIggxbDb9/0dwc1jtJvNPFw6DbUazc3DYzijXzcR0Kc94B2jxki5S7zhJ3yVpk8MWjxvaBKVGmHii9BOSnZF2PNpLMTyXiXu9diijoEP1XN2mtj2HU2WQ/AzGsZatBsXeoufeUTQeMtNRSw+27rtNjcnQV4d/YAhhYeVyg212tK7+/W8+2Uf3FWU0pL9QOIVGmxTg1GyQh6jrvNYsKlUX1t7fGfshDrN8qDY3dgcQ0zGtNn7/Xcer62GgXlrUdzkiJ3B6RW11fteCGStJcpV2UY6plaljsuoqK2teB+keWP2/Nhs6K+5NOhL9B4LVucfh8TTw91YyYqlGWINguStLIcPfQY3+Sx5Y5Moik9sSj3M2IKlseOAnpw5AqczFoamaltlsTsAeNT/+4/z9naR0uhTZ0dkN3pEZmtRaQH0ne5OoIpU6qdHxz4RmzDXUfWF0sLRPSFwPRGQJZQ0ZCmQg8httfArflrGhE+sNTBeg5/kvnWhHidTIx5I5bpspGSZpl0RfvNwDGgwWtT5oGqGsKKCXDizw7n5vIXU78+Fa7giEuSN/nhxy6TY9C+qa/nOIXVbF6qMG4Exrdlne9r25iSYOh3dQ6BLEcsuYYKeniaVMD6bjlbNpo0wPAxP2xYfeIeX16TI9M3xbqwl+80seLsCWfQb6ZGTvGQPxMei1UeufCVW7iULfVEJlYOBVBaI4Hx3cv77kbiy97GsNFRJCdMUZfElDbW5yeGTIPHYeKyORUVfALXoojsuhxfmVX6XmoadA1b0NtROt/hl0VDPxDh0MSCgV6eBjsLrhZ18STXq//dtDpe86hbtqwuVR1nguuKdj2Afq8vdCWQvlNYeykrfnB57jyEPuhIC1xIB58pruIcwsnLj1h3QBAifmNcLGZvmQlsoC12ZlTydsROqVJNElOyKMDwyBprKutyiKtAmarIymdeMYC9WlItb8tYVFcAoIzxmHrR8buGbaxvK0mOnyrzuEHYOaSkqMUlt6WdrZKDj5iTOBa2DcNuliPXmc7G0pcdtMPydFjtQd4cEGtVE42UyoC0pM71AeJQ4Nxf+MNzDg19NJxc3qAv80c3Dg8Gv9KSQBhoe0hJxIUqqYW0AhNp2XvGvoJhP25jd0lqUu7WF3ZEQ/4Bt8hs4RFuGby/0XisbEQAq2fOH+r9YxkYnpD0nDkm1fEOTEtu7EwQHW08KUiNHCBACXSIgfGKST9JLdhdEatFq6+CCzmxXBLfQeaGMaTX769ghTS7zin0zdaEb06hzWy6AoGXsgchQQ8vccrosd70y7sk4ZbbQrmJiwiH9bEUG6EMWoOn1uUsRGxi6AAVf9tZsGKvazK7xkknfKxCJnTPhoYdnby9v1qpNDcZ9yVUFtd1I5YH4hDtwgWDqm7hTa/CKpaKI6EYSNwapCxaz0cb/o0Ruq84HzdXZ1PAVorGHcXroEYNSy+QOxWOnClOigxAgBPoAgY6fpNtwPuzokLbXvGiQsUX7i4t2ZbS4LYyYGhzzhBvbla/Zmw822NBHIlD7xBo1j3sPHR8Us7mMayU7pMI9zE7S6aJmAfTQPQS6FLFMMG2y3TGhr2pNcrRFm7ZEqQGpOyEkFERwXVHxaTHjxi+KQD3Bgv17LtVay4pxtCoLnOym3xijPMzC329o+CIf1I8J94m5dHWRL10RzFiJalUuc4tWPcarWVdxbsDwoGD4PHmf11B4qbR185CFb9i5+g7WuDF8KddThc6OBMJu7k4AMcgRAoSAXQgE3YefZNGhYpFa0hiKPhYXr4hI0CTvT1GpW9yeiIFWL3hRrBvLTVkHCqrgyLleSF6gjNha57Wy+NI3+7I2p6dEd9Yl7mRzEkyKjm4i0LWIZZOS89+AF8fKXvQfOtTbezy6oUP9l2amxiYVtbBg1QaoEyVL741QZeZmr18YFK1hLDDlle7bPk8oI55My1Vnq8JD137H2AOrl05iQ4d7QomKd+/U1unLtsYtzYQnu5zXY0tRGjAmW6kKH25XlBuQyOux5HgPGO7HBInIew/1jtFAz8mIhUtgssYAchcAABAASURBVHq1jDWmzYvTXGA92p3AmBbdODoCjbvj/Mf7xwmT+W0yq08Lh0YgIg0+0g40+ncioImIeMdSFdmB0JE9ipTYyimLrgePwifZ8s4sf/wk05T3YWPosXiTEieyWGXIKzxSzupKSurcYhdgQ82mR8a6tZQc1rLpMQuFOZ4j0AZXtz+/6Ls6bYEq7hUcBFlNCzw72ZwEQq+Xu777zXVVqztDxQ4Ry5j8ueKGQ5ui73FjLeLS7BaPwNgd1fo3QmEE6/VEfsX70YGNmrVLFsasytWPi0wpKUq4u7NcrYd5hcoOLV24KGbt3kavuSnFubFejHk9kgxJNe6K8/f2DdngsSkXJYL16Ba+w8PD54JXcMKTPR9OQ/wB7lyCNx3fGXuPm3YLR36/d/QbqlAQutJiT03euUbOGjNintE0gsTt/u4E0sTo3pERsGfnL+C/5RS0A/oWq7rEC/q603X6C0DlRK5s7b3ekm5BS+1pKOB12twMPslv8lc/4MU/yaWph1sCn9ip7XRbR0EoMrfYSEHJ5xIajtNCmTwyHJpQfA0zEjbBcPbo2lkyb/8ntZHZm0LR18YxwfbmJDZi9IO3xRthLdd3v7le1Gq7RCwg6DEjPqvsUnv7pYbahktX29sbStMVMpCvEMSYm/yxrNJLQlh7+6mdCdPFRjp8Wzv8DCvWhaXfFQkTeCTGV3wb17yD3+jwTdr29vMNDZfaazUJwUIaw4NTDJ64sH3Bpob2diFB88RhtFoBefG15JAWY6ezMgrYDb5WR7YSMWmXbk3AOgA1LjId3uwl3Dqg/VJp1mNyeK0W2AYmYToN28I9AFoPu3YnAEJyTofADbrzV11p0dHr1i2w+NawzowOTy4ybgByqXRzpJcLejNruyJggOB/aZNxy0whTVNjyGSxmlpooBvOY/scPzd+X3u7ECpQCi0qJsUPr0dsb07CCfr9dF3fSN+Wzl4Ra8jVzcOL7xBkeJZeeZjUo0f3wz2EWexmka16mlFYPhS9oixhvV2rY5noAH526+bWAS5une1dwOjnqAi08v18JDsCAaMmr447f11o1O7P1RzV8x2AgNa6azldplFryk5LTfnWKXvgy9nD/FsatUWdbBInJA0FxD2MirTSMoJnXR3f9qgF90UyJsKjtJQUoU64AXdKkkaCQF6uIi1mDk/X1vX5J+bWrW/8en7gnbwR8738GP5w875G1KlA/difW1RlnDLU0vgdr5bf8VAkZcJOgnXGjeoYr1ySt97SqC8ryDXbfFCIKJx5FpqjdZid4NPVeXBXBNckfLg85onY2EXyoX2VW0uZlsXEPpeRQGt1+gpSSmdgIODSmLXAG35Kvmocy9RapIRnWXKpCzPf+auxJDFk0AhP/9CFEff6eg71tm6jba3LXuQ9dHxQxKKIoPFDQ17peyusuI9bl5vEMdbFvkjRS5VyXJ6wMDzIe4RYHM2SQUMjswEH7ashAIP3cpS28MhYWWq4UK5Z/p6mTeV4EJ36EQHbb4SVbYyAFxcUvnDWZM+hwam4oT8TKq1nbKYmToZ1dVaiBpk7nb3Qe6injFdLmefQ8RFpJ7jo5TtkeT+QZqimRfH41uP5W28sWuE/1BO3KVwYCu9c+N9k/9QqTA+OhoKl/iMwi4h7oWLEaRrBr2vnGCLWK3z15vT0NQbLQddsd0XhFhj/dnr6G9GdzZzrKg0K7wUCFNVhERD+jaclbaO4sVqLGhe2yVbGG9WMAut1WxaGvFzisSC9ouHSpdp9q6fWZcxfmHFaCDSd67bGxKjr2NTV+/S1tfp98RN4Q2YK76s7bXaXm8R1uS/S7jTNfTsramsrNoe7sbqMFzOgnQ3dUCv8W4b8heJa+OHkTYFnbQVTQqFwWzrGSlYka6zangVaOvcdArbfCNMeZ8qiaqhmCZMYO6xMBlOgId/sxyMyPMJjn4hNXhzCWkuWTo7JrfOIfBv/t6ZiR6ysTrP03lhN51METqTEval1AyX5pfb2+n3xd0DSwSnHi+NFyyarO6QPycbqkz4Pq49yC1QfoOnCOYaI7YJJCiYECIE+Q0D8N55dm7i8rMvYkMtYx1mB+qwN0LMPTt4QK/dwc/MKTX4xmrGi7ALDBggiOwKZ1+p3kkPv8PK6IxR0UWJIX1+63CTOuC2RzX2RJqXkb46Ue3nJn4jH5QYnSrWMuXl4eeGqBcY8vfDn4WZgPDpDkwCFMmxLV6b9zhBC1/5EwPYbYdEd9/IzcjIvq0Gbn745ffVcL1awKQ2GmPPSsp4OlMHrVqSnP+3GWrJTt1vUXmNkfqPXg8yUBQZ7QRUYHRqOc8eGeow2VQj5K/l8Fzx57BNYfYQ9OnjMzk4kYjtDh8IIgWuNwDXIzyVUtS4YBmapm7Xs9M4s6zt4a0tPACslS8cL6rJBg7g2tbbRYusCgSw0ZCoQX1PXcZM4ockLvde4v1iHfZGuKYOU2TVFQH5fsIchQ/3JMriVBweCrIQbcDIZKjSLj4MMhScb7oEIkJzaV5SpBRpN5lJVJmMPRAs7d9iIYJc3iVi7YCIiQmAgIeDFV43r16elvp1qa1YgnxgRnn4KlKcmV7wMm6qOULQ4jBK1scOMK1v7InUsBflYItDaIsJ5QbxaEjjwc8N5S5uFx3CjzLXG93DQW8R6NeYqwyMiHs9iizcV84Wj1ki74UcithtgESkhMEAQGB4dj6qzNOWrejYp2dqswNDQBVDWorJvUHsqHB7ws2yj5EFgFWPCP3YAPbuOsrbb+yIhvwPyKMt4Mi7O6FakZheU1VmKG31amLfvM5qWYxkmSmOUJzNwGNiYvXDo0KFPauq2Lxw0YmjsbqfBShaMGzbU7S826IUbSw5pgfuQyXI23MObMXa2ARTJcGWtElxai1SRGXWKrAawxV5tKN0WbxoXI2kPDxKxPQSOohECTo2AuDEqY5EvWt1i2i36xdVy1pIW6rtwfXauOk15n/fQoSGpJy0KLYtcImdAFhmifCc7dYm//4vYllkQXZtHr8dwq7KWbuyLJPLlPQ6H5trNa1PXx6l2i22vGOaUl9qiLRkZRvemMiY8yHuo79L9kqKdyEjdWxc8N9ztVJGJ0hhlSxHuCO8RHHI3Y2XaS/eGwDsuO9mplrVPgertG5mh2vQAY4eXBoarstXZqYuCYnYzNjUlWeHGvEKC72Csbu3Cx9NyM1NjJi/E2eQi80MZ9CDVMZ5DBePIUO97Y7ItK7xIav+FRKz9WBElITCAEJgUETmaMbf4eGh3rBZranJxSUrkOH3uqpiFi5amHmaR69JiDbMrjTFkzxVlLfZijSWpz8SojofnH0qG5tgYek1vXII3dXNfJIE9N0VKynTGqjKUqzIydhdLBJEQ7qRneco37fC7VF+Rvwzs0/q08HiNYUot/sWnW3ws7n/HGGPs7tXFJmsA3KWZtn+6yxuHfYwF3o0dkWuDRa/fiFespiJ9cWBjwdqYRTFKtd5rQUrx3gS5C7AvTy5ID/di+q1LFy5Raefmpy8GT+6qKvRuTPZYSspzsbFPxIbfw+qOZscsTu1lz4JELAeXToTAjYbA/qy0s8xirY5sJW7jJez7A3h4TE/YeaodN1w7395+tXbnymAPbKRkCceh6TZs0+biFb2ttv0S7g6G+6/NWA1JGFOARHrvzHcgMs/dYpM4e/dFCs9qh19WuMCcizyhBEtw6Wp77eZwDyHNdkMos8hRiOM0Z7fR8vANGau9QNeQnXuIs30hO+2dFrNX7+Ip2AIMZ5xG21KwNvlEYMor4UWvJGthCDiPx702J8s3wszrANRbqGXiBlUWlVZk0E0eu630ErzVWtT71uYmBBtnQ90dm1/bfqke/C+VvhEei1sQ4rvOTYrT1EWnbE5IeCM9fXN6/hdZ0WJaZtmh3zxefcx3zUN/aweJWGuokB8hMMARqEt7Ma2FdVyrY63Yw+3YFcjNDhp2rX4ubj3YeszNw+a+dczpf25DuYC51Ioladmdlcvk8ajhx0dbh9vsFG1tccLdHuHrtLWHEq7dGNbAkFsfvBE3Dy/sLrAOP7fRlv6BOBc9e+HkCME4HYE6ZI/oxNjOCt4h2Y4egzt6kQ8hQAgMcAROF9dOjo19IzV23AAvKBUPEGjcn5aBNsXQ0HvhqS5jg4ZNj4+R6vyrspRPxgmiJe5ljThLyMXDy8sNIrDR4hXvB+4he664esfq8OGl+QX54PTeCTu/qc2a59HLEpOI7SWAFJ0QcEIExkUmb05Pfy6Yt6BOyD+x3DUCWtV93t7jvb29h3qG4n6Bges24Z+XndiEZvXleGtKo6Us1zjXaYfWYu2ziWyA37nJFMn5X9TWnkJXUZQSOaEPvg8SsVZrDXkSAoQAIeDcCLTU1dWdrqtr9PCaGp2iqS5eiRPRyrIz9Cxy4Txz4TEppRps04KT/vuZcwPgENyTiHWI10BMEAKEACHQpwiIM4rbL9XWfpGVMFeGQrW1KOPNOren46OH92lWlJhtBEjE2saGQnqAAEUhBAgBR0WgRZ2W1iJLeMa0JMdROR04fJGIHTjvkkpCCBACNhCo07xsmM6D83pUaeoirWGRqDGKfuMsb9lSTYsFsRhxbYE4DchI72w3dVlbctkd0TG4IZc57ydUIeO54VY8K4vMwx30yXJrKuuvtS+ZbyxJWxFnmhFmR9IkYu0AiUgIgf5HgHLoTwQuaXdINjzasnbpoln+IzxnbZHuRaXNeKOo7r7wcDcLYjFi1gknnwZ0emfGfha8YimaZC2xbkGr7Wluu8VzrWRfQUtSB3q23JpKeK2D/J/MrWvtBzZPZsyShSx9MyOjOzPCSMT2w5ugJAkBQsAhEYjOwyk9lxqqS9+O9GCNRU8uTK0yMLo/LfU7t/jHwg3PLHJbrfRX/HQvV0gaE+7vG2FjDcPeIIbc9LtyGxekpD3mZfDgV2EXBURFemSZUOBUDn2SbE1VoVkd6sG0WxbKH9f07S5djfuX+srjirqfKIlYh648xBwhQAh0hUC3w908ZIFPZ6XNg4jarN3CBnkt2RvTWu5IiH8APEXn5mHY7IhfPZx8ipBs2b6K3IRAJy+F+G6kFxfT1lTyucn79Duj3VhjZkTsdtNQvKVRX1aQW3SiscVydNvS+F2ZRq0p+67RRC1NXLg/uTYkNE3vErz6/QRrOgCByPqZRKx1XMiXECAEBjQCbm5c2Iht7oXcrF1M/kxsdxvQAQ2RcxbOI1K1EvUNudtzUWq21mUv8h7q6RsUvnDWZE+zv7I4mREBIbKgiEURQTLPoXKlzUHq3auLCncW1xYn3yds2NwNZEjEdgMsIiUECIEBgsDptLTtUBS30GBsjuu2btKw4PhH8B58BVeyUZzoFPdkXMYxwW9gnQdoaeT3BmPJvqgAS3vJCnmMui7whX215y9d0qZHDi9RBi8tgbFsa8nS4DhNnUfoun3VtbWgYY6Ue3vzXhfG7XB4zY4MHt3B1w4PErF2gEQkhAAhMCC7KTSpAAAQAElEQVQQyF4izJv1HDR+aRFjHot3Js+Agmk3vVHCFiy12E5Sv1ec6JSxJaPoFJCRcyoE6upqWzWbNjYyt/iUpFCv4W5ud8cmr5Kzxoysw4ztzUgDw+q8tPyVoTIvL9Aw78wV/oqnj8tIIraPAaXkCAFCwHERaOSTZuuY192hCe+X6t8Pxy1oj2ZlfMciFZFu5nwLc6OEWUBZaLg1D6YnR0Wg5QIIT8amyuXfafG/5VvSZt0k/AXsIP5/xi0NDUx/ohjYlwcHWrx08LTH2U9DItZ+rIiSECAEnBsBUWpebajV7kt5LJD/Nx8rej+1zi0+XtHfja1zQ+c83NdlbdEAt7K54TIXhi/1joR90qnhtQ0ZcxlzwZCG82iuZf35G9yfiVPahAAhQAg4NgId/zzVsfkl7jpDoLWx5MXwuP2MuUWnrJCzO8LD72Dsu2Jtq5fx5+GB/1oouzcEZGzd9p1grxUSbGnh4ralsa6ukd8J3r09k4g1R5CeCAFC4EZCoG57Ri6TRS+yMpXYYLgVzLfeEe8Iy3tuJHScoqySrak8h3qGvFrGXIJTvsiIRBuAXPlKJGMlSyeHKN/Jzc1MjZEPGuodowFF8gzVpgdA+q4NDVdlq3PTnvTnk431qfd6ent7Rmy13Mmr5WRRrjo3t6C0ATA5W6qB+71aeyQxiVgAjBwhQAjcmAjU7Xy/iE1PWNpxT0HAA8Yzp7ntlp/1F8CLnAMiYNqaqnG4PPS59NLa4oRJMEZFVj0e2VmbGxvYUpL6zMKFS5TZ3wXGbk4ORenrFZtbnLLAq65gbcyihUu3NoSuSY6dMNR7PMTykHkhBdwZXe3upQsXLVy4PBtlb132Urhfoak1Btu+IRFrGxsK6Q4CREsIODACsoTjOG/JctZS1c7cxsiUjbFeZqyLxBhBclTw1ZZmhPRwfRHouDVVQ8W+N2IDR5ux5bUgvfRS+6WG2oZL7e2XStMV/E+HgMQjOCG3tv3qpQYIuFq7Lyncw8UrWtN+6VJD+lxRQgOV4GQrK9otfvb96x+JWAFAOhMChMCNh8CE+H3anQlTLdvTGw+IgV9iNw8vD6vv2cXNwzzAzSoZ6+GPRGwPgaNohEAfIUDJEAKEwIBFgETsgH21VDBCgBAgBAiB64sAidjriz/lTggQAj1FgOIRAg6PAIlYh39FxCAhQAgQAoSAcyJAItY53xtxTQgQAoRATxGgeNcMARKx1wxqyogQIAQIAULgxkKAROyN9b6ptIQAIUAIEAI9RaDb8UjEdhsyikAIEAKEACFACNiDAIlYe1AiGkKAECAECAFCoNsIWIrY5hv1R+UmBAgBQoAQIAR6iYCFELYUsRbB9EgIEAKEACFACBACPUOARGzPcKNYRgTohhAgBAgBQsA6AiRireNCvoQAIUAIEAKEQC8RIBHbSwApOiHQUwQoHiFACAx0BEjEDvQ3TOUjBAgBQoAQuE4IkIi9TsBTtoQAIdBTBCgeIeAsCJCIdZY3RXwSAoQAIUAIOBkCJGKd7IURu4QAIUAI9BQBinetESARe60Rp/wIAUKAECAEbhAESMTeIC+aikkIEAKEACHQUwR6Go9EbE+Ro3iEACFACBAChECnCHRTxFZvnOYOv2kbq6WpFsa5W/hIQ8X7wqfcp71VIz7QhRAgBAgBQoAQGOgI2Ctia97isjVQpUNEdKpAELTucQX4UPOWSs10mbs7FZ/VG1U5TJeTJxKBqA7eKN5jGj08RK6QF+PRtbA3z4yeCAFCgBAgBAiBfkHALhELA9CARJ1fUnmT5Fee5KdOQjHp8+wR8D7yrE9nDPouQ6KSZSKR7isuqjuLYXeYX3IZ5C84tYLpVDHIld3RiZAQIAQIAUKAEOgXBOwQsXwACvLVQoiiZDWKzH7hrQeJhq1J8mMVfSi/e8DDDROFCkoIEAKEACHQKQJdi9ia3Zk6pkjuZJAKWl93rjQuiAN1raA9FjPlQdwEW7Mx2N39qULG+E2UmlWoAoDaaMTlcdEDD5Oy10wVbIduWVehY/5T/MTsGYy/MT3hkEQ380euMIJZXkKJ0JuhvyQuw0IZOES24wrxzPMQkkIC/shPvPiYkFmmkgTN/IUUkJwOQoAQIAQIAedGoGsRayG0Oivu3HR1FBO0xwIZimf/ZLWZePZZVtIESmbmn8z1zkeW+QJtYVxUuUHfW57sr1O9DsKYgTBTJDKDf1NTlp/ObJoVRDR3BXGKHOYXNV9QR4NoVOQo1IIKualJHaAKEAQYkpn8mx5mmFlBHCjDFTkiNXCojjLIUfNMOjypFVFMzOW9MMYK48BiHSV6NDWVJzMdWJ27x0yHPMhjICFAZSEECIEbBIEuRWyNrrwbUIQ9rGAVmXmiICx8GSy4BoHXaSph6U2CrAUqn/lRfixnB4o9C5Otb1gYymOgkTqdMPcKR4xRapCRBoV2TV4O2I/XgNATqJE3nmxNpXmR5oYBTeHHahalTp8r0DKfZ9UmSS/62bqAMTgdUhCDC3aomV/y80YPn7Bnw3xY95gRk+rTy0/7D/104LM+TZISIwQIAUKAEOgMgS5FrI9fQGfxLcPmrgHJJM4uRmHTqYbZMjJ/5qNJfscYT02QoEZ1qxhkuoCEg6GnWgE+EhnJmO6rCqZL5NpoFL/u7qCdBhoG4jNZwdQK7mlQa2NPws/fqGBmQIUFL8cBKDzY71B++y+eb9kV6BYz9ufWDcpzIGL3H7I/QttF/amMDeWJzx/9fWL5a1k1Jy+0iZErv01cW5649ft6duWrj8rhfvPRFjHIdGn56qOvIejD41cY+/ngViRTV5qC7bhr3vsuxPr2pE3SK9XFutfWlj7zPLB36t+XpXSt/7YR1HrueyzU2q8zjja3SmK0nqvZsLb8zT0NZslICOjWIRAgJggBJ0OgSxHLUPCYBqZdFg/HoLrElwtBYYrjwkXG0VznMU32yI8XgZLWQIxaZZSfUYKwjINkDUEW17D0HAXLUVhIYhjUQnSJE4abMGgGP9BIM3WUuzuaRVEEWqTY80cb863sZqbnOfdRzMvnPnzu8H9H1aRkNasPtBzZ0/zBhlMLZh2OzWtAsXT2Z3Ves7rowiU25K7R/4H7N9fqLaVnpT5hfYM67z+eE4cwduWbomYg+/Ks3exdqF0bVb58K8T6udZ6pIYP4o5EPFf/Qd7F/QeAvZo5C8r3XxBIGz6MOzwHgopaKo5f+GCDJOiCfnm4/q/Fraz557/Gly/fY+wZNHzwp1Pv/Iv99/2erkIadCYECAFCoA8Q6FrE+jwLY75urITh9Oodb+FCWMXD9klYqXEUzZmWBQt7r6mpLNmPqXfwlbiWwcLz3HSQzbpEhWFbDL8p/kz9sW2hzLj8BsGMHYiwRSDFjct2MUEc17IAP8Gsa/8sZZ+JMOov72Az7hYzmP11PBoy4rRri9vYqGFPv+73f5rAg5rJ6tXuvq5szOihLuZ8DbvfK2o4Y2ca1MfNAiqLmr5nzPV3XnO6L7Ja9d/GLvr2Q71ZghYPP3z07WvH2Yj7b99zcIb286ANcwazc81rPzzHGGstPrX2OHOdM/7IvpADmunFq4dB0HPvoKSuLzq3n7klpgUlvX7385PZ/jwYiEOMlv2J2pTKIcq0STO7zy3EH/BOmL4nzGOQFLbmrWm8eyrxoluHRaD7jOH7lcz67H4CDheDD+RszLDhU1YtRmhQAAQBx2Bw20PXtYhljA8QK1QB7ibmMGNQtFrPG8WVOlGl809eYzBtWuFOMtRD5aqJohAsuOJT9cY444ZQaJdVLOokQdDtCgbUQGGw67MsEce1BlUwYwCi0EwUxBk9MWuu1w17PtmvQqUwZFfzlkJVIZpUudQ0SveajTHC/hsij5aXuYvM1uZC84SZdo8ZyzSv5fMPed+mwJh0+M0bdgQtv3/M7aNuHjPKfdL8yfkHQ14LcevAifcjChC7bep/1OIAVwyu3a6GJ5fHH/KGMNHPzsvlU6rf1xafGzwnySvCZpTWb8+03TZ22J9XyX6BQnHY7N+CnGffn7kIMc7ocWzq4zdyBDywwZ5Tb57I2OXyn0HkXzoPuu7/8hgFAcNvG8tYc+slxs7vqXhmT9sDSQGxMns+BojrdE78Wt2F78KMfd7owJds4YxfeiEuEgjkFT4HTSuGNgj9FUzdlMUUkmZBXC9g5sMc7WdAw1hkY2GlnPKFD0YSuLHe1kmjONe9UECrZWcMWi1394BE3LwA9XyO/ULtwV146YocoNVxy6PkW+CFFcyIgmHRIB36ppLb16rMTW9qAmOnwBxUN0TfL6m8yca62LCH0TBqnNkLxbJwPvMW+0msoXxukWgcdXffsQgHrBijRvdVudGYilOZBDUvBtk4fJZl4WBXIbQmwHaOglcR5Nk9CjXDMKotrCwvB/0w9wtIZMlZfEMM32VHchQCxBCC/mWGGVjCTGkxioJlARQ28kfvsHTAqgJ6JJCMu3ugCka1kCnrFjOYzvU5fj7I1adTnr5zNoqtrpmYqBg9BWTYR3V7DGbM1uL6HNDZjnX/LQi3rhMwp3Advzpt/Hu7pv11jqtt8ewSsnzagV1BkSgsIXpbtQ7FasjUW+DhFwFDXRmrLG88Dw8gQY//DB2G23/teTtjvwi4eQS7tCvvXL2++sM97PZfjx6r1z2eeHHEHJ/X53TsPfD4zn+q3qhI1OHX2mTl8wkD/RDYTCROHcVYVDKf588Kn1KoxZn/SMG1RGgDYgU7wF/9rA/zXaZOYuLcC7ANPRWgYsnlpqmLjogeLpEwTfiHchk+czNmdV9VMDPLjo22ziyS8zwU4pvyk849kfDORxESiNRR3dBiStJxmFv+CUjeJjTgapU4mupYWMOiGEMl72Ult0/EIlYgOaA6mtwR+MDQnwEHR5qajHNx0Q/ESVOTiQC9uFbWqAQGeWZIiUfkoaJPehiGYnPgMzcdUha9LbLANBluf2HxPWNciIHRkYRzAs/cHVn2bBhorsOePSJJVvKBWRBLpixJWiKgByjgjMmj4LRgAL2BgGfIT+nvYabobZF+58xghOtwNB47Crm6/CpgJFzscqNufXAyEP68Y8/PcAHL655PmuFmSsztPZCwEHHEZJ+ZY22LV6AwuZ8Pbi37fdThiHdb746586/zb8aQyXdtjhnicuD7kFmH719QHJJ40XWq1+Y/cmk8+c4tjw0pXqudGVWnD/He/GjLX+LrT0wck5M0ng95MfZAO8QlZOYfo+1C4j4zovIGJOaOHNMSOIjD1TloBEHdj9GGwhgKLQgWzD2OLorQAITzS4DhTly1rpz5mdbXd0LpjEHim0qG3r8V9gteNirwhFBBw/dyJ0Y6gc5Rz7h2lEk1oH5gQxQrLZ8Vq5AYNMNgfMg1rH1Vye0XsY6KH/FlG4GGQyWsvV0IHzRoEGPgGP7a2xv/9TnedDja/oNeg0faN4RFWjYy8lGUbUfyan+A53P/zjwAl5sXz+taSNcXaxPXlosuN0d4oQAAEABJREFUDy2pELM7rvVM+WV9Pah/26r2nz0KQ2eIfKHxuL61FW7AXWZwc1nf/KUeaODZbcofpx77HMy3Mw6+eXvNuprcc0OUSTIXnH7ccVoy0Du7E4ehxq5tV+UpfF2lMwxh0UJk3lHGRocF+Pky1ELl8GV1DOUrl1iFcXbpmbrioN/DdTA8DZgoTrGwmRuapbCkNgmcNwD0op2+KXzL3HZmKqIvX11RWWPycao7PhIzDLqQc6wDvNKCStxvjfngDYvPynXVrK8q+Q0sYhHrgXxc/amh8oWkqr+8apSyYmnb279Z84ru+Zdam3C0KXoaLm5opGRXtJWCTDJ4d3oVJz0dP/v3Svbvf/z0ld0TnS7pz6vzmkV3FC2pnebTMdA96s3pB/eFFL9+83+daXrm5ZqLrO3IO9UpxW0T/yg/um/6AU3IsXTP289dTIzXAleS+G3VWeXP7GEPvRkwu/jYnOfqDzW3HnqvZk4cfFoSKie/xcEKM2yjBmYLif3JasnMhrAWFGiXCgCrShlvqnyXJUMzDUm6uyvKk9XPso3BivKkcq6RsojoYI84PGUm45GN6Ty8nVWj8ZmXEajQ1uNgRekRO6JetJM3ZRjeSZOXDvuk/s53z42yYD1Ui3odXx/z3hbOBPJLUqOhpI8qOYlY56sldnJ80y2eU7an/7T/EAhakLLtOJxthxudck3jZ4chyMXdyjhz1K9DsE7kF9QItkz7MhMmPbV+VKTf+48rjNk70ekXMdO0fEyJ56Tx9uWFVJfP1R88blzYOthz4jAf8D7TcpY1HS+HzsGQ+XNGgUUW/Fwnj10kY+zcz0fPwJPoWvXfPLfhyoj5Pokh53d+dIXN8fnk9aBP3nB3rTy3/bhI4/QXHFYyplBzawWfSwEyoxMpKzS+ohXWvPQgXxVq9MLBHV5hhGs04pYsY28pwASLptmCOHf3aYYp/QKhg51FQ5IICliXrW7ixsc9Ik1TU3myv1oxIKY7cRNscrndWg0He3m9ZQfkqzCHC4apVofkgtYHazLPymQf7EUlH8yTotPARMBt/O0B2elNh4+CWMUStrfDTfOXXwVkb4Eg9OlwDJ72kOft4Hvg+8e3njNMYGLs8rkPE782LDyFYEsnTHqqz6t9r5KxyaP/Z6IlQV88X2k4d5EPdWtfW6R7Ku7kB6L6l52vvIhfzEiXoWzISOw3tJ4+A4KW53m5+QSu/3Hx4tZY9LpwShVfXwkm2NW3D2MtP5xhvrLhLoy5jB3iw9rOd6dngak56sGHa4ocPuhEHsPScRahcWI8epkdHSxwklDD3AKcPNhBguJeMQHqkmW6p9zdk6aUN6lZjLth4rEkDYe85SsMdcbpWjZ45MsBcGmfjXBn8S6IU+T4ibM7u8+zqFntfsRrHQP7eaLywR1Xc5jyN/ScypOZYTNdUyArfModN9y1OpmgF5V8sCQLuh2ACIAonZz5bvPRY/V5//jxkwK4gUfXsV62izrRb/NyNxA5J97V3jOr+P4FOGnonpnatXsa/vf9WpPQtUhg1C8W38/YuTaQUA8ofnGbRWi3Hs/V7zlQs+dA82mMdeVLvK//gbXtTzwSEl56/4Y6xrwfe3wIY1dSfn/0GTDlJh6NeP7ny2xwZMz4Mezm384fxlhbzoqjf87S79mj+9PvT+1lbMT82x4QRrWsWf18zSfnhqW8AzZFyOCWaSGsuqjuxLmfT+xpqmRu/21jliWQOpfDAad0igdjnVnUajYmqY0TiW0WdC4uSDP/HyscK3NBXrhDbL5xVj8zW2JuMz0KuJYI4B6xTMeXrAgSCDQTwqOZbgNFaYX5S+Zzgro2YF/LwnSSl3RWqfXxOu6PZDGQFeWrtVn3jPWqkpOI7eRdDZAgkLIB29Nv8nC/ydMDbuCx84IN9o0JOpju9dDEwexC2w9nWn840/af4W6K1yfvWe4tyikrCQyZ8xCOHxm7OeL+IVbC7ffS1f7p+VN/er7hS4zSkoH3tRVs8C1jB4OHD1cA/yImIGf5sNvYlf1gyt3T0jDc7fdv3vO/IZjviDn3HHjd/e6brnyy4fs/JdbvOeMyLWb8bhywQmwwwZ5MPDr4oTf9I4bDI7ib56tun3PunCK8TPFu65ykiQuMg10I7HN3DRPE+bDlZqZlPq613lBaHcLy0YBhjSDnnKfA74RTjbkJVjI/yLKNFugd78xLZB0TCbM1leWMz/OS+DnfbZhRty+qwNUKJuw+a1R1YKF8+IpK6SY/NW+p1E48vxpqqbCFH5ZOOCzszYXC+NW6fIXo0nkG3a7k2GoJudJ5ACMAw9bJH74XkL0Fbuwp5mDPyRNeywzRfj79iCboy89nHN83Nel+d1G+hgSg6TTT7xfmKbkI/p8HRoh0xmDP2EycxPtaiNGn0xsxHYyCGaGxNuABxqb8MeTYwenqGE8e2W1KTNCBgzOO7QssPhgC7P05ZBiMvHnQ4Nvun7xr3wztwakH903XHpz+wXKf23gAY9B7mKb93GwPDZdRsr9qQr7cB8UM+euckYZExAjOe8HJGjBGMQ5Q+Oodf74bTPXGae5SXa6NIay4HNyoGZakwGHB7VlYssFw5TfF36CFhgG05A8lOa2jnMAaJ9mRyqxE0M4apjVBqyrBB5WEOr+kNWGOUoj+4AOLLCKDNYeZTNR8Uak4A6g/cu73NFGt4lehEv9mjeGfkypymCKRb4cAQ9TO5CsQG+YZIJ89qeT2iFiOvrlSG7Ojw6kQcBs31k75Ki2Wy4hRw0DxKvW6jveuHbajcB1+s6erjUrs6jYGbaz28Dt42HAHKqY9HNtBA6MWtWHer7s730SihDcrIAL5YhshDZSUFUzxsBUJEvZeebK/zqBalKTAG6aARDTB4jwzTAgbMnFHl6jyHhv8MCWrR9941ugmLlZUGLaFAUyi1Ib9c3C9LAPtYTVj1Tq/KIUu0fAPIoBhjsUq/77hxpFSwXUszKB74DVHJ773QBVLKhfn3zoSx93gxRe3FWI54gzxgESdIqdJnFON9mlISS2GCRp06GrxRcDQ6+p9JbfROkGm5AgBQsDJEYC2UlQKwkWQr1Ciuenw1GQwUwlzQMQWB0LNnHRPmCaDNEIKnrKZglHYggZTtrIZC0ZxgMMnbO4yXnjOJpwMIDBhx3KBc9+wsGfNqGyA4wAF6hULYelCeTERuAc4TC+Uv1/wQefc8hVLx/geQVgW4TC9UOFbEHwlZ4GAg2DCBFMCaS2SGXYfQt/ODhKxnaFDYYQAIUAIODUCxPz1RaD7IhYnQcQV4tld/El0yDCyFj3xYrQDXd8yUu6EACFACBAChMB1QKD7IhaZVCs+XiQOl3MULEclLDaveWsarrsqE0OayqbouEYbY9BBCBAChAAhQAg4DQJ9w2jPRKxxo3DQcRuXytXk5ejMltb5LlvW6X/P9U0JKBVCgBAgBAgBQsAhEeiZiLVaFJyTZnVeolVq8iQECAFCgBAgBAY2An0oYhGo8krcyA7vHPgg1ggBQoAQIAQIgWuAQB+KWD/Jn/BdA84pC0KAECAECAFCwKER6EMRyzd+zFEYd1wrfIrvC8PnHhs9HRoMYq4LBCiYECAECAFCoBsI9KGIZT7PHuF/DoXrdeBQlAcwXU0Nbu/JSIHcjXdCpIQAIUAIEAIDAgF7RCzf4cW4DQpuhyHd2AK3BRH2wgBAQMoaluw0NZWkL5vrI/gMhP1BoHjkCIGeIUCxCAFC4IZEwB4Re0MCQ4UmBAgBQoAQIAR6hwCJ2N7hR7EJAUKgPxGgtAkBp0aARKxTvz5inhAgBAgBQsBxESAR67jvhjgjBAgBQqCnCFA8h0CARKxDvAZighAgBAgBQmDgIUAiduC9UyoRIUAIEAKEQE8R6NN4JGL7FE5KjBAgBAgBQoAQMCBAItaABF0JAUKAECAECIE+ReCGErF9ihwlRggQAoQAIUAIdIoAidhO4aFAQoAQIAQIAUKgpwhYitiR9CMEOiJAPoQAIUAIEAJ2IGAhiy1FrEUwPRIChAAhQAgQAoRAzxAgEdsz3CgWIWAXAkRECBACNzICJGJv5LdPZScECAFCgBDoRwRIxPYjuJQ0IUAI9BQBikcIDAQESMQOhLdIZSAECAFCgBBwQARIxDrgSyGWCAFCgBDoKQIUz5EQIBHrSG+DeCEECAFCgBAYQAiQiB1AL5OKQggQAoQAIdBTBPojHonY/kDVEdP8rvE0uG5wduVbzd5X4/4eP+vdFXG7MnJPNYtxT6nj/v5C3K48vfhsfmn7NnvXC3F/f1tjIBeCW2oPpIL/+4tnZb6g3Lun7ILgzc+tpzGj9+Mj/v6C6mCJvpV7Sk5ln0GCL8R9ViHx69FtW31uPiSlLusqdl3pG1DGpXtLGjtQNuo/VELxd+dpr4hhjd+rVeDz9zcyvjcrM6d8KfWkmacYhy6EACFwYyBAIvaGeM81jd/P2PI/4ODGjgJf1h6I8147J+JgRsaJPUXf52WUvrpwc5DnZrW2jbGGkowT6ozSFUuPWBEe+n3PxZSqM078Q3vJkE/rt2npwUPfjlOCv76kqFKdejA+6PXgWZ99ixQ/qGe9fj9mpN+jOaFeu3ex79r4bKkAbivJ2A8JqjP2pmW3YIweHhdLlqYGLzwMSZXUdppEY/kK+a63Myq+lk0K9rCgrM0I/dtLqScOXPK5Xz6Eh9W8EfTuCxnnLl86p457d76qhnvC6eKB+OyXUn8YH3n3SHgiRwgQAjcmAoNviGLf2IWEweuvtyz6vvmHcxcbQcrCY+d4aPcq/PcdqGsbEzo9rXR5Se3KkurHX429xZXdPMZ7sCmqZu8bJSBxTR6MXcxbajHWbPs29e05S2vqmdv9qxfkVa+E1A6URjwqd2FeI8cwdjm74IWiFhY4LbP2L1Xta/bkT58jnzA/fLgp0ZbSD9OuMA+3Maxtz6bD9aYAq3ct3xaV7imqvWwZWKue9ebitGZLbyvPF/fEf5LXyMZEL/wwwds8vO3btTmvlrWxwJkfZgWIgrPk6If6IY/mPvNG1h/fiB9yOvUoHyFDqdPjstn8/LhYmXka9EQIEAI3FAKSJtOeclel+g+Cn39qlT3UjkijWQL8Dxq0ROOIzPUDT9UNp0CseriNVEyau+SeBTN8psJjZ2PZRjUXkyOjF+zZFzEncMwYkIUymSL9ua8bYu43jurchoxkLR/G7jstZbmk4FUNCF1JnaorfkkJYnHI/J3PpScH+ctGQmrjAqe/VPGXEi6lvq2AUOYfMy3Yy4WxIXeGR6RVxMwx5sJYfcaRPYyNi58XH8xYSZkN7bSRiaYDS3fFLz2BiRr92JUDMZtfKLoyJnLeS9EmX2t3KBrjs6+YCVEDXbNm+6Oqn5jH3elFs+80eLKGlmY27FZkePCt3sNYS0sTBJXlxyrrx61+9I3wYfDkHE6/Hr/smN3d4BajTE61bi/oRjJESghcGwT0qZOh8Y/pVtPf+0ouaQ47LSbmBOzdpY26nZ8AABAASURBVNQimVZ5FzwM6tYHifH699DEDOoEPghFniMyOROZEfgw0BsIkK8hmxVjbr7lUFyOp5s7FDlb8eYs3xAY1EIQB8LyVHcirwjEpPeK1KCRjDHLYMOzbNqK+CFMe/gNjVF526hWldezkc+snmggYvX5J0rgIfi+FyKtC5uRnq4QXpFcoDaaNuHZ5H7ISwOt7i2LYwPmxMCY8qfMjFOmQHvvhtyftiQtf+mBndPGdR5Fu+856BB4THxj569G1l00Gwo3lr8Uc7KejVmhmfvLlgumoCDZ/azxHxknT+vLMzMaWaRfcGP5itAjpwNnZiT7dJ7btQwVKr+Nr2N3DFQM31X4ZWfPh1tDB5r7w7OF818PUhUTjGD57btYxCADPRZIaMWkPujrkAcWAYrGi9ORQaEgEG5wA6St6G65BJRs1JyOsDmqj2YJvEdf5QngLxubfuPb7P9KbpeIBf7gC5Svq26X/KrXybNfTIWvDbh2CFel5Uo6a7xUweA7IptF50v4b2/Pjz6hVHWn224tacf1q//5p19vXnT7yNv2P57lOdRdYBQq2t8i182ZMBPGsg2XcMgl+BvPpadQKHqND/Iyelm9GXy/6oFgdiVv6V5hFtJlTf6rRW0jo+fEh5jov+Zmz3GhMtAJm3wld+Ni758PQ8DGb1/wf3nC0A0rUstPG0U2kGmPZkLDHxw4X8bGxE6dw9jp1MPIHgSZudbmuuZ6dBd4iVr4fXN94xWRykM2J3wMCnPx2eql5o2Ig1iWxsoVvuuDvV/95dB33yi5yEkv5sXsBO0xDKrfCHkz2Pv1Xw56fUX2TxjkNf3VrLubU7Pu91Wr3YIyM8Z/GLozj5mPdJHueh761MkR2ZPkcus8aGLmZ0s/7fzFWuUC/l3PyzL7XOAhD7QA0SkrZWx3VvaklHy4mZCQv45l7BKbAc0SXyVLqW6vSJhgPTPH8dUsERuECiiFFba0pSdYdB6U2eCOJ8iskDmdV7fK1XnNcZ6y746JyJSnfGN4ld+kyI0tf/9XcjtEbFWqMpPBR2hRF2UrK9qdpNppkmDwDfI1K9ysVoRDE5I1z8xrID3A4HXZ9CVFj30IWmIoFwhXOIODm/SHXwFBa5S74GlyMIRlzNOtsyGsQOwV8sLqkUx/9FUYvbFTaUtPNjMY+waYSbJLbUA70tMNztadR8Ab+sUvRd+G2bXU5ynV9w/d9KFeoG0rSSsFRXRwbBBKaLeA+ZGDWcuJD61Meqp4yRuEIri/vQ0iWXtEITyG/BOiC2l1fdZ89jbmO1KR/viB6sfTVo8f0/L92yE79oDI1/8rXQMFAXOyYk/tHzM3+d/JLuTFZLwBebHBY6JjDrS/XNX+8tcVD92a8fdXy4bMz3ooSH8Y5ySrDlc0QsSuM+9HCv36CBR7u2Kt5wHCksljF5jER7gimp3IyLViCdKnvgjCOBk+Iv3JMhYoN8bRHtdi4tiQRec7Q5sAOjne5lo0CFgI8cD+ujzIRq9EpHHGS3fK1UXNcZ7iY3WdFBs5wcDxhMjYSazsJH7uBi/jte8redciVr8rQ8t419XIRocbqLLQcBudUYGM/pNTU3GQzgPBAloFA0p+Dyd4NCSFlOAjOoOiSUo8yKSXNiOejD1uDWRxF8hRrgSQUPLkNVnYRcCmgT9aPQn6EDH7QTxNTqcH9b3/eg2ceRhnDHULMRo8cz84SQrCYznK6cXfPO3uNkLgpq29DXpxwj2wHDZhhnBvcfYeidpUbd3XFv5WHgf7qx6Yw9pKlPsOZO8D+TQm/v89aj72vVWGE5cqSr+3Etvo5THx0aylpe1/Ka14SCGD+vjDS2tRn8OEiU7MYxyr2pNbuie3otlzJGNte7LKLxvjije/iNu5IA3drPnAgNfEl/B+QdqmSSibRZouLmWaaqAI3PTEq7GycTLZnOQlL4FEZ9/m5bbUF30Lo9uR8QvTkwPu9Lo9OP6RN6FvwZrzsmogitGhsVZ5zj/l8ZfY7jlBBeqKn09nFMyXbT/QceWPMU6/3+yO8V3FUnYlGMVhz3PcrVKeENsB2YJYeWaWYNMC+SqfDLIIR8PRebaFVs8z7uuYVakRq7TReZ0OtbWlWuhEGBvlvmbhuqVnf7n6sOZct9IaMl6Qbz4axKE81FtDsOTaD5UcmjRJBtZukZVJQfANWQvkfvgyoMpCA44OFcjzuSjigeyEslSB/qiYzYwYdFdG7Df8EZROmRGiMDZPof2bFKbVM6ZPXaAMNOhq8hczUS+NXwgzjfp3ybVVLHxbezskaFAFm41NsePGAu/upJEBOQqatBSDHhwVyL4SqaldFZGxRAg0fpbZEeoYXgyer7EgQpGd+Rx41/045qzKyxZ0pJ2WxW3qCym3sMbyuJhvGZO9kGyywgrR/EN9R8Jd9jGuZYW7TpzLSPnUVzfxFEp/gNHn5dzyPUjeqI7bFb8Q3Qs4XGZMc1RdhwGSw8M/MmgOOvkvPRnz9Lof74PmhHqbDaklETreNrW0gud4mQecuXObwI3Rp2rPX+YK53EySJqHMObP1ein686Lz3BpLH1p4cn6wJlvJ3geSKuol89QFz+eWfZAYOPJjJ32zGSGJPreodiTr8vvTG07LyaaaZVJgrgEDrAXzybFmrr84IcO/eXrDP3UCQkpi8XubEQZaIxZ6uSIsnXVZt8dxurR0b+RsFWBQXf2fOhnorNqi8VxDxMLiESDnN4YKYBqd7nsqDlCis5wlk2QSdnUr1ei0XAbqGOk3nDfL5W8SxGr15ZB3p05jTqbLc43fl2ylfkpk6QfbXSMqIwNj1nM2OIU8YPHb1scrWMKk1KSRTLGJoQnzANQZAnH243JmvRX2BGT8DMhPLzzzqYFvSSqeFuVm3FCLunph2eBtM5UmmZNL86vsDTYyFMSDW9oXnLKJJatNjZSYqrOerl7UQKIxbY9Melva1HqCOW4rD2wQlneUVaMS4h41AN1oeNWz0KrqkBtPIdOfxReJNOvCN3zLWhcRf/Wb9OyXtWgCG8u2vNqWqUx2Xo92lJHhowfxxrVm6CXNXh+Fq7zKakVz2mxQxirTd/Ug0lPYt4Wl8uNYLLFYv4y2BuCqspq4cxd7Z4sGH4Ovz90zLiQ2wGR06XfG/i8uGfnd0AzJ9RY8WozQj/JcwMT7KxxrKkeGA8chcoAr1vGM9bUeAmIr73Tg9jLtlJ1LTgRajtOAeGyxFd5gsmXROJbkxCiztAwhBW8sVMr9DGPJzCui0bTLKp2JN1rgdSRzrwgaPYSeIfxgHaVb0cpi1YwgQLP1SmTsiNMmi1HKk83ebGvXHbWnG7m7SDkOEKDAaEVdQuvG6KeRmC2Typ5lyJWJg8UsrN1RhnMNUVGAh6lTAsNjdGr0xueQoev2ixKVar//GzRB0WaOKW547ch0kgvXZpUUAYHyo3NJcTFKOgLt3a47pbXjiSvJ4l/8qMvBLvg1B7/l4O8X78f3cu/9N+Xl1qQVnSlA2cTV+ycoUiY87bK6gTa8Svy78cKVPbZnKEvB2NSrwcPfXnO0pMZsXtKWk6lx3yWsTQzaOj6xTF/XzHr9fuXgoQbE58wkWn/lV7CmNskRTSu8xnjJZ7nxPqjtEs9YqPfN/TOmEmKmI6D18aKXFA1l5bwOnmqCO8rYCis36vwXB/s+T4Mi8fEzFB4sArV5jkR+R+m5cf7bwZTq2vkrDjgPnhGfODg5uxP5oT8PSNt7wshb+HCHvn0+Gg3jkZb2dL3Xy0b/kzRI3xR021B4W4s9+s8ffPp7K8OMLegkDGc7NqehPYi30pXvQMf87JQjvADdEVMmMdkRqVRrdKahrBmQYyhCioQTLBaMNa8GFTdns8WDLLrw7RI55o8cp0cDLvFLgSIHCiydlsurxi2OJAlvBLNrNunbUW5Pv7dzNV6ubpRc7qZ3zUix34e7y7CaYn5yAfkyF1KZl3d0l+VvEsRy1B8dla9UK/de+yw6ndIxWRzXcDyYWQpEuDoFhoE/DZW+YLh1RxFkch0mYCdhE5GmVx5YiKnO+YdW5yg3nS3vxtrrrtwGl3byMBJadUJL4TCINISoJGhc15NmQHElgHCs3yWumHxS9FjRrIr9ZjUhfqWIYGxDx3QLwh2G79Cy4NamkuyT+QVXWBespcqnomViROdxsROCRYSMZ6Dp8XJB7OWik9wZZHR13gz8v7V//Pq6o4m2H+nc1VzBohtxspSUe2cXsrY0BG3QlSPEWNAPew26VX9/8QGDv5Wc/ilpYf3aAf7xy44sHMqSHTGbostjnspclhzyYlXlx5Ul1wZFzlTXRzhD3EZAxPsM2lX/FMeXREofkyBquhnAqtX+K6/P6b6ztXRK4JFf05+jU763G2oDTUOTgfdZZip0MlobHcMTgLqYLjVc8UaTiS2wrwmZn42N8FqsjIFVZAsYVcK60JoWUnomnjptWXMYozO2zewvF6T/J0gkx7VHIcql6TL2C7tYhrka8VKsYMl5br/KnnXX79sZUo0WGuEefxSpsR7VP+adwOxHjPJhEOR0OZFhjKw46gXR/QGm6u1aYo4iv8mRc6ys7pYeBOevE7OMg123w5syBbEWiaCI1gcyXagterR3fJaTcTBPIcHxsfkXfrfqksvlDSsqWr/S2np/8yRuXAmA95of7mqYjYqQvmz5Sk8pqr95byE20z+HhMfzVpe2v7y1w0rSyHN9tXq9KnjhBGgGPS/POjlr2sfx42f2ODgTZDpyyWCadaUENyNf6bif6va17wU2nXNBWqD4zwD2xL3RjhjXtPT2//ydcMj3PzMmMekF0oh3zWlWOQ1eelBYwzxmdv4R3c+/zXgUPsCnA/snB0IUpmHjgyPKWn/37wE1DNzD0hHtqL4L7xEf1Eny7iQFkOu2UXshkJPVHT4pUTnw4O1TwnZggZofrY1w20nvXs96KIlJliJKuiEYwotbGosevP42PlcE8Z4L1xSOsRrIBzWytX9muMUSFSl+vPxq1X5ylg/VnJ7GipurTmh9JWsMRfHl7xHHJ6Iy4wicEE6gs31DBJTJfp1cYTjOgGlJAV/nAaFcs4YUZ/6Yrb4UJUaY8iLIY3R1gvhZVoriw0YNw8znOBg0htocL09DIFBPE9ISFkMocYZDdgxN9mMIVUrTmtcCygprx4nHnNMrMS43l7z/GbNuzu0u1y4DRvjYWXk2t1kBHpXj5Ej3azWuME8iF2Pn4urZa5DRtossstIr2Ed6C3jC8+uWFjmkL8qnNVvrsvlk4AmmTSoRr476d1jzWfGKPKgSYbOLnyVXQktY/rX+AYbq8wIY9mhHYvIZNGvJMC4RgOKbnFakx4+ZCMN14Tb1pNf4wL0KrtOyoVBkpUUvcrG4SJXdS5fWb9WcqsNXgeI5oG1Jj8axrJ8UydQcYs7UQg94gkJFXnR2lWgs4WQQbhI4BvjzNsOSVn1gPTNUghkTMPmZeEqeDHHCLYLGMDIem1pmSGvQfMFJRX6M5w/pVXKJ4jMAAAQAElEQVRyetPnwUMYw65ZNR/LIot4iAvPhelU4dv4jAb0hyMie3G+mYZBTER6kQceF5VwAEW0uACA68wdtP/OQL4+6NdtESstM90PEARABDKGozexPJqYQb7KE4KaV/QSL6hJ0rLFMTDiF30MFxBIvqvQBAvCifuhfrhMmKY7v0wyeZAHOs4JGqtvUpihAeEfrzCnUg86ZDAiYB+9SitfYmrQeCPTbmP04zgFs4OTzsrl0G2XHWXrhIR3H6HCG146NPHojGOhfq7k9olY5B83agA9k9GZ1TmQkcaAdpN8la2saG83zd1C1a5JOY4JmhIxSyErax5+1EgvJgtpAj2cmWxeFiQqekPq85A5fgCB6G1MlvuLJ86MSMAvJsYEGcw9+cnEJMpmq+I2KNHEhSCnGRMYkCYrZk0XQuA6IwCixfglCt+aqZIL9RY/LksmMVa71frPv03zqi4Q4wdkLSnLpK/fs4lP5NXw8fIvXWi7JoSHr4RBBYYKh4Hm+vHcJzl3Vi6hDpi/UCFThMuavxDqBGfhzQpvUnIWxofAPxawHyu5/SIWeCFHCBAChAAhQAgQAvYiQCLWXqRuMDoqLiFACBAChEBvESAR230EUc/m2Kqw7peJYhAChAAhQAj0OQIkYvscUkrwxkaASk8IEAKEgAEBErEGJOhKCBAChAAhQAj0KQIkYvsUTkqMECAEeooAxSMEBh4CJGIH3julEhEChAAhQAg4BAIkYh3iNRAThAAhQAj0FAGK57gIkIh13HdDnBEChAAhQAg4NQIkYp369RHzhAAhQAgQAj1FoP/jWYrYZvoRAoQAIUAIEAKEQI8QsJDaliLWIpgeCQFCgBAgBAgBQqBnCAxUEdszNCgWIUAIEAKEACHQZwiQiO0zKCkhQoAQIAQIAUJAigCJWCkadM8YYUAIEAKEACHQRwiQiO0jICkZQoAQIAQIAULAHAESseZ40BMh0FMEKB4hQAgQAhYIkIi1AIQeCQFCgBAgBAiBvkGARGzf4EipEAKEQE8RoHiEwIBFgETsgH21VDBCgBAgBAiB64sAidjriz/lTggQAoRATxGgeA6PAIlYh39FxCAhQAgQAoSAcyJwXUVs9cZp7tM2VvclcoVPuU97q6bzFIHGPXhjF0SdJ0GhhAAhQAgQAk6LwDVj3B4RWxjn3uH3VOE1Y7GzjEBIS4Vl9UZVDtPl5JH47Aw0CiMECAFCgBC4JgjYI2I5I1HqJuMvR8FyFHEF3P/6nnRf6aQM+C47AkyWLPORetI9IUAIEAKEACFwPRCwW8RKmZu7JtmfqT92jIGslDHGGD0SAoQAIUAIEAKOgUCPRKyE9Zq3poFdsxDOXJeMdlBQ3ppZWGs2Bpvso0jPKeE07fWvJCkxaZC7e5xBgAvRCyERiMKdYL5Ff/coNatQBaCvxNOoxEZOMEw4HGLYLS0w3RMChAAhQAgMaAR6JGILXlZVMD9/PxGZCpUiZ3F5E/6OPNupjrYgLiBRp8hBSjjU/uUmNS8GseQy8EZXnlSukBhZdYkqloX+TU3lyf461esgf32WlTSVJ/kx/2Se9ZFlviI7hkvNxhhVgDGvKKZOoilOBmysXcmPECAECAFCoG8RsFvE5iiEsSCeYezon6w2SVOF2j7zZ+HHahalTp8rFsFn3mKDlGY8KNkoJjGoIjPPONk4yhjkMz/Kj5Xr7JjQhDLYmFfYwwomTVBk4Qa6/LT/0E8HPruBCkxFJQQIAULgeiNgt4g1MarAiU/2yVRTJLyr0ZUz09gXfYwHBjGpFA9UmQa4Rqoe34DGGLoFPY4+ICKeAxG7/5AdRan8NnFtudG9lqU/WPnzZWM889ANH9Uc0V9ptQjd+n290Qdvfj64FRNUV+JDl0frhfrcd8uVz5cq12r3SBO3iHn55xN52sTE0mcSyzfk1TdYhPLHVr3+tbXliXnn+BOcWiohCvi8q6+8AI9G1/LVR18nrtcdMfM0hnZ1Q+GEACFACFhHwG4Ra5pRnB5mPakufXVfVXRG45fENb6CPhjPHXW/nUXvGGYy7sYwdY6iIwH5WEPg7M/qvGaj+2DD908tLrsn6rgofsxD31l/6vdRRwLjqkR9gxBadOGSWcJXvinCBL88a+Zr9aFVr3tklm711ub8Axfz8879KerIo1kNJhFujHPh1OoFZYq159R7Lu7f0/zOWl3IYp3Ig4RGFf/9B1CWoxe5X9uJd489tLah+vJ/qvO+f2jx1ye4L5zOF1c+sb5BO/bWacPhiRwhQAgQAn2FgN0itnsZWiymESL7TfFnugqro1MfvwDWx+tZqzcqEg3G3Z6MuQWeb9jzxDF7Pp+h/XxacY7PoxMZ0zc9ue6UIKkQEh56/GDQ/2V6zR7FWo/XPZdldRiJtN05zr29ov4EG/zQ60HHP59xbJfXNMa+2vDtLuMoVEyr7cg7p3LPsUmPTSgGJg/KnwMOK+v/euCKGI6Xlr3rTn1yDu8Mxw+fqFtdfyf7MCnwb0nurmeaPjmOISDUH3+umc3xeT/GE59v0EPoj1qfEghKIHd3d+MsQgNCGEUyYcLg3Z2ro9PyLQEGeBkd/R1cX/56X8n7QcT6grhkasOSnpq3FCpx8MrNqKYFtYVxEm1w2PPJfhUqhXFjJviq7azZFeZLY40vxEzK12xMUhtD6MZ+BIZ4ysavXuM5hrHLexqOmsdzcR12+8QJrz07DLwrdX2hY62s++gMY5Nvfe7+YS6MuY6dsPoxuLa8pzYTlYydrz4z+DaZ55//6IVS0XXUb387BHio+f5nOHPXVp1VvnxP26TlYx7iz/zUev4Cu320G9y7jBpyO2s7fx5u6zeCUB/r+X7S+BHwNFAdFxWmWfrmxSzArWUCErHvq44CWSpMzhdoeEThO83B2Ri4ZABD0F/B1E1ZTNFh+YC7mQ9zpB9fhgBFtHTG9QtGZgVKBbYawpqFDj0MI6lT3vCXbvtN4fs1A2mAFd/6OxNKbawM+KjodSXvBxHLwtJBK8s/SHhJwKI6igk/n2ePwD3/jCFkx6ImtUl767vsSFkyS+QLcCAwUBUQ5ddB9SckYzrjrCimxk/f3d2yAz43XR2lUwVCWuAULEuSlykBurMHgZtcBPHzH2vE58+3obdrH9Sk77/4GYy4vr8edRumiMfEX9/sytj3xxvBH5/Fwz3qzekHcn753+Jji04HuuTBwQEocMGvVf/NcxuuuM4Z/34Min/w4e6WaSGsuujMkTNNBz9qqGY33/ffLfsTv9l8ZojyDfkkTjEwTyAtFGp/P+PUQvNSFsZFqaU2GvxqYsS594VPQURhxj5abppyFLpExUZQyBfsUAsTHn2XqZNY5m5x9mHhUwEqBvS9NfGYc9iHTzgFkpfEeCpP9md+SWvCzDPhAwM+6UQgxAZNhQU3J7uOT73LGl86Q9ufjTdVjdNmjOs7EIP3LBDqXf6OGLvDZ9JHldyehjEsHTC2ATFIzaamDtbZuRgDIoE78qxP2HtNcBZQhXvw5A5iQcqSdwxSlgcIp/Rnw8JwHQ7/KiS5Y45Gxa8kCp88bEYsyQtyMeWF/sYUBLbobBuBliMokBibenMHOXTlh6O6F99vYWzwo/O9badgb0jDeZTWLjgiNUQZNQRXgTW3mht3DaHsnHptqWLW0eUHBs9eLVdO5v4XTqni6ytHjXxzlY/QM+C+cLp5vur2hy40/H7B8ad2D/59mnzyR+XP7GEPvRkQK7PnM4AUnNGhtACxl7XYOvMFO9TMb/E8RFkgCDPNvS/ckcP8ouabwuYuUjAdCNSaynIW4Gf0F60/BXGKHHsXFwh5Xf8zrj9UJJsWRwgc1eTl6FjUIpNU8Zvix8zUYgKdc54FWZJcLmlULQuCZQ3ww+bXMmSgPnf8TPqqkg/gtmWgVoZulKvhUAlrbxciDBo0iDFwDH/t7Y3/+hxvbB6V5x5dcPj+BYdnzjr6+49gjDhEqZSBulikr6yf86vP5L86cn98ffGFIYrXJz0/uQc1CQRkuWHqsvbgOfbTOchIzMG+S8u3R6/UXAUtduvBPef+jXFa9q8DE+zgSNXdD3SYu+QySvbaLjAwz9AenKYcVZOw4cqIOeOfDzif+y6woc2tvNjd7DFDxz6E5eZZfbylKGqPcnYU8qKDfOXLBHBgpMiBfjP3dY4T2o86DmEZ81lW0tQklUAoclDMOkexOuUSZUlFFz0hlC7+0KvoNCFnDbTGt7XPpK8qeQ8aRmsskp/jIXD1p4bKF5Kq/vKqUcqKPLa3f7PmFd3zL7U2NYs+1i5t9WdafzjT2uzqMmnOmPd2BZkN9cbevPp1r99zsTpmjvfK+0eCydRaIp37XfwyD2ca89nL57+5zO64QzqA5XEvs07F3u1/3jX9yMHpn/xxyOWjdU++e+7fWTAwbXOZ6hlypXbPgZo9B5pPQzJnmvcc+L76MtwZHB/pnpg4JmfV4JRFutV5V86eaVi9+JiquMVAMSCuKPb8ktTG5eZWCsUHpnwvFyEQpQ7zXzwfRzBhi6KYLvFlQZRCcM1bKrUw5PVdlhwlGmgU5cnqZ9nGYEV5Unm6Yck7EDuBsz6EtWAcxnzu7lDYHNCEWQQ54SNOAgWju/jubNliodtk2DUPrGzu7nZOi3FCPDjLNj6TPqrkJGI5yAPxdNMtnlO2p/+0/xAIWpCy7TicbYcbnXJN42eHIcjFfaTtcvM5w9rPZxzTTFcn+c0cay5Dhw+bef+EP6f5RI5i9Xk1z+8xSCZvV2yaK38+LpVnlxu/xBWxQ+R3WGQ3/rXP+ZgSz9Nix7Kxt98EFJW6C0axerHyZ7D8sbuH/wICTK7tor72oN6QKXOZ6IeTmL4/c/G/OE3r0XPK50/9CV3Dl+BzvOFPz3+/3zRlSphsPOTPr/t5/euH3HNDlOlT306btHpy2ydZFit6IbLTOpANCnWU2mijsVEQs5kT7u4BqgqTcjjsPbXCMNcB2tqARJ1B+jK0tjTxX8ky9pYCTLC4Fw1OopnmJDZLoWG1tMIysx9giICAX3mlaG+Ge6d1uOGdjvkZjKxgh9apAq28L9PLxTesVlSoAgbsdCd4xTY/ExMOvajkA0fEOm2970fG3cbfHpCd3nT4KIhVzKa9HW6av/wqIHsLBKFPrw7X2/+sGgn2zv2JFfnChGLZ6DljIcmLm9+rw+m6cMsu7l1bux9uxo4IxiC4s+lcgm+ZDYF76vcIqbHmXPVFxgZHzUFD7+ULP9cLwvdc9eNR3z4VX7lfJGur1qG4dR3hcnvMPcWawIMmd/scSPD+2w9qAh4Vc2/jk43RBPv7sezsWZDmN/0Cg0beDudmW0ZfSMW5nKgPlGo7bRVAMnNCHcWYMI9JJA4zzarIUTBonTvqnFHJFqAuWaZ7yt09aUp5k5rFmPYkF5NxvAsfkXe0wlowyjXGIGb4TEzLCZUWtE7wiDsTSLQaUDroQqFxvVPew9Yk+TGDXaBTSocPrN44DbqKguNDiPpnnAAAEABJREFUc3s/k15UchKxDl8teseg2/jbJ2e+23z0WH3eP378pABu4NF1rFfvUjXEHhEy8fU5UIcuKl/Wc5k66pkkXOFTmVU1bVYxN+WWLt/TxpjL06/7TTTEsnl1Hf+n5aArvqhcdFS5tlwZd2LtccYm3vrY1MHsjG7RrLKZs8pzYTA66hfPzB/MzjU/w8kSnz/60LtXGBvyXAxI4iGeo24eY3IuOLx1dRkzys2V59p6/OuoDVduf+yu5BAM+UXAzSPYpT17murP6PP/xUYEjAQ5ywmd/MQn7EgGoO648EaNc+95y2K9dDhfyS+5oxBFamHM11HnjP7cBFu4I0eI67MsK5nl5Dn2oK/w5USdNSssFtXK4Tt/sT9z+oEsnycsndrGWCd7FViBwem9JNNjm0qW+TA7P5NeVfLBTo8aFaArBEDKBmxPv8nD/SZPD7iBR/MYvXpye2DV+IdGMXbg+6UfNcGQ0GXyL/fuGq+YOJhdaANTbv0F5jrR/a+7pi4Hn64zGuwbE5CzfNhtF1ry85rzj7fddr/XJ+kTUEvsOsQLhOQol9E4iWnIzNWTNvxuiOs5JFMfuPJfsmGrc4JgVNpFDhdOqZ5vOj9xzOY/jhEV35Pv3PLYkD2Jx2cu+H6PbNSWp71F/y4ScvhgGKDA4EviypL9GF+Fgi2LNfahg4+rdzoKUSDmyjT/ZFQFw5PJob/EBCuZg2prtbop7vW862IIC1C4WwzEdZ3vTHc9C2N/3rhjAU7cksTAcvkZ/9BFEiC9RdPswJz9ZM9n0ttKPlgKZffvC+Ou7TJz3GujS6uAMxmEug95j2LAsHXyh+8FZG+Bm64SCAkAE6w20w8FW0fajqHDx7+mQZPqB79zF+ST61ifpMwQ7efTj2imHgNrbubkORam3I7JmnzcpsQEHTgY8uW+oC8/n3Hg9QkTQbJC6CjZewenH9MEzBQe2cjZK6cd+xzIAo8cnHEsJ+hRmZA5kEodN/cmjRe9BFYzpasR3Kb8cerxg1MP7pt+PF0+BeW3SDuAL1ZECLfSWRGiiAJXpgkjVHw0HujPjHIXxkPqHQU8EJpxh26RrQ9hC0HRLezOgYt9/XSJAQbNMDayatalVpmX3aFPqPJVRxmNr9Jywb1xWhO06qZtBqDJVeQwRSKM+Ry6bP3EXO8ruR0iln+QgvpacsYtMHhnsEtVfh+WHb8N1kOrAK9DXYrnPmTWwZJyGzfWDvnal0y7jDCoZ7uf6uBhw4dJt43gKbiI4pU/8BOQ3Tyigy8P6s7J1W3McKsSuotEnDQYRCBjODQR+YcmNUBV4WdVRQyCJwB1qpajW+6PJlgfMRHUD5fj5lDu7lHlVpMSCa/3BffTEOZFm3HC/4mElQvb3fiYbZID4IACwLnWI5mVzfgA5SpPYoYNeaTlwuEsE3QPBWxKkp9aeJXu7gF8G1onmytuLHDvbvqkktshYjmXfpZ79GOFgxcGqqiupizy+H1zEiZfYNZ9kx6lQgjcIAigFcrw4Qjzm0wzoYTPyvqiFGFSZcdvnPsbEhQwxCygPQBnPSmB6rqfOecdORR0hiZ/TgZlEZx5Sa97GXrBgNBoC6VqMu0aJNQBXsy5YcuePWIggKsJk15k6yRRsQ5zEDi/vA6YHtEPCQATcPbCYq+IxdTpIAQIAUKgLxCgNAiBGwSB3olYrkM2WCxA3QQafDy7iz9UJgs4wohb9IOLaU4jEscV4Bm8uTNFARsA9xFOov0A0zFG57kLwXA2sCFk2MUZEw/eWPiWaQq3YX9zjIi5QIqiM7GEYXQQAoQAIUAIEAL2IdA7EdshD3XUjkUwhkanVjC1SvjnnII4RXmy+GewZfiPOi8L0yIY/mxFAQuQIgcTwqMsmeksVgHgBI0AA4E6iqmTxL3LMVF7jgqViqkx8aam8iQ/nWEXG5C+ihzj6uymprIpOgm39iRMNIQAIUAI9A8ClKqTIWCviNUZ/wMHx3bimLJjWSVLzfjuaxU6pAHbj3GpAF9hpjb81R2EWo1S+LGa+SevMe7H5hu2bK5hXgXEQYe2E6MRPuxhBavIzMOdgDDMvsM0RRC3oxRnOvCVUlHJy3CXIp6M77JlRja4B50IAUKAECAECAF7ELBXxJpPd7LX0tuRA/y7q4qO3hY+OLvP7C8+LMItHkFjHIV/7Gjh3aNH3VcVTPGw6T82epQIRSIECAFCgBBwJASuEy/2itjesWeytu54uDzZ367EJIsKrNODRhdH1HDEMDXu7madrAe+Tr+NSw/KTFEIAUKAECAE+hqBayFicSEa/v0v2j2Nqt1OC+LjF8BAcWthfTWLgn8ZwcT9rI1aaDOKnj34TfGXLhnsWSIUixAgBAgBQoAQYNdAxKLW14R0wcuqrhXFjNtWVQphthRjMGC1nDDMl8/zZOHE/4ELrn3gfOZH+bEchTG7wqe44Rl3jHI3evZBPpQEIUAIEAKEwEBH4BqIWNz2xS8HdyAHna77x4vKk/y6RnVuelOOwjjHKiARRrXGv63kseemq6N0hm1KFCxLreDevT/5PHsEODRubqIoD2C6mprKckiZFMgAAjlCgBAgBAgBOxGwQ8Ty/Sw6bu+CGfAgg+4X9weRkuHWGMIOMpwM1cRwvBcGMqxJ8Ge2o0DqIGWBXnTp6XPDwA/TNKiF8V4MPbLMF5KCM5AwhhEN99yDn3AGsiFfhjyYdjZhDDk0ReGhYtJNJenL5voIPtLS8TSd/ETsEwKEACFACPQnAnaI2P7MntImBAgBQoAQIAQGKgIkYgfqm6Vy9SMClDQhQAgQAvYgQCLWHpSIhhAgBAgBQoAQ6DYCJGK7DRlFIAQIgZ4iQPEIgRsLARKxN9b7ptISAoQAIUAIXDMESMReM6gpI0KAECAEeooAxXNOBEjEOud7I64JAUKAECAEHB4BErEO/4qIQUKAECAECIGeInB945GIvb74U+6EACFACBACAxYBErED9tVSwQgBQoAQIASuLwKWInakE/2IVUKAECAECAFCwJEQsJDoliLWIpgeCQFCgBAgBAgBQqBnCJCI7Rluzh2LuCcECAFCgBC4BgiQiL0GIFMWhAAhQAgQAjciAiRib8S3TmXuKQIUjxAgBAiBbiBAIrYbYBEpIUAIEAKEACFgPwIkYu3HiigJAUKgpwhQPELghkSAROwN+dqp0IQAIUAIEAL9jwCJ2P7HmHIgBAgBQqCnCFA8p0aARKxTv75uMP/j3v0//t8B+yO0/fxt1TvrSlYtP6BYWfLS1sqvzl41Rv7xYOkqVYk1V1p0lrGz+r9i6NdfGyPAzflT70Nqqi8+/vYyPHXl2n7SaterPvvD8s9WvVVZdbnNFv3l08jkH5YfXLXuWNFpE4cGHkxM/vVgs5BI61k9lkv1xTuHG1oFL35uPVu5XlXy2qf19vDHY9CJECAECIHOESAR2zk+Ayf0BxCxe/fbV57Lde8/VTjxwcrkrQ1Zey8Wf9qwZV1V+H17f7OuRhBTF79tyNpp1V1sHsFYS9NuDG0+Y8qt/p3fH1+zteHEnXc8eKerydv6XVvV1v2TI/V/3dm8d29z1rtVv/nVwS3fdpSyQHZg4mxkcu/eC1lbzyyeve+RnfVikhV165EHE5OF33IBfF4bd5/2tYNXWXPza4+VxH16UaRn9VuerPrrP9m02WO65M8Qha6EACHgwAg4BGskYh3iNTgUE/VbHildc7CNjR7+p/eCyg7NKDv0K02y5x2MVW39+lcv18DIb1z0r7g/BHG312c2l0tTVvk9zG/My3Nx78ovk7WMycdueGyMi3mYlSftsUfXXWajPdOP/PZ77ex/rRnGLl98KVlba0F69uvn1l1sHe353qHZ32vDq4GHEW0HVbqPLyPdd9+C7HRdtp2zh0WYqX5sFAT8WPjDXjbslb/NXLch6C/3sL079T+CLxM4dFX97VehVvhHCjoIAUKAEOg+AtdFxGpiBg3yX6+3k1v9ev9B8Jucam8EO9MlMqsI/LxX9xKIwxEj0zUzV870unX0yFtHj5qyMPifn469m7Hm7Mo3tczFdTj3hyBwLl+9dWovCLbZspzHxnRIE8aaJX/4FAS2598+uGdCh+COHl8VnjvFWNDTd88dAbXzpjui7/7TOMYOn/kQuJJQ/3y4oZSxW3/n8+Dom8Dbddwvn5kH9M0HP4cn9k0FMDTsv+8B9gQ3/Gb0Zheb/8OYyy2j4cHdG5JtugqiuPnTo8Dh7PXBT985GAIGmKtKxe9niabTYulTJ8M3FmOVSPgAY3ZbJoD+9FVaojJwnvH9DhrU8b0PnBJKSmKrsOjfu0puR5NSxT9R+AClrne5SorWya2ef/aDfFfxtvWE0hcZ8E+tYkIcLDz6dDhE3lCQDzJvWTRLOLFIICRDZzMEmj/ORmXw3U/7zQWVryTI5U75stnwfDW7UKIABqF78KvlIEFBJK+Vj4Rwc9eq/RKHpAwHiLPNEzQnND6dO/JP0Oi6hv3K0+Dl9ZuZUE2vHqlAxgye7GdLA21bUzMqk0GEMlZf9S1j4/5z6tNjL711/NPD9T8bot0ROHIku/D3nXU/fvv1+5+y8b/xGvftsaiVF0Y+OHHDg8MMVAPlyj+Bu5T4/WRGQNW32q/lH4Wv8gQUOhuJpF/HbugMix9g9nxMILUKyMBhyhEsv30Xixhk+iQZE75ZqQ8QO44T2IOCWLiOfYsOlFJYHKdA3eKkKhU7WxZFh0fzRhKT5JRCw2v+3jFwoB39XMmh7bILMfm66nbjLy+anVBG2D0MtSsDSyJ96mT87KPzjLnCTXXKJK3yLvEDlq2sAC+py18MqUTnH0+QwbWDg6YkIlOe8k17uw2CDjFuRI+Gk19jsafc2XE86npPIGpRfzx9AXTFSATHee3ypxqa2eDfpQRZiGTGGpbP/sfEyPpTEPqe/QPEy+fOQ7owUMazcNw6DsepPzXDwFTwwPOt/iPHM/bju9rXDp/78Wzzyb2fv/Qp+LtO8oVz00kQK6eb16w8s+XdU0899sXE+0r28mTZPb/M+qPbQVVp4IOnqmb6fPj4pVV/OPOVfOzu9RNGQrwB5TRLIrInpRi/2+p1cu0qleU4tSpVmckkX1l+tOnT1qe+mM0W5xs/sfzFWuUCrkzanQUp56+UsQkJ+etYxi5RwaRZ4qtkkGNFgj3qiusAtizhuLE0wg00KUy+Ljnckhlt6QkpLAOi0ZiQYNlifpMiZ/KURIvS61MXKLVW37slSgPgud8rub0i1gzLeTHRjGmPQytm5t2XD7tV0K2GLz9rnjRV+ELgkzB859IQuN8dE4GNRZZFfYEQcDDk5aEO+/EDj9fAdZ3F1WYURTfdOsY26dmrP4mBDVnL9XsZG7nQ75WZVoaAzafbLiNlW+HuM2YjUPQ0HGeF6cfC1N+vv2aXfzxtCOr8Kr/nw1XDXNjljY99HnjfZ7OWN3wH9NO9HgT1L/N5+dA96txflR25X3so6I3Zg9nZhj+srq+aTboAABAASURBVORj2WFBz95frQ0H823ZezJ9ku7vZ11V6+UuB4+9pCp5aWvVd5xjNgB+mqxMJl8Saexuyu4OZKxMKw5DDQXUlmpZdIzpK5MHTTJ+2lzMKEzfk3yynJ0AeqY/WcYC5caUxaYAP0CbHVxDfg52xXYmOgX6ChZ8VWnLmDxIbuE70B41SSBKUyz7Q4iJXCp3wxNT5CeUqg6WggEBR79X8h6JWKx/LNr47fGBNugbuBOHmILKyH+9JhVtPDzETKEkeTtCdHM9jEadzSalJJu+fCO9LHIJfOcZuRYtBdPEzM+GHre5SDbE2h0DSo8OAtsQOnCv9fsPsfZ2oXzwDhgbxIRfe/vZf/5LuLU4u9+N7crVk9aW1giaWHb7sFsxEhhZS1cdZmzcmJxkmWDpRG/T4fk3bXjNp2OngDL506oX9oLR0xRmuhOnHwtTf5vPsOF3IQOmcLhrtS72Bk947P7KI0HqDRMyt8uXYSzXP6vk3hCB3TRy9NgQ+ahbRwwbOdrrfxLHh4Dn4QY+Poc7wQH/YCRmv3sveO7Bz3791Jn9zVf3v1X560eOWVYtgdzpzuFZ7e0VEuGBchEEo8X4EuVIdpap9ZS2OChus9WmcS+K0sUxIHJlC2LlmVlCAHjKQfTyDzA6LwtCnQcpHMFYG8LCAAJ6EoFyC6ycp2B2cYoKDDNRKsTCejIpNlJa9gly7J2dFHUVAtlAOfd7Je++iAWJCNadxfkGYQayrQy1r6h34UPMJOHTw1egXaVkuzCgvd0yCIPhgNTm8+hmyls99CGhNTB2k4HQ6GTYGce+t9GHi/OIbBadv83aB45ZZIOi28CwJN6Avr1y7qev/vTC8VWJzCBlxeK2t5cr1xxb/vzVxibRR3IZ88BvboLHvYXVHcadNTlZYCVlc38zFghavy1fvg5En+uf3/1vEKLgY9W53HlPzvrhjLV9vLzkHSsLb0BC37NPi2NKGFZ+rw2ezUbdcSekdPlkNRpW4Y6xyycqICNmTXfNXEd4hcwe958s3UYtm7IqwPp8pdE38T4BT8xwAv6fWneZj78bc7Ivswcn7tswc9+7o1y1dR8cMxBJrs59i6ZT31Us5ZuscIuCTABNr5zb26APBi4i2/RpyxJ2pci5ERcCwEVkGj6xCQkpi7nhdtCgiLKU/JUsdXJE2bpqJ/vEcLhmbQgLDcrJMsbEAkLBBw3qaKy1wNH5Hq0PYaF3YUU9iXII+lLOV8iuOe73Sj64ax44hXYVn2wE1Q0Gi9zHcILOslH7yoeYmWL3FgkWG7UQPKhMq0dfw8GFX3SeMbrBn2FX2vhgeYP9bjM//foI5QkwsnZoPoAKGgjO8ACtH1BCm27IqFtC8rb/uHc/CFqQstDTYawdbo7FK88e+AyCbvJwtxL57sfH4aymvfqot079ZAy/fO7vy7XbQIc8bswyXKBT/87KM18x21LNGBHUyA9O/duDg0FSJq8st2OAOHhm2EiI/dFHOlHGn63MAGX0iFG/mwnebT+fb/7JbKKTMBhtM18RdOFr7TkUyxADxtB7fyyAm+mev4Sz4M5XJfzhzEkwweL4+2LtaTbhTncXxlzGucpYW7OYMRsgP5Cv0AGFwlh0TMHHmrP4SM1ITHrm8G1Qobg7nsDgA2QgaGUMvmhbyiqzdBzhAcYG0PPuaIVF3sznecDwIDvCXM2GRE59oFbfyhDWqcvUR8z3cSUfbCdbMArk35Nwyo8G0dVxHhrXx9qZIMrs+dk2lLfYaQKzkZk8NqZr0VBUpUas0srX5VtaFAR6brSvXidnmRFWp1MKVAP1PMxnfPAn2899dhjEKpSxva0Nbn76/MvgT7IhCHysuRHyDVtH3cHYV+8en3zPP6bO3jt19j987/l8xd42Nnr4undhzNp25OUvX9NiXH32selIADSC++Igelscw2av/+8/gyJXe2aeSs8NohYEZo83z/ZTAfFe/W8e+2yV6rN5C06Vgix/2heUva0HP5847bPJ/+9L8BHitB77Yt46EKauL20wrQg6lX00LPLzibMPxKtKVi3fd8/y5svMVfXsBIM2G0zIlR+dHZ72gRDl1pCZrKrw1Fdnm7/69NxJNmyav5D2QDlDJ5h/tnnR2fONdhyxcPr1/nx0ywnwVJ3ClL7Cp12V6n+XkknmOVavY8q7Oozn8KsPzD+eoF0yaNCLQdXt+WyB2ZI8MScHu+jXK0HvZcUKa4VPWcIr0exER+OUFVIn8UINOTONf+zimpsD7KJ0JqL+r+T2ilhz1MKT14HQEkerGvi0YHQLTh2Dwsyc1NYTyGwg7vjNc3pZJBpcwRzCn8xPGnU2M03Q0MTcpdRO4j1oczLpE/RJ8xczEOo3yBovadlBlE7Pzfzp8NHvP8oDBzfwOHQc6nqlZGb3I6f/6p+H5H+afZPr5bba01drT7dddr0p5LEJ//q/mTG4cvTcl2WiFrcZQ4HA6GyYTdmYp9ePD3JlzTt1Lx68aJaZlYcxT38wWTX7pp8ON2ftbC49f9PcNUG7HsP5Vy4jXVDlO8btFh6r9XxlwrJzzWzw/7wX/ATOcuK+jI1fOPm9aNf/On3x450NWXsvM/mo9/bONOiQYdQLJuTBv3tv6sPiIqKRC9fKHqyvC7/vs/C3rj64fsr/4KpZMamBdMFZihb9Uz6zyczwxj89QRGFtPLYBSZzDZpgWbbEcAvo4FgwGk2wmqxMecquBBlDzRvblmu9fwwxHMJpVKugX259COsQDPYrE6ghtzmERVHKJ7VJWEC1YuDdppogCXLy2/6v5D0TscKXGQRjDVANoYUG+7/t7dssDT2dw88ln9ZKv5gx4WOOWKKxTAH1G8w4QwGXJTDhw7YktHgGvRZIWRsS3YJ2oD2ClA3O2z7E02PILZ5wA49dl9BltGzlhtnV2vDqIzOOH/vt98dmq1dNvMNViDjm6Vyj9dTiBoypjI0TzKv8XojBmMudk3cfA+LfvmVt7rGBynAdMf7pDbNrtLOOH5lVc2x2erSXmPM995Ydm12dOxkG2UDqMmLiW4cwzTcs0nQd9eCaWdXa31YemVkJRcj91YPj0MAMURgbPOGxWd9rzdhwGS1/75BA/Nv3HvQEjTGndO4T6mzN9w3gsxT7tFB6cxOsZH6QZRvdp9n2OjF9N4awmJkeTbOS0qHfNTj6KYsuhrBC2yvtSHG4Otjn+ok7h0u2t5V8cA9KBMPWiEwm5+sBeOUzpoF9Q+ODPTfh22zYOSYkVORFg3Z3kMS0A/kOAsOqcczKxa01U671nHle1iW69QgDyBeGrdN3fQj6YbjpXrFcR4y8xbUntaR72Vindr1lhKulwHO9SRS31qNIfQffPELc1Enqa+O+W8Q20nAk73lZ5n1KUd+Ds/SrcAsCwW4SrgAVqGSNu2h24cM7PuoVF8JiyfhySck8f5wDIZhgMRSMO4YBLowMJvH+N/o74IHNlLGbbuQPmxdxWpM+dbJE142a8AE05LU+hMUiDxLszRMSUhYz02hErBI2LHFG+Jz0pv8rub2NJ2hZQRMsOJCv0XniegDZyvyUScapd1kxuJa5W2DLEo7jandfsXJL4s7Lam/Pj2YgFIVsB0G+oF42bBzB+2IMqoIYaroIFUWSkuGW54UTBS0tUgaCgXwd9otx3ZavAxmPgV+2cOy/Gj8fvg2FMG8fRKBx4ih8ZXnRpq+bG18NS33AiCt8m8K3xbeVEFJgDASS7yo0wRq0h6gfLpvPKeeXcY2xgyIsqL5iJQpwzihfxcD4VJcqrXyJBBM+ZcSACad14hMq9pmZaUAoDKqChUXP8Mx1foaaY1YlINAZXDd47PdKboeIhQGloAeWnCWz80FuGQOywpFYmNnL/beZVMegFjZIRyiVKKE5FPjY3i7E4h6mkxBkTF8ai6dvCpHcia0AjythgKfKPds7zmHmgXQiBAYUAubfiPhdMAZiFT4X46chPIIPd+ayRPheeACcjCkwBq2w5TeL3z4QgXPo74tz3pFDASvuPyE8fCX076EgopM0d85eP/gLlbxHQ3m4v6QR5iiJxTevEoYYA+cqlF0srEFIYfE4COaCqfuV3A4Ri3nRQQgQAoQAIUAIEALdQ8C5RGz3ykbUhAAhQAgQAoTAdUSAROx1BJ+yJgQIAUKAEBjICJCIHchv11Q2uiMECAFCgBC45giQiL3mkFOGhAAhQAgQAjcGAiRib4z3TKXsKQIUjxAgBAiBHiNAIrbH0FFEQoAQIAQIAUKgMwRIxHaGDoURAoRATxGgeIQAIcBIxFIlIAQIAUKAECAE+gUBErH9AislSggQAoRADxGgaAMIAUsR20w/QoAQIAQIAUKAEOgRAhbdA0sRaxFMj4QAIUAIEAKEgFMg4IBMkoh1wJdCLBEChAAhQAgMBARIxA6Et0hlIAQIAUKAEHBABJxExDogcsQSIUAIEAKEACHQKQIkYjuFhwIJAUKAECAECIGeIkAitqfIOUk8YpMQIAQIAULgeiFAIvZ6IU/5EgKEACFACAxwBEjEDvAXTMXrKQIUjxAgBAiB3iJAIra3CFJ8QoAQIAQIAULAKgIkYq3CQp6EACHQUwQoHiFACBgQIBFrQIKuhAAhQAgQAoRAnyLQTRFbEOeOv7jCPmVCTKx64zT3/klZzMDmpfApLJV78MYamyQUQAgQAoRA/yJAqQ88BOwVsaIQilJzCNQKLpLiCvhTH50KX1fpmHpHn6bZBWso1LEkihxOWKEKwKdpG6v5I50IAUKAECAECIFeIGCXiAX5CkLIL6m8SfJTRzF1lHsfStmw9zD19Lm9KE23ooJ8DQShrlBjtqZDHaVTvd4vo/RucUfEhAAhQAgQAvYh4LhUdojY6o2qHAby9cizPtJygETkUvb6qHalnPTsng+aQb6mh5nHh3I1vWfhZ05BT4QAIUAIEAKEgB0IdC1ia3Zn6pgi2Vy+CimHPaxgBtVuzVvTwJa5UTBqgrr1qUIGw0S4ERw8CnHQmhtXiGchwN3dLMikpMUEDSTu7gZ/aZoQaozLCsFKHPcWWHPBFxzSw+Ab7rjDRyF/w7lwB/Yb1nQqS3maBXjmiYidCUmy4G1MGcmkY3okE9mr2RjsPu2tQjhDBO6MsQzs0JUQIAQIAUJgwCHQtYjVVeiY/xQ/qyX3Q//ySsMkoQrVVw8LGle1IkfhHpi5uIw/5ihYjkIiftSKjxfxgKYmDFJZsX0WxAUk6hQ5TSJZWTLTQS6FcaDajTJodsuS/XIU094Cf5E5dQ4TwsqTmCrQXWF4SvbXqWLMpzJV68oZC5hoNi5n1n7qKGBe4ALHuyD4FTl+yUK5mppQqxwoil5rsU1+ukQVyxLSKbfCj4mQ7ggBQoAQIAQGCAJditgalEW2CuvrF2AWpFgkWlLDFkUxFpW8zJcHz12kYMwkiZlf8vOG0SMG6b7ScTLJqfBjNfNPXiOmxphv2LK5Pqxgh5op1EYtru8ydZKfLvFlo+HUL2q+IDP7fmdvAAAQAElEQVR95i32M+XiMz/Kj1WYZ2IlTxxr8iGmOwzHjXIbNOQS83BNXo7OL0m9TCgXY2HvqRVMrZKIeWbrZ0SD+SxLVLCKzLxrO6nq381nwNnijvwJAUKAECAE+hyBLkWsD0pRC/lk5IKPBY1PfXdTA3LdKC+NydZUlluMp30mgogv1/VAVvHxtzFlfsNLyu9sn3RfVViMff2m+DMc6NuOYyUEc7ci5K1Q9tzLLOap5to52Y+DgxuzgE4eruoLD765LE85L3P1sn9k7j51tkVKfObjZXlJy/5RYOyLSANZm179j6RleRmFF8y8W378bCP45zw1b2eS6mBR+c9mofY9XK7RZqrylIqcJFXJFz+0dhGp6dQOFfC5t0B31QqlrhQKmLTtjCGo8QtkL+/NjZVnDV782lj0cl7Sy8f0ZgjwEDoRAoQAIdAJAl2KWMYNrtbFGDfT+i2eJwwdO8mlJ0Ed5VZHn56kK8Txnb/Yn6k/Ng6A0RcnOqHuF++tH/3VpbCeW1/5wuA1LPuxM+d//OlSU1jWY/DYVcqXdSXLJ25YqPg8c5uu6GBdwbbjbz6aE3bbljcPXjJEbfpim+7jbcdXK4+dN3iZrjWfvRh3/ONtuv/TGelb9Vu2h932wXIV+J/64mD1xxs/V973dti8I3pTtK7vzhfumhfw6ZsbdUWFpz7e+NlTE99NKjRm0TH6j5kP7nhto+6zS+Nm+N1kGdykXT17HxTw44NNPOhSgSLjKdWpZnbxM9UnYQpjudr0G3OVKd+xX8llbpyQToQAIUAI2IlA1yKWcV2upS0Tkq/eqEjUmbTB4NNnjg8oy9H6Kk0Shb25fhXHtSzAz6C2lRJ3dc+1x2YW4q5iQLgVwYzjWj9/0VQtUYYDtW2HI1gcydqm6LOQ75q+n5P9uLvriIf9/l+Uf0TwuEB47HwsW/PZH6Z99tkPbHRY0IYjTxdWPl1YHpW4ZDhjjZnztrx2pM2Mt8KDaRY+7FKB8gtz1T9IqW0LlafPMtcZyt9uL8c0Pz00a5GfC7ttxGiz5EwPl3WVRbsrzQaOLeX/q6g6y0bFH3mutCnhn7vlY9mlj+P2g1XdFM1016ZP+eTN8jYW8Kv30uUjTP7C3aWihD0FTZLq/8Pxjwvb7t34SMrGqPdSbmWFx/f9gJTnCz95StXglxyVGOaKz3QYEajhMxytqzGMRHTjiAjg3EypOcwReXQMnnpfySVtjM0ihaWXJfvxbRmMU5Yw40C+qNRoGbUZvScBXJqqFAYbJ2SHWc9dYzZRiMt4v6Q1YT3Jgfk8e0QdxdRRkinNkE5BnELYhgLurThuRpUI5sKnFGAe5tOtucY4J09scTqmk7PDMGQujItS90/XxJJjkK+zs/4waqjHPx7J8HAdOWjQoIwHX/nNL6aFZT8GQZbUwvPlotWfg4AcoQjbqZ41w2/46NuGj/YZ//DGp3au8WDs8o64/RAqkDK3m0aAz9LPjJpW9D+y/81CEMOSmvXD0ddU5xi7ae6HT2xYM9nPB9McGxD05yPPFVoRfpgGHOcK/6l89J8g6eFecJd3VxQxNuKJmbEgm9ngETNnr5g3mDVpt6kvCwTSM4rGlxuZ+4QNn86USQPwHkT+dqX6P37J9xqt/aylpZmx0Z7DIHy0F/QnWs6DWrjpGAr1sFmbl90K/s7reJPa5dZpBXHu8BOnwVsU1iIFfFQwdVMWUxhn+zP4CRMaHHbCvMAeFNLC2Z6xKGBiVkYopvM6AQFotRjjTbppQYe1MtVALwqhso2PtViO6ieU3V06Q9acVazV7qbPBB8Vva7kg5k9P99lR5rKk0GzCgIJEXcPwPGruqkJJ9nak0C3aeamN+UodIl8tyV3yA5sriChfJaVqBVCzQA2AlUsqdxitW63MkLNME5pFvaqghTd3VH4qZtKltnUfc9NL0/yQ8HMyRU5xpW1PsuyxI4Ihny8CMjMmIliOzAADoXaP7m8f7om0hzPXmwAtbD38DH5UVs83EYKQSBl35n7v7PuCJmT/XgjChXB23T+4au/7wYB6RG3ZvIIky/cDZYt/VUoXGt0/2ccNvoExj9xE9OVphUahVzzxy9rz7LhsUqTauHsHt0XEHHar56bNxSuPXZfHPwe4s74jTFl14AwkHxtX3yO/hBkck3a1+L4ePejB+5u+dnInEigO/Si6hz0ITYvGyP6wMXHZ5o7+2zbUf0PdTs2f8d8fKf5gJ55XxEI6fR7zKEAamdy0LJAlfMTNS22OK/eOC1KbdTHmFN1SKFgh9o/Wf2sD8Mphyxzt9ixLHwqQMWSy5uOGOcDmqdz3Z+gAWky/2GzZrubLvSGoaFz2BJ1D9KatxSqCmiyDBjA2EkyYLBMSxzDlPdjO2+ZZf89g7wMUFX4+fnbyqK/Krl9Iha56lA7zYUEDAqlbwKll4kgLL2pSZSFc/FW8gVikDhl1yIIHw1VoSk9fa4wWEV6o6+YJrKH/qZH7BOYvgoL3pDceJjlwhO2yraRnuHwl9MJJ0knAzMVPJua3gvDTE1JQfxFUHIxuBMRDoR95EYP83wqKOrT/9kMWmJIEoQrnMHBzcY5a0DQGuUueBpdzdmTeH+rrGMnw80b12ixn8/UgAxGIsYGzVgZci+7WqA8KAxtLxfue/Ng2wjF/XG/YsbfyS9+hPuxM8fb0glDqNFdbrpw9gfuGiGXtmbh/gcQk5fP14EPY66mOsuHm+x8o4UMvVQQpylAA+u5tNlbwia+Hez+9mp1o5gFmmCP6NwnrE216EP4xH0UdPfBQwsnZr6mG5uoDqlflvNmuedzex+a4S5GdcoLtqog9rIWd8p9zcYY7LCCXqcjWccU0EAT4GesIeIkCdTcKNTXpG53ZLKHPgUvg8jhWqiOCQht7rXoDXfMu398cEEEi1oktKSYhRXLF3rzo1BYIWlqVLmvc55AvkIvEzp/alufQf9VclNz5ZzYEdedIZAw/fGRrqD0RJq29rb29na8YwykbOgd05m1X+NlnL502zDJ+M6S7GzDRZPXbVNXKIezmvI3toGe9Uy6suo8uzV+rdzMbnkJReMIDzM/Uwrmd18kvBM2Ed0fUiDB5ozZeB82MXtHzYWzdeaktp5qvthWCDmC3ffBnZWL30uZKGM/F8RtT8NewKXPEvYWNLk+nB7eUXCOmDbrvR8SSptWllY+MqvmH0nbrvolP7jITZepyktSHfyspqvZy7b4uZ7+BXEBiSw5y7ZWhjNXyEefOCrlj2Ynayn4zFvsZzB8gHzlY18c8Cly0k3Nt1kqjvlQszFJbWsIi20uDPiuUY/B4fBBE9g1UbZdk5LjAKypk1fZn5WcROw1ecXOk4nfKFQo/nCuuqUjz5ebcSg4+HY0VRpDB/ut/HUoa/tC9dln6s8yatjoJ+5bdJsxFG/G+NwMF91XdknIu5f/NuVDdH9WQKyb56bgfcqHv5lx2ygZcgYpSdxlEKWSR3579p81IExHPBG+YY1cdpvXvU889Ap0AtiFgh2nz2zcvlx92XXmL++9XFm0+3jR7n+jirnm30UW86p0B59UVDFF+Ob5lX8I+PTtwovNhV8uD9iWqbOSHc/TQU8o9qTLuK2ziaNPPxti2EYKvsuSo9SCfUVRDhpjtjFYUZ5ULqqjrGfjeL6dDGG5jpQxsYym3eUcrxDd4UiY4ynZ6gcRYIqHO/SLsEoYjLVg2nIfGLZYW1D1byUnEWsL9z705zp2M6VxHybex0n5TJiBCsDv9+2+ZJnywWM7cJLt+BkzzUPcAlYke7Am7fI4MMmNf26N0VYqkvn95hdoy1R/zZW3oqety+iAyaHz0M2YchNjN90dhveh8ybK3Njtd4+EWNW6ejgLTncMGfKbAhZZwQPPV5quwmWsj0m963cPEpz58WfwB3f5YOnqR/+hRFeOZuUj5ebzqn7MWPy5zn1i4ib5mW3lOjZh/ZGolCPzFrmdS9/yHUR3Fsf1nFHqLhR93ASryDFZVSTF6ywFtAQJZo+SZQwsfAwErQ/DyUHTNvZgnbok12t1WxgHtmfrkyVRba5jxk3cwF6rUwU6S7k6w8/nWTXOGA1EsYlHlJox435BxoiIDPiDCZq/YdxdR+GwUtbIdQ9v+r2SD+4hYxRtoCIwdsma8Yy1FYFm9Ygok6Col2tKlY9qQYc8VhkS2mF56Nhlsxa54whvrHLGXJNog3jczQxahGL71OoH/ylZhNOq37Lrzc5WtfK4kpNs3oSxjOm2HINBKveu2rUJOLx1waJR8IhG3CbU5Y79lRdI9DNf1QG34M/YpaJPTsFN6Mw7xi5b/M9KXDKEK5HwZhZO4Jo3q7DyUc4hUF36LC4nTTfqub3zZrix+pqfmd8tt4M3c7/dp6PRFwMc9BD1nF107LgsiVKnz7VSCvtSYCBWAxIDwASre8rdPWlKeZOaxXQyadNKRtfFq+YtlWEtQMf8dV9VMMnoH7rIIGZ0mYZZXR0jOI8PlIXLTTiVJYNayIpun6/+l/jzFSVMfU3/ZrQ3gGI/D/sPeFifHm9K/RpUchKxJrjpjiMwQvHQe0+AAfdcxuy3g3/x9oMTwf01OGBfURMbPfM3G9eM41QWJ9/4D6c9vOw3qSutho6NVwcHMMbKjyy87a9hmODbYbe9tVBZlbn0n19Y0UgDKRviN+HhJRNg8IoPwuEX8meFK6s59odpOUnL8pYHfLKjhY1eMv0h0EvXHPzDL94J+8XfP4Zh7bR74wIGn1cXLpydl7nlYNLsDKX6KvMLegLisptG3DYclyGJ56FoH3YbOvo2fsPY2W0fLVdfDU1/ZLEffhl3zxzLdJVF5RfOlpdrdIPvncmlrcCMY59r8nKgI2LUc7q74xI7/hgs2ay7Oi+zgrEcQeOLLVJAok54nPZWsV0pMBzx8Oa4cEeOoG3GqfXMuHrNQWEqfDlRZ8sKy6p15cxiRx2+JK8CIHXQ8nSfLdu9K1y1bz609cUt/uxd9N99Vvo4hnQGa1ddzGtQybEh6eMS9k1ylMr1Q2DovSlPFe4OCvW56XLTz2d+AHfV9TavxR8+vnv3tA5rTEU2R8z8TWLyNL8OA1wx2G/G3/698M+KUSPY1bOY4M9nW24KWDLn0/Lf3msjyuiwBxI3PjADxKeYBFyGzkhfkrJk1BDdqY+36T6r+S+/ZfN3bvTjYnI4zs9yHz4ax9BjFu995M/zhp4/ontT+fnHR66Onferv+2dBV12SKIzpzu4bFndaEX4XxTi4qLRSyLWzrucdt87YfcdOzdv1tolqKnuLAWHCfNZVgLjFInDIYsCVX/SSR/SOfCctjzJj/G/2TjybIgdKaCSTWKClWwCU2G+JbjD4CIw0ukQljFfkCgoZwRifubjWsMOM9zHuU+FTwWoKiT7vUtLg5vilOuk2n7sczB7/jRFmowz3NvzmfS2kpOIdYaa0Bc8zr3zN3MnWFhRbac7ePTMWSnlfypteu6flc+UNK0sqVz83LxRKMzEOPK1IxbHOgAAEABJREFUTStLj8wEza3oYXEJW1DatHL7MhR8Yoi776L0x/8JSf376X/ixN3lf9sYMNaGfBWjWLl4hG6ERICrpSVNf9qe7Ac6YaS6LWhD03Ml/34ItLv46DZ20YfAtkD23KcfzgxA0Ysh5gcvRbpc9PSbub1ppfluGB5zP1xa+sMz//zhucIP77Fn0ZGYlENfwP7q3ge6XFSyCSZYLC2M8wy6RBBPtv6bCymv+2F9CIv/PilaHMPW4Np3o/EVG1nbWuXrXpzuM8BnM3HdgzEulNHw9ye+y5KjwPZsnOJUiKt3pH/KYox0A9z0vpLbI2I5+l0ptW8AtJ2kiDbYBPn62zvtFrHGRFxG3HazRLIa/Xt+4+o+fISbPfWukyyAK1G1KyFy6cCnVTJJDDtv3W7uNcN25nRtyEAEgk27d2pPEEgBiWiCRSs7so364XJha5qochvzk5Huuh+FuCObX4ed1WtAOwymDGH05vPskXL+h5ioPXfnA77+22bn2iKCGzZFqUFXkW5mgMdhuvHvyMLea1IbZoy7u/MVpVLlx7VluG9yEw208CqZuKOR1GJiI48+qeS9bOpssEbehAAh4FAIoE7YsGhVMFZZM1OBaGmy5o9FkaaAf+MImmVDghgM+tVlR8AP3RHJ3jJCmAOdQX40NXXkUNAZmvwRCiyLcJiX1IFK021WxHJZvmW+clTSjeAoCWVv6mxFabfzv04RhDpvKBBerXYa+qGSk4i9Tq+csnU8BIgjQoAQIAT6FoHui1gccccV4pkrUeAk0SHDyBo8DM6oze9bnik1QoAQIAQIAULACRDovojFQqkVHy/CsTYcuI2+uF0IaPkVOX7JZeDLXdkUXQFS00EIEAIDGgEqHCFACFhHoGci1i/5ecOeW3MXKRifPsH4UryoZJMZxnfZMjOLunUOyJcQIAQIAUKAEBiQCPRMxFqFQvdVhbXtLq3SkichQAgQAoQAITDQEehDEYtQOc0OIMgsHYQAIUAIEAKEQD8i0Ici1m+KP9P1brFdPxaUkiYECAFCgBAYKAg4Szn6UMQK/5SkiDNMcSp8im+PwuceGz2dBRfikxAgBAgBQoAQ6CUCfShimQ9uieKnFnZ4cXdXlAcwXU1NJf5fGCmQe/meKDohQAgQAoSA0yFgj4jl+54YdwPBbTJMe6AwhtuCGPfiAinL1+vwU0n6srk+gk8Xf1ophY3uCQFCgBAgBAiBAYGAPSJ2QBSUCkEIEAKEACFACFxbBEjEXlu8+zM3SpsQIAQIAULAoRAgEetQr4OYIQQIAUKAEBg4CJCIHTjvkkrSUwQoHiFACBAC/YIAidh+gZUSJQQIAUKAECAESMRSHSAECIGeIkDxCAFCoFMESMR2Cg8FEgKEACFACBACPUWARGxPkaN4hAAhQAj0FAGKd4MgQCL2BnnRVExCgBAgBAiBa40AidhrjTjlRwgQAoQAIdBTBJwsnqWIHUk/QoAQIAQIAUKAEOgRAhZdAEsRaxFMj4QAIUAIEAKEACHQMwQcSMT2rAAUixAgBAgBQoAQcEwESMQ65nshrggBQoAQIAScHgESsU7/ChmjIhAChAAhQAg4IgIkYh3xrRBPhAAhQAgQAgMAARKxA+AlUhF6igDFIwQIAUKgPxEgEduf6FLahAAhQAgQAjcwAiRib+CXT0UnBHqKAMUjBAgBexAgEWsPSgOB5se9+3/8vwN2lET79SpVidG9tFVbpG2+bIxnHmog+/prIOgkCEK7cFe/O3jsJdXBPywveSm75kdTftajtX6rfQmY3FknBP94sNTAiYlz8PnrwWYgaD2rf2cd+H/xzuGGVng2uNazletVJa99Wt9VboYIdCUECAFCoHsIkIjtHl7OS/0DiNi9++3gv745a2eD0W1Zp18c+Znvg58Xn+dxzUMNZM1nILCTIAjtzF3cu3Lfr586s2Xnhb17G7a8/HXg/yvZK2RnNdb5qoQ/6LcAk4cvCOEXvzUxbGAJff5Vz9h5bdx92tcOXmXNza89VhL36UUhCmP1W56s+us/2bTZY1wNXnQlBPodAcrgxkKAROyN9b7tLq187L+04d9rZx3/dOLjcsa+PfdoUtXPxth3jtl9aEaZyU2ZaU+Qkcb85ue9pX/4tI3Jx+47BjnO3B59EzvbsPyvNdIRpyTGxYKkqo/OSjwYuyM6WMIMMPbLp+8EgmEP/2bkj4U/7GXDXvnbzHUbgv5yD9u7U/8jhLCLe1d+max1Vf3tV6EkYBEQOggBQqA/EOgjEVuV6j+I/5Zo+oNLSvN6IeB6y50TXl475lbGLn9a/7mRiyE33TJ65K0mN8wkpzoJMkY3u7m8dzeocwcvWRVwN6YyfOYqn7mMNWef+tSKAretaiuMRNumrBr7O2kirsMkzIy8uezUO9+ykdGy/xnNLjb/hzGXW0YDtbv3OMaarsIwtvnToyDUZ68PfvrOwRBAjulTJ8P3G9Otr1e/3n/Q5FS9U6KniYHiOivzvUfcOYvf+3J3ksJurBH+6y2rc+8ruT0tDH8fUCOlTiJKkYm7lGxddTv8toV3UoreBGEug7rXBPQmO4orQWDITSP5Ewgrfu3b05mDeyHB4TOnG+qiq9cD08HnwpdaOJu51m/Ln1p32fXBCTmPDTcLMHuoe3sdyOxhK5/2cYEBbuDIkezC33fW/fjt1+9/ysb/xmvct8eiVl4Y+eDEDQ8OM4s3YB/4twNfr/XPR7MEgnyVJ6D42RFw21Hw8NZnkNnXh21CBMtv38UiBvmnVkFcwQmiWuoj+DvOWeAwIhs4OqH0hfJKmjLwM3NVwsjBkYtjxq8dD3rel+q0+OLrBmjMXEfxY0d2zkBSxd/yfKwR2lVYI2J2C2z3TSU3NGtCmp2cF+eDABVdXjTLjDDyoVqljc5rr1gp6yQ2BTkvAheLs+uxDZ0+coqxEOcvFO2t/FR0+irpcPP0uVdVJasE966glTVGs3ZzueUn9P4vEId4xQPGx3BpawZBCVejQxPsmZOjPd9LnCiIfGOI9Kb508q/nmau0bIlOHJl7J5fZv3R7aCqNPDBU1UzfT58/NKqP5z5Sj529/oJnSQiTdDZ76tSI1Zp5dgDzrLS/61KVWYy+H7FT7s9P/qEMkLSl0fxPD9bPgmMBRIgdmdlT0rJXyljExLy17GMXWLfX7PEV8lSqtsrEiZIiB3qdrdKeUKe8o2huN+kyE1NmTmjIGnuUmonyc1Lbk7jbE/69RHKE9Gmptxq8edlGdAxXKHBZ9Ep8Lqdrbx28KtPXaDUSqRb/mKW/SLXzfRRJbdbxEqZnZecMollq7lWqUpbxuRBvaqG0qTp3kEQ0NYtmL136uy9gdMOKLKvMuaqUslBXSxyd7p5zfKqp0RXvbde9MbL+cuf7sSpRjjtqLAJtLLoKTnMZv/urGP1rdw4KqGwfntxL5pgB//P2qDZI6xTcN8zb791gbFhKj6E5T7Dgp69v1oLVt7wsvdk+iTd38+6qtbLXQ4ee0lV8tLWqu+k/QM24H6aGJATi/Nt9oC1pVoWHTPPWG550CSmPS7qD0C++god6FcCjRRwoz9ZxgLlxj61SL87JiIzOv94gtEfKB3NIeeTYiONPYAJcihY2Umxi2DiFuQrdCygX7Ir1uTp9Hf63G1atjjG1NOaEBlrbMltlk6f+mK2fF2yKZZNSmcM0JaeYNEKU+HCFdHsBHwUDKtKX1TyHolYA5LwBQ6CD5hplXdJVQqiXoUroKT+g8SBrzAwN4SInoxhapNTNWDg4UGd6SXgAwC1FZ45KZwk2h5MB3xEJzJjYPnGutbvP8Ta24UyAx6MDWLCr7397D//JdzaOrf9ePpq7emrTa43TXlwbObemWZmS7PpTr9aMk6SiDhPCkXa97n33CEJEW7NZv8evsDGDb1LCDCd2zpOdPpua8kfPm1zmX7rzMs1fPTc8G+gP93w6V6zMXTzp1UbYQj74DiwwkK4uUM77h8+Zb97L3juwc9+/dSZ/c1X979V+etHjuEY3Zx0oDxplkTAcLO6E/ONHLrH2VmiZgyKbdbiyFZWwEAmyySAgQCdbEGsPDOLd7FRHssnQxdbEzM/Ozovy9RWIaHDHbK7A9mJjFzjG+cjhNgFHXoFfCRns1/icMXqT4Zw3D9Qh7CMVcmT29ulNRwlKyvTVrG+quQ9ErEIOoPvCr9AUDUwiaIJVQri+w7fBp+n6GD0zSalJOO3it1q0XALgd+klM2XSEFQUm2L5UbdLjXP2RHqGEgAHWSaqRQNQrtjhH43+sPxTQrTduiiigw6/6XTElw599NXf3rh+KpEo5QVydvby5Vrji1//mpjk+hj5WKQlNWHZmvW3xM67iYzGrM5TcNvNgvr4uGOx2Z9r+UCGM7rYTjhPgFn/16sOm2MWPfVMbh3neQLZ9H9F7+2Hq6LF4fO9UfA51j9U8ulY2hhCOu68tkJHVkS7LgjF/q9MrMxJ/sye3Divg0z9707ylVb9wFmB8kNNIfDSsZOcIvjIPhZs8WipleePR9CBReRvThf2uJYx2RCQsribDTcDhoUUQYaY5Y6OaJsXXXXEa0ndw1952XlL9aahgQ4iSTfcdXafQyMLHKJnBmbSkict+TSMRz4mbuBPYRlbILMvHulAbunfB2vEn1Uye0WsZnCB8W/Q7AMC5YY87dh6wmGlSYNEii4pWp91FRojbYcENZ2K5rkKYnhYo7zYqIZKrzgUaPONshyeAIEwxPmmWPIvW+E05BRt4Tkbf9x734QtCBlob/BWDvcHItXnj3wGQTd5OHuCDiMmT0b5PflD3aeEQavrYdPbQZxe8+tD+Lg+PJPZy/8zNj4x2YcN60RmlF2SPYg8D5bVnYo+HEkgwcmDGHZ7PFmo2oMYUyw44IJNll2M7tYe5pNuNMdrL8u41xlrIPRV4ji7GccVuIHBS8eXX40A6FoTcpaFLTMrj6pqQN9PIGBhY+BoJUxVCxJeswWKTvko6jldkje+pwp2cr8lEmSHga05GZmAssMBdvtALXCWhYWngWtD04ygAfG+qSSD+ZJdevEreX2W1z4bAujBokPw+FT56IaT758KmO3GOiEWK8Fy/CSyBtUqHYAZpjP+OBPtp/77DCIVQhsb2uDm58+/zL4k2wIAp9+cAYjLthxufviYFeZ3P247Hej2al3j81aXrJKdfA3j527zAb/z9MTvVnb3pX7Jt93cOq6U4y5mi8TuskNknW96dbRxvVCwhD2pj89PbHDELYha3nlR2eHp31wD4yaGbs1ZCarKjz11dnmrz49d5INm+YPaQ00hypQUC9lGfqh4VmocJLqhLHE0P31XcVSjNN/2qtTmNJXYnZBos4P1BsFQs9Yu2TQoBeDqtvz2YJBnVl5Ok+tn0M1SwZhdx/7HMKRH50Z4bDc9gMYsoTjQsHb27E+SGtIx9yEId1AtcJallesG1ZFWy8qud0i1jTnyvjRWrJo7VlUC5tpkCalCKpgw6vuUilctVsAABAASURBVCdsLWHbfjdUt9Q2DGIIiNLpuZk/HT76/Ud54OAGHoeOGysG98OlTTDi1nJTbu3p1std5jFiQuquCTHywVV7G7J2XvhuhOsT781YN9OVscGjxmEFlY1Bedp5MrU7K8EKO/JB2VNgFzQjBRNs6arDg3/33tSHxXlSIxeulT1YXxd+32fhb119cP0Ua4ZbsySc8QHVOtJ5TKDRsTK1Bz8W6fQfJuO6RNHOake5cazMO9CarEx5yq4EGZMl7Eph23L1dkS+5iTYBTeb78PCYxYzrYNy26/wiDNpzVpm8wz165XZUo2jeegAexLla7tV6darSo4tWP+BZTHuhowspxuAV186mTyQga3aIT/vvixnt9ICKRuct32Ip8eQWzzhBh47jT4zGG2l1mYqYbROQoUgrcHOKt4Ez8ZoXRwuoyeuy/3t98fuLzsy+/sjs16aORy0uBAn6NnfVh+brXlsDNybuwlvQfpoyhW9vRfeD2xrrSzFGTwBrb+/fWumaRWsy2j5e4d+W3lkZqX2t+896CnkJSY0UC44jwlnbZjKw8e1gXfLTD49uZPG0ZubYAPlXEmAFHxOJt7Q4ZAIaJaA+jA6v5N5cOwGGsJ2Kl97W8n7UcSCDgp1Mhbjblzwo1Uu4AuPsPJBAfrSeMOnXJsW9gEPOGO5ChcX30jqIERWesCwdfquD0E/DDdSfwe7dx126wiwy5px5epq6WMW3POHwTeP6N5ErZ5ndT1i4mQNsLoZja+oT9IKUw4ln4PF98K4WcfOFRpoqBNMsFg+edCkbHFmMgygJwVZKhOQ5rofMj5GN67pZ2A8jshk0a/A4JtBO2u+vcZ157bfGODz4LjuwZiFPnXyIOleXTfOEBbeO8op6+NX1vtK3n8iFjtBDGdYoMWVH4IoBWMAt/dwr0GDfJWBsXJt3w0752W150Vr+SYdkIPvKhjVaoS5UKgTM9aoG+9m2C/GObZ8vfFeST+XOHxbe75h3u+gQXz1jtDfBRHIcLEN5m/+vQzCGbbVksUqvOWFDwnnxYhTKLDPylAgwccFJljDoBj1w2XzgXTQoPllXGOMyTvaIVtZUb1OMoN6fnZ0nrBmg+uQQQNmWM8DLS8W5i6l1rAosbd9dMfAAkYdg+BtWs4bx8VawnpQZJP3tMw16ug9AA/e2zCXU/ja+7CS2yNiw3G3D1sqhQkJFdJ1RfDFtgt7u/BYRnMr3gj+8JpAyuKzeGxLCOeTfqH2Q0qG2RlAZubMQk25CDSYl8mogKFi2pBg1rxwJvjYKoKQBp0JgQGHAEhZ45fQLshXKKPF5yA8Gugk8hVIzT9VTiN8aDzlLLOvlTcFnMT4pUMKDud4S8LZ5CehOAxMyDgPyMQ5LyCnMJzMkXG4ctnJkFh8y8YQm1BoLcUXKrxKSxo7c3AqMvPKb3jVQq9LmFHc20puj4h1KsiIWUKAECAECIEBhIBTF4VErFO/PmKeECAECAFCwHERIBHruO+GOCMECAFCgBBwagSuq4h1auSIeUKAECAECAFCoFMESMR2Cg8FEgKEACFACBACPUWARGxPkbuu8ShzQoAQIAQIAcdHgESs478j4pAQIAQIAULAKREgEeuUr42Y7ikCFI8QIAQIgWuHAInYa4c15UQIEAKEACFwQyFAIvaGet1UWEKgpwhQPEKAEOg+ApYitpl+hAAhQAgQAoQAIdAjBCyksKWItQimR0KAECAECIHeIEBxb2QESMTeyG+fyk4IEAKEACHQjwiQiO1HcClpQoAQIAQIgZ4iMBDikYgdCG+RykAIEAKEACHggAiQiHXAl0IsEQKEACFACAwEBK6PiB0IyFEZCAFCgBAgBAiBThEgEdspPBRICBAChAAhQAj0FAESsT1F7vrEo1wJAUKAECAEnAYBErFO86qIUUKAECAECAHnQoBErHO9L+K2pwhQPEKAECAErjkCJGKvOeSUISFACBAChMCNgUD/iNjqjdPc4wr7CsGCOHf3aRur+yo5SocQIAS6gQCREgKEQI8RsEPEorx0t/wFb6yxnWfh6yodU+8osE3BWOFT7nGdEnQWGcJErmwIciG0UyYhDXKEACFACBAChED/IWCHiOWZ+yWVNxl/OQpWoVK8ZVPIhr2HpOlzeUzrpxpdufWAbvqqVVbYqNkYAzK+mykROSFACBACfYkApUUIMHtFrBlUcxcpGNNV6Mw8r8ODX3KSQpeosNQhF7ysqvBTRPldB44oS0KAECAECAFCwIBAj0RsNQ5BFQ+H8UQKwVIaV4Bnrkzmmlsz66kxCMNROYyhAaoKpo5CH/enRKMtqI75s3Cyx/iq+2rimmR/nep1MQXOT83GJLVfknqNP39iNRuD3d3NNcY8I84nM+NtmnFAjBzGFeKZM8M5rHlrGn/gJ/MEhZzoTAgQAoQAIdAHCAygJLovYkHwBKp0UWqpHlgdpWA5qBxuakoXBK8RosKnFOootRAG50WskM1Nb2pSwzhYIUR5D2OAAFPk+CWXAQk6dZROFShIQWNKVm98liVC1irjQLbmLYWqQpH8rI+B2mdZVrJfheplk923cEcOU+QAnyB9pbypAxIDsAcgxlQropjIN3BYvVGRyIzsNWX56Wj6lQgUXQgBQoAQIASsI2CviNUlBvDhm7t7lLpjSmCplUpcCYGlzTVsLgpUCYFwW5OXo4Oh5zJf4ZGFvQcy2KqdVSQwXeamozyOEaZfFb6cCOmsMcvDd1kyCMskgYDVvKVSM8UisBNX52VW+CU/b6QNWwRkHxsHxCDvQQwb8tF9ZaYW9w0LM7BqoHD060/7D/104DNH55L4IwQIAUJgACFgr4gFIYqjS/FQK3IURgVvp2gIo0wFF89xhcwWre6rChYw0Tj0BDK/Kf72mnvDnhfHqYL4lAxhIR10YQ8rWEVmHo47BVnOZTBKTRgrc9b4SZGDxNaPuVwjHYh0Jn2ydVIH9T0HInb/ITuYq/w2cW25yW3QfVJcX3/ZGPHng1sx9IPjV4xe0pvzR3UYN+8cY017NgDl1+pKC8rmve+C//EcS39pMmb3549Xvba2/J3in818JQ+tF+pz3y1XPl+qXKvNrbzYKglirPXfxbrX1pY+83z5a1mn/m0qSEtlnhZZfVdfeUEaoeWrj75OXK87YuYpJaB7QoAQIATsRMBeEWueXNiaJD+Ws8M44jMPNX9CtXBTU1myH1ODpLUun7hx1zxad57Eceo0RaKOa4A7xBUEJJhscSaUVI2sEFXBYtehqQl0wh1icw+fZSVIpI5ifEBvjxKbx3O+09mf1XnNJpdV/+fndDNnH/1A38bLcuWbIgx9LfGbE/zZ7HT51Nrn6zHu0YuMud9zxxV1XkPi82aUP+RVLt/arD46eNLEIWZxrT+0VeeVzoqr+yCv+R96C1EtRrhYfDx0lm711uaDlVcO7jm3enHpI1kNBinb8EHc4TnP1X+Qd3H/geYPNtTMWVCaewYitp1499hDaxuqL/+nOu/7hxZ/bSzL+eLKJ9Y3aMfeOm04kJEjBAgBQqA3CPRMxPLxpf+UbszZ9V12BAywIJ9y8qys9fGdv9ifqU1KWiiRDsa1fv725oCK5Qqdzj95DWiAIbal85kfhX2CuI/VLGpRmBDqB/x3sXhXIJSecT0S7y50vupXGqVv7q91KhPH7Pl8hvbz6Uc08rX3D2aXW15L0ddLmTjTsD6vWerBWNuJrd9/Ihn83Tb/TuVExswoa9PfbWFs8KNJ8knmka09tRxZfyRi7cXz1sIMfg3b32mqZ0Oeywk5smv6kb0TYseyExu+3QWjaMZ++Ojb146zEXPGHzyIZdmzepjruYur36q5yH74RN3q+jvZh0mBf0tydz3T9MlxTK9Vr3v8uWY2x+f9GE98vnGOmo3B7u7d3C6m5q1pFhMJnQcvPs/xhp20WBAHL9v6aEf6CoXdBfhkT6n3wLy3UdjeV/KeiNjCp9wVOcwvar6PHWAXPmUc8KFdVhqrvNIobUV9snG2EU6SYtLhZpc5haXDILNkmS2WfJ5NVjC1OkdifBXGvlFG9jrdDaN6Y5xxvjFqmLk1lw38n8uIUaMiY93HQEnPXOFiC+7ADXYdzo689d1+k96VsXP69VsNo0cgQef5+zWetzMT5b+zTn14jrnOuX355K5rXvXW8t9/1OoyedTamE7Guxe+qYSc3O6S8QRdvf57Mjy2HEPT+ZWjX4A4d3nkUZ8xruDp8ov53goYmx5oOspaz19gt492Q99RQ25nbedRjNdvXFF/Yqzn+0njR0DAAHBckEBranTWmktsRNxxhj/jeiYbUlNIyvix4KOCqZuymMJs5zVBVNuzHIBdp5/AoQJnlFSocIKJNUxE3oRm16yAYoizXoQSRWHpuTbO1v4/+H7dA1X4FYFN0N29a3nsrIgA37YKi/6KXldy3i6xrn/C+xA+VZCvipymI6ZZu51EL9SVl4N+mEcMULFktRgL5xaJaQp9ybnp5Ul+amEZjzuIcFDhSmYbdZKDvUFcue2/eL5kmhIMSdVRqL7m7LkrypOnMOvK7xrdV+WJ+D0iJUTBCcn2Zuz0dOdPXsbx68RhvzAVZbjyaTd2ofmvHzUY/Nq+fP+HI4zNfswTBq4GT+Yy8a7E+YOBcu3Wc+yC/rUNoOx1W/2sjz0yzPexuzNen3AwXT51lDG9jje3/PdU8Lx4rFLQY9cfw/HozSH/DZ5XL+KQGm6MDiUrPPyH3TIthFUXnTlypungRw3V7Ob7/rtlf+I3m88MUb5hz/Aa0nACh/YXP9M0eOiDvidqcEzM41R5MK9AmODUCiu7yoBYUqj9/Uw6pYIdan/+LfsuUyexzN1iX7nwKfzGy5uOGOctmjJykDs0FUkwAY1UjsLYszfjEYZ6IGOkpTYLdsoH3HfPP9m4ixBvco3dJlOJcIQjIWvKsbb9gIncue9sFraPKrkdIpbreIXvz3hON+ljcfhoKW7R/ip8ZmHLSo4YYzVJRpkg3kR/g6fPsxJK6eIfU2qSd8m5krAhCeK3mJohZe6Bk40ViZbDXBMbwE3JsmXChOcOOfrMTTdjzlR8nvYAPJ1pemNtOc4Gev7IfWsvuk4dlbPGZ5iknLf/7vZHR7HKDfr8C9z3zDdJH7WxiWOU8134s/E0ZOaz3g8w9v3Wf7/2/g/7GZu4/E7FKGNo5zcjQ+736kpje/MCpffMUa2bFx+eueDwzFm6zedcFG/KI3DYevOUycBM6+aXvz5y5uf6c+f2rP3+E8hw4rCJ7Ob5qtsfutDw+wXHn9o9+Pdp8skflT+zhz30ZkCsMBoGMud3qG4J8PPtrCBCmysxr2BPVJf4srSniQvhWHJ51mJjQjWV5SzAz6gxEnehKYhT5CjUZh+dMYaj3CDn0n62r18AYxJ1moFPkK9Rar+k8iZJqQ1hznu11CP6TMTSd1h/iMsapepGhnsN6YwdKectvzXObRYWq0pfVHI7RKw1vpzOT5hsvGjgi0btnVibAAAQAElEQVSzN9NwqIS1twtegwYNYgwcw197e+O/Pscbm8eFK3uESU8HrlwGouar39ZbKIG9lz8LMvfi/75T28qu5L9VX8kGRz17l2SkC9G4Gy77y2pQyf78QVYrG+u51rqZ85xakOh41h48xyPadWo7V3PxtCDmGWu5ytjl1i+PNqDel7GJf/T7M+iNK0GUls0M1/4pD4swTXEr6K5dRsle2wUG2hnag9OUo2oSNlwBk+3zAedz34WORcdpyXax4mBE2EZ0MWHCss2FEkiaXXhirCAuIJElZ5n1TX3mLfYzzHYE+crnTBTGOYN2B0snLi7gpeMD/cXzjL0F7gkn7GTbqagDamdxPtCh0Elmw/AaYqbYc5aSXAM++6qS3yAiFoewfkl8rc41eDmOkcXVnxoqX0iq+surRikr8tXe/s2aV3TPv9TaZDFdSQznF3G6EwihkOI099GVzaujjuejsOWh/DRijs/TY9n5j77fVfztmwcYm3rbH6dar0+3zfd5cizGeeCPd9mY5XTxyzycqIyzkfPOf2OeEca0dZyrfvb5puqbbv7rvukHd00/cjBo7f2sOuvbP+UJK3w8f58+/UjOnX99XZbzpidqsCeO+cv8kWaJXTiliq8/MXFMzqrBKYt0q/OunD3TsHrxMVVxixmZ8z2A8GOCuRHNG5Z7nPHy6L6q4FfpCacB4viX+6HglC5Y556M4TwG0cKiKAeNMdsYrChPKu9EqyRGvO4XYRk9X32HqASqWJJ6WacD/evOch8ywKeFcgs0Ft69Y+eJ5yVY8UyaDD4+8bPSEeHUTn6yXdg+quTWm0QnR60j+9a02R2pBpbPTbd4Ttme/tP+QyBoQcq243C2HW50yjWNnx2GIBd3c1ljo/iDPaeOWySDwMvfiiY3uBfcqLiVI11ZS+Jz575nLk8+K7tN8LZydhk5HH1HjrA1cWn8aziBGSQ6uGmxXB5jhC4P3cWvgObXo+cMF6rysPlzbwaP4qM/wZk7lxEy7zlT27YnN1SyIcqku8zb05a96059cm7In1/38/rXD7nnhijTp76dNmn15LZPsr5HCzRPwjlPZkaQJjSyBnQytcdKGbkJNkptaQbilKbES5axtxTiNAvQrzrb5CDsiPAS9eXJadIy9qXMOEZJzMQuFMjigEQd8x+wg91OCtsnlVxol8zwpYcBg4Db+NsDstObDh8FsYqFam+Hm+YvvwrI3gJB6GPP0ar/MV8PhC7eo+Bs5oaF3LEaZxsxdv9tcROvYWW63FJ/rgXHuiMGuQJHZy7/AGfuqk+i95ixoJrmz3hqyHi65pNzbNLyu35vZmptq84qX85NsL8fy86eBTXyTb9A6T7ydjg3t17CuAPlQCMrM2h3uyoUjmTRBFuhUHecIWURGTXJAWCC1T3l7p40pbxJzWIcdwIqXw2hkKyGx110BvR0WenbKoxzl24Z29QEtvOoaRtxTx4pGdzjmKRJ+OUoGPNLNrcUAIVTOmFCNfQawAnTbLEYdhS2F5X8GraKWBg6rjUCIEonZ77bfPRYfd4/fvykAG7g0XWsV1d8GKY7PRNXPDUK7KxsxHzviFEdY41coLz99/NHvb1KZs8k4Y7xO/W5Un20Zs+BmoM6nC3coDsH98W4AUVDRtzRmeFHn8n7mU32AunIjtcp4r/OOVCTs+Hoo1tBUg6JnY/rjHjibV+u16ZUMjbRKzXG04V7CafW419Hbbhy+2N3JYegPP5FwM0j2KU9e5rqz+jz/8VGBIwEOStQDtizn5U91HBgE+DnW5OXo2OSoYx7oEonPJraJsAFNcl8v5fCHTlCQ4y7gjOJwQ+IHMbV4B+YGFfGI1tcT+ig3CJ/fXmg4ZkpxL9v4QnPXaRgnc9jwvdrxVLAY/fHqX/T5JNkhZ6DdO6tIVNbhUX/HldyErEGeAfuFaRswPb0mzzcb/L0gBt4tKOshulO+4+3sVFuD62csG/17cOsxXORyf68Wv7AKGthvfX7ef9bp/70/Km1e0Bqsvo9dXD/Om6jOGT0aEh6sNfomxgb81zmBOX9Lg1HG/73+VP/m9VyZeLI1ekBKHeBhLU1HDjx9EdQhJFvvzPBbCoWmGCfbzo/cczmP44R5e7kO7c8NmRP4vGZC77fIxu15Wlv0R/TGQAHakQtZz+JW7JI5g/jH1UxJPNZxrczE9sjuJQl+zE+/jPNGUZNssQEC4LZgFOF+Z7eBm+6OhUC+H7F1VlOxXePmLVVWPTvTSUfbDc3oGSA0bWVRVR2pyASgq7GoJkB7t1t7HWM2RnIxIidXyBZ4M9Gap1HHfihMGyd/OF7Adlb4Kar0oYEaE1mUbCMzjimmfra77xGiPE8YzPBM+AB8bHDZazfJxA9abx5gBBrxmsh5t5dPImxpPx8ghOSb37ozZBjB6evDRmCCQz3in19+vHPQ77cF/Tl5zOOZQY8OhlHpRjEBnveH3AE+NEEPMCNwdyTn4aPf00zQ5spXdPiNuWPU48fnHpw3/Tj6fIpFvQ8kjOd8AsyrviseWuaIoeJi9a4ukz4uIQtWRSGgSlXDguD0a6LisSmle5+U/wNe6XBOBiFdNcpXHMKoUuhMMLCcKGRCAtvQPqgfbvmhbI7Q2ETPbPNdhRqcYcf3hQbqoGQIr7fCnsrgxDFec+2Cov+vavkdolYXvngZQCAgg28+xURogqueqMqh+n6UjODTQkIV2hBMIccBdzb2KEGw2/Yw23cWDvkq9PAM9jV1aLuDh42fNiw3vPv6jZm+EAYvhawKZK9XAIS8a8YxRm/IAIZw0EtogWGKD4TCj8bPsW07Ig9M2yhTQhIRBOsDyYCB+qHy6N4KlHlyY5quvN59gjfb4HzCSdcaNTEYeE6ZFauMxgmoYAQztXjOhWfgSx0SqCoTutAM1Ge7C+04Vg4XMcs7kDA55ZLdA9Q/AD817IbYrq1rcJy/95WcotmylrlwY6eZD+UpvLkpCl+hopoLUKnfoI23KRr6pS4y0Dsj4Ps5/or0GWJDpsMyR/EdpkKERACAw6BuWHLnj0ifhB4kQjOubjZqOQfL0DKIgU/JGQWkOCXa9pwjU+2ND0iLRLwNBx5dyfGQMoKXApnLl+BfRA/4GEqPi8g+Jic1ZnVENOpnFBMY6GMb1CoA8ZHJhR/QBS56/djq7Dc34QJJtT9St61iK2pLDefse2z7NllPuYrHzDv63Hg3jRoHzJHgWF1MXw514OtPs2TEiMECAFCgBBwUgS6FrFYsAqVjUGhqKR1x1/cxremGUyh6G8yeDDcYd8QxJX+ZuvzdPxfPjAJOKSxGMvDv4QAX3QdJ5cX7shhXWwoUb1xGsY1HGb5YsnoIAQIAUKAECAE+gmBrkWsz7PqZH8mbNBvbo0AYalQm3aLXvRVoq4nXOZksixRcaGOgoxMhl5d4leLxBAwIehUMRvN9j7gc9DN/8jdIv/CuECVLsqwCq4s2S9HYV4EC3p6HEgIUFkIAUKAELjOCHQtYsF4gdP3QT4xJvw3jiilqvMyzeab4QqznpQmKtk4vSLsYQWTzDiQjFD5VECJNR4z4rM28MbWUbBDDWpk49p5/FcQP4stzm1FJX9CgBAgBAgBQqCXCNgjYnkWBjMvDDR1iQrcEAQlnGQlHKfq7Ql3lcF0O6aD+3dLpC8SIDFebR3cijzF9A9c0Fmw/s8SthIgf0LghkSACk0IEAJ9hIDdItaQH9/REaUgCjCD5/W58j+iUn8sWTdvzodhWYK5Lz0RAoQAIUAIEALXBIFui1jGLaDAm5VhJfhKnJV/YZSEWr9F2W19cMolusWgWdh2VbKQ3DxRVDtL/7iKMWuJmMehJ0KAECAEeooAxSMELBDoUsTi3GB3079n8AlE/slr5jI2F/e3NE5BEraPMaTuh3ufGveXwJW1hpCOV9PW5LgVJJOYZk07VFRvVOA6aMt/ozNNxTJNFRYYdseZyXPXJPtLJklJE8G/BOE0HfkhH0KAECAECAFCoC8Q6FLEhqU38dm8fH8Td3c+hVjcOCIsvSzZr0L890EFU4OZlok/3OrFGOT+8aLyJKlJVCQSLn5JU3aIa2p44sbZSYwpohjfq8kd91ix/qdauJL6/7P3NnBRVfn/+IGvCfkAmlJqGQuROAQYbl83rXXd/IsJSWlNy0K4W7DrlkttMdrXQrZFXEuhVl0rC2pXHCInNTFw0V/qUqvFmhgS4xAySz6HiuAj5sL/8zn3Ye6dJ4YnmcEPr3Pv3HseP+d9zznv8/mccy+YufBRJ8xHi1ucmoQvtkAofoYiEv0xE5ZZKbxMzdVZ1hk9WxCazoQAIUAIEAKEQHsItEuxkAEQlfjqDP6I/Ar+jEl7oMBfoC7uy0+KoKY10fhFFZE7eW6K6/LnUvnHZiCPJsV/PwBqb8p9LtXyfRoxCc9cfcLMeWrppPwSBeYj+TfJQgpJ5Ft1fnRHCBAChAAhQAh0AwKuUGw3FENZuCUCJBQhQAgQAoRADyJAFNuD4FLWhAAhQAgQAtczAt1JsfjRZMfm3OsZZap7X0OA6kMIEAKEgAsIdCfFulAcRSEECAFCgBAgBK4XBIhir5cnTfUkBNwBAZKBELiuECCKva4eN1WWECAECAFC4NohQBR77bCmkggBQoAQ6CwClM4jESCK9cjHRkITAoQAIUAIuD8CRLHu/4xIQkKAECAECIHOItCr6YhiexV+KpwQIAQIAUKg7yJgTbF+9EcIEAKEACFACBACnULAarZgTbFWwe59S9IRAoQAIUAIEALuiwBRrPs+G5KMECAECAFCwKMRIIr16MfXWeEpHSFACBAChEDPI0AU2/MYUwmEACFACBAC1yUCRLHX5WOnSncWAUpHCBAChIDrCBDFuo4VxSQECAFCgBAgBDqAAFFsB8CiqIQAIdBZBCgdIXA9IkAUez0+daozIUAIEAKEwDVAgCj2GoBMRRAChAAh0FkEKJ0nI0AU68lPj2QnBAgBQoAQcGMEiGLd+OGQaIQAIUAIEAKdRcAd0l1biq3NCfNKLHGHepMMhAAhQAgQAoRADyPQDsWal4d5eXmFLTfbilEyB0K8ErfYhjj0KcnUGVmBviNJHOZFAYQAIUAIEAKEgHsj0A7FBs2vLk5ixgXp1qpnbY4un2mW1elndqB+MWvb4K9DSeznTr6EACFACBAChIDbI9AOxYL8MRnZGhvV07wpz8g0ybOCIAI5QoAQIAQIAUKAELBFoH2KZSGzk8NZwUs5CmOxeeNaI0vKTgvBDAVjMlqN8ZCXWksSvcCMjGf0FpZgt4BfWE4tphLszDxIPIk2Z1yvFX3wZ46sP2NWiVvwjP54yGVhhnS4ggDFIQQIAUKAELhmCLhAsSwo7c8JrCpvI6dGlGxLuq6KJWhj+HVi8AKW/S0YgNHVLauIjbCQcUFcLCtC/7Y2PY+NKYRDMBoLYWCLZuHZWWhzLkm8U2dMKhb8277N1uTHKleCC+L0iWJYcQIr0NlbJBbypzMhzES9GAAAEABJREFUQAgQAoQAIdC7CLhCsYzNTExgxrxNoh5bYiiQGJHhtaTOQk2CZiVrFGTsymItKMGx+QnFB9LQ6LxFX8ASitdKdBySVrxMo1wJ1izLksJiEmGR+IARCiVHCPQ8AlQCIUAIEAIdRsA1imWcz4RNT8JGpzmzkRGZ2VjBWH4sWm2FA3TQDslQmxO7wJhQJOq45oMVLHy8RpFD0NgoxiqMsgKtCKJLQoAQIAQIAULAnRFwkWKZvOmJb3RKyJ7PGZbXDFRV0XYr/lQLa7Q80PkJzcJMsS3ZSFqpc8AolBDwOARIYELgOkbAVYqVNj0lpuNGp0TJWhukiWLGtRtFC3IHcSyZE1sQnl2sYOsYbQJT2JkhP9RrWZSG76uCW3KEACFACBAChICnIOAyxYqbngoK5I1OvIqo3VbpYuVtR7U5YYrtTjyK/ZNqCVaOMjMrO9yomyVtmOJmZMX6qxyPLggBQoAQ6OMIUPX6AAKuU6yw6YnJG53EyoekVX+bzRYEC0uxXnfqouZoXFg6LUlfYGSsQLGKK7zME5R2oDihSidmd6cOzMjVCjVXLJR+CAFCgBAgBAgBt0egIxTLYvSw2ips/VVWDFgW/CWnnx8Tg3ZdjGzNjjMhA2GlFkOlFMKv4A/5qoIUOaC/4pbhaz/y3mNIR44QIAQIAUKAEGBuBEGHKNaN5CZRCAFCgBAgBAgBN0eAKNbNHxCJRwgQAoQAIeCpCHgYxXoqzCQ3IUAIEAKEwPWHAFHs9fLMv9++8/v/t6ud2rbsP7Agfc+C9+ubbSI27z/wCgQVHG45Zf4LXNhzfymzTWeTEfvhP2X7X0kv+/Wze14pqP++xTaC4NN64VDtW8v2/PrZsgXL9u848oPgy88Og66eMkOSBen/fuuLxqs8qnC6eqpmefqeVz9pcFiaEI/OhAAhQAh0JwJEsd2JphvnxU4CxW7f2Y6EPhqfMxsa9ctq1hitYp5YM//wuxsazwTc7HO5aQvEseeqWnysktncXtw+/9P75h57d8P57dsb3138TdT/t2f7OZtYrLX2/bKwh2qy3m/cvv28/v1jSdM+fa7sIo/nOOicMeWnxlfLfmDNza8+uSflEyE+JGp497e1f/knmzAtoF35IDY5QoAQIAS6CQGi2G4Cso9k4xPyVAK0iR/e+qheVSPjsQ1HGBs87KlpPuw2jeGz+yss7n+XTeNxNaPTIZRfOjpd2L7v15+0Ms2oT/fHHDVO/iDhBnaq8dm/1Cs1Tkx76pvnl128Otzv9e3TjhofPLByqB9r/WjxwYMQJgYNXfOZIkh3oJyx77ed3M4G/Plvk5etHP/Hu9n2DebvIT67uH3+V1lGn/S//eQBIlgEhA5CgBC4ZgjAcNqRsmpzwvAFWOEd1o4k7M24JYle3SaweXmY1xz5/+v1Zq16qGzvSY/dPJqxli0ndltKaN390feHGRudGDgJPX1uGu53s+R8q2uztoPvoNV/j/gR/DpzLdu3gCXZe86CyLHIdoMmLwicwVhzweFP1AbcltrLzbfdMOMPd/3ithsY875pWkA0ZHukBWRoqb3Ig8Y+NFwRdK7FfI5dbP4vY/1uGg5R/UfexljTD6DGNn+yF0h92vKJT9/hDQGdcJTEAQLYF1z7zoyDDHrRG8YELy9PFf4a4YbP18srccs1Kq6XixGozWZsRxC61k5cHXawJCDXO3XcgGjU3Qk3noG+ebmuQPFvgjr4IKErJioYlX8xI1+v8Olgfh4QXRP027sZO3f6ve0y79V9WNDK2A2PRo+wlv9c7aKXG5uZ9yMr73lksHWgzf2xMk7Gk+/1FoN8Rvz8Xrg8/xVvVnAlOJ97//ef26flPjpUuL166HwVXE32G8eYz70/UQaxlh+aIIjdEDCY/SjKz4+d/3DDie8PffPeJ2z0z0bcdmh//Pzzfg+NWfnQAIx1nR5i5/VStmQRipI52JFtDj4l3ZJo448e/J9LQr/wimXFbZtYrGr+as6JgDg8uViCu/0IEsYWgFxV/BM3NqMqhCicEN+da6QQ1vllraAgwQNSO1sE+KMPxq8DsYI4iNwnqu8QHGzMXgK18X9pw1s4xEb/rjdyaayDDB076IcAt9Xn/uuWaQpekr506Dhtr4cEza9ua2tTfrOiAyLV4n8SUsTHz1/Y/u9bRYS+cDl0xkwkpK0FtdzQyi5sP/ER1OvuEU8o/wcS+LCLH79c89Ep5vdQyNJpmAT9nBwtl89g6P/0w7NwgDYMF63NoNzCr437vmzfvCe3j3nomFkTYMi+62brCLAuewxY2y9h1GQIuvsu/e98y9L3RT10uHZy4LqnLi349bGvNaO2LA/xg9Dr1YlfIa2z227x+y3QPRQO/3mz8O8p8UMxigC4LEpgjP8LkC168evi+O8mWZ78by7nBOtYdl2b+BkZd0R8S7quSpP9LVSGu2+zNfmxThS1EqyRxrrdu2PFXJBJ/Y0grD9Un2myM6RPzot5mHNeKmBJxRiBH8VJio/ainH6zo/wqXzoHryubW1FCcYFsTm1jHVTI3eBYoX/XreszoqlkLpsv/TUd5C/jmsy8tFRYL9lXzR8cgpQaPzwPSTAGU+NGQl3Cnd8Q/k84LfhQ1dn2ecwIEjcnyzsPd5wgjVcFThbkUc7ly1Hzn9Z+1/Qplvqzn5cAXZfVfzmsi9nrmiBld0tiwI5bQ8Y/9yUOiOs8sZUrAkyZ5o+POWTvlzTr2z/K+l7Xnm/9j+QEbvO/vCfWRmTiq06r0MQsLPbjrlCdBx5hQ+G4z/niNLI/2xL/AdZWxJj8xOK3XtMQMnDk2fj5+d4pUI0UYxVHHTwf0zEGmVDHB67r51KMnVGYTqlqplxXxVL0Fp4VxOhYVX71IYmVQJPvinR5zON+L9ZeT1mJiZwqyc2le5o5O1TrO1/r+OCqE6SJQpMCujkWSH6R+TkzEFPPMAioTRWwK2QDdolEnNgmRMjCWskqKQLd5YlE0yrNFmYcyK8RKWe51CCZzGRZcW0Fs0jKpGkKF6yjYvHkb2FyKC7c+uB+CFli6fCNI9x5GRybszMBSuBsxRoERsxkXwtVRNw6O5zw87PWFubkCuUyZgXE/7a2k7981/Cpb2zuOnp4jv6E+xIvX6/tNFJEffqof3J6cB5N6S+43Ab0cVDjfoNkvviPLvtxjsVOfDLVuuNTtxXPo1OmLz3swfry0Me6f+Dfu6+j1vkENZctudncxubhw/929/vlkdMKRi02z2//oQ9tmbijLLP75t7bGfzDztX1Nz3y/0wOZXiXA+/4gx9rWW4dF5rB2MuT4T6H1dhGQualayRlkuAX3EIZiWJcQXyP37mCdzxhP9/Wvm/vGrBTKVJniXPFhQy1+aE9VqNFGL03KXD6ZRmfDgrMFhWw+ARs6REV9tQzwl8bXPurkbePsUivuHjnZlKtiSCGTmhSNSz0YAcZ2EUVqXbpxWCihPA0n1nXrJgpQGjk8pEU5DHBNNEXTaDNZJYJmQIpgzlf/JxhnJBrCFRKAmUfZavQ2XfKr5a1LZvs5kRJrDmnFm6KKG4tjYwlAkGcLShgZAsQRBLP9MqLwZkGZtvMTqhOeVOy3KXcYGObRLEqcsON+oySzA9Wu1YtoAABG7SuPAvEzBdJ44rp898/YeFBxZksDaRZcVM2toqdYv2P/viD2ebRB+bH3HT0+FPDn+8/fRBxkYnChud5IgN784/9jVjY5+7W6dx2IZ+9OTUo1ynxPNy4EH/kDsgh4u1R+AsuBNfA38zn/Bg4VY6tzR/XXb4uHTXb/DQ8NvgpuV4A5zRNX/x5Yy5jd8Dv5ZMnGazBnz1UOXcZS1+j4b+efLZwoIW9tCYT1dO/vTtYT7GE3/H4jCH6+FAJYxBBxT/qYa9tVgVDA7HXIhlUWHhhoWkZSeJU8/Yiuzi+SwnIrZiWZ1tH8HIbnXM1PN+6iX+4T8aKU6DpmktJI4JxqRiD6iRteSu3jueTgWlbUL7uQiRlxcaJ1yepblavLvEi0lMYsYF6Xx0Rpn43h0+6+qmRu5weMTS8DAbK/DHyVFiKADDvdwWg+YXWxgFkyUkiuSElWGyXQL1caWJhtcK4wfNnqOx/D+fkNnJ4QxpHoOcHxrLogJmbrQ1baCo4dlZojyMhcSkzYQJbFDagTZZftv/WeugVPPGtUbNMkv/jFlbnMAKdPL/9ZNryniNKoxmyMhKqBDhXyZAQPe7/sNumlT0wffbdwLRAssCoTPWBhf75+lO7focgm4Y4u+4VGHT05HTC98DzXHAbxNHKKK21r5dmQV2I82oNb8L4BZaRaCzy4Bp025grOXvG44JyuvVLw6/A3R7980PcQY9c+r8BUzeunvZ7pi5B5LfbxCisXONVRCN/Y+fLwYjvz55+j/Dh+aW/MSWX9m52rRfHzsIS7BZQQPZxeNHWMgd/iBkv9t8gpjDRV/W9/5QrYSlU2GCCFNHaJyxzlhWIJVse3wDs8lYXZWowgpI4QQUmhS4A2lseSwsweI/fkYzkmJ6LUR177PdsYUvwWbX9VlegYVGsOorBsx2nlFFz2kC7ZTc0eCOxxfGbfl/voG6yKSlhG5p5N7tiRSkiXIeBTmYW4rkaDyJwCiyn1tccFHnzAZSdSgOtw45DFUF4IpF1FhlZmhgsdtjLelmZuH8g+/HFk3clrDuvxoQOHri5g9Of/4F0Crk3tbaChdnvvxq4uYCCAIfJ27oL57yY8BJpxibdssvhltiXt3/b1wBZazfkYb4advvUbhXvrBEs3s19qmgx4azw2/vn/rsngXpZT978nQL8/7F07DK27p9/qcRPy27Z9lhxrwnPXnrOMa+XvZvHu3zWTG1H59jfo8GPjKcXdj/7xnAr4zd7H9+0exPpdLL3kMOhjIb9c/WfHRq0GrRenzzpMmsdtvhr081f/0JqOMDJoRBnOvCoQmUKSy3MXowCLEC/RYHtUc7sKMxtyR9Acwms2LsJkXLUBQswRphPeil8XVtxWyWtHxjN36vesLKDupkMDMQHZrWrHsiav+a7E1pyr7dq1J3e+Fok7BoO1bZwxh4p44ts2wAqlvGdAr7nFV0z78VNrHyBoFmS3uPvguN3LtdgJA+q/I2OlzEQqZpNxP3iWCXAsHkK1pFZrFiRNkFefkQ5kI8qyioMcPDBHO0Ef/JrsWwbBWvu26BSu/dmH/mi71HPyoCBxdwe+Nto9rPf+C0EY/xWDNmBg/kF8LpSMV53P7E2NVzPxw/onKNV4Qojs+DQ3I2hSRqvGu3wxrt+f8M9vnNmvuXTfYBWh12G7bFoACuqN4WUfjBqBm3MR6tufyc97gnNf9CrZTt1jf8h2f//SFl0ee/rgNfWILdt+AL78fW3CO9QeT36JKghxpOxPz085gVPzy0fJxyrgAJ+rBDe4lsQOL1dLa1x9mYa8bX3lQqLM9OOKGuzIm8RA+LJkhLaGZkazeizUaI4kZnnGQz1bIimtaMamlLwCzHjMJ7ifXha4cAABAASURBVHxYiC0Qb3u8t14jqJxNpxjDlqNJVqxP46okK3A4ObtGQl+DYrAxKw2TUpHo3+lGjsOalJH936D52QnQwmY5ej/Hto3ydqzYi2U/3475yrHx+cs3HbxwoF4r10dd3w8ZghZs5aYAbJtVDGckLoiFJgjnWoULmbgYBVh2YtEH/YcO6X/TULiAWxcThqww4u7cXPU3m36kXGHlEXCplV+swFdn2sm83/AxyzY+eHT/lIryaUfLp74yeRBYcSHN+OcerNs/reTJALgG53f33bnbY3i0qfX7HyxZEHQT+IJGvRxFkkuUL3jR3iEo24MrJlveIOo3XLPmswdryifXGB9c89BQoSyeUx8/acZrmNq+xyeFaruLhIGzMdeJCmtWL8FGaeRFTU/egIp9E2bBFgcLQMKWC719PV5C0UN+nU2nPKQKPSEmNmbxVTRV9uiv2GfQ4UbePsUyFqMHxa5KF2zZMQtrM/wrT3xvbUxGtkaxI8kMCzNVjixOKtk7fMOn4TKr8YI6lkeMNoGpRA3DfcIq1ubtT5WrepyyBAWl/TmBKXZs4e5N4a1BSxybq9qcRHmxFstV6xk20bvLA9TWezetA/swXHRXnl3Lx2fAzYNhXVaViY+PtQ/DaD5d5kXvgYMHDVQV1fdvQtKyk4w6i32Pv70jbESoxT32Cusob/OWrQMqbMyOVVjsgCwbl2AxBaySSIoONOxwIHj0dbMjCPd5KPosQ5swS/hzGtiEwYbs5Wyt2s2q0mlx7E+nzDkRwqscjPGNLDqLTsUX6YWW0+lC3T4hNmagLTTDqGRF/641clcoFkDX8+0S0GO9hD9YE9aAsV7Q+ULSqvF1XXHfYvAClv1tD717zsk+X1yZjmXFYG5V4dHuzUx9m0rUKMZKmGqTYSzbBJNWKSOhtTlaOp2p59unBUj4vru2dua5ZuO+CrQP8yRx1+QlB6kqA26/zW34VZKJfnsSAdDGiqV9v15esTBDrxM6LFAgmFwOGIXCcRCpUr0HKfjjGQ08RqayrKI3HEBIwQtwCRbICW4ZQ/twRZzQsCvcdiEzaH61ss96YR8Utjqajbiv09F8mlexL5zQ5ilv51FUiK/3ibYHWJssTqgCnYo/TS/+ORGh5SgS9KVL3piNtiZi7t/VRu4axSKcgLvFdAJXqpfZgbrAS3QWfoUGrfymDPT5NssmPcxQzASTq1NZnihfvJRTYUypmPlBkKHdHFDzhoKFncMwA5CvoSKKHMBbPxNtP5CPmGkbiAGCwRmigoNrMUQoCGNaZGO8gmIEyA3zgkQw3BxoU9SUR+Opgmbq8VtTUgp5GzMmooMQ6G4EsLlKja2Nt0AsQegCUp8S2rD9psj7jrIlY3J+8JzVE0ohMhYndx8e1c1OQn1RTH5IFefjDHZ/W3FhEHDrGtlK7NgH6tJmaQmWeNzfoiEItxwgOMktxxK/T13xxmznC4Dcv6uN3HWK7VOYUmUIgXYRoAiEACFACHQRAaLYLgJIyQkBQoAQIAQIAfsIEMXax4V8CQFCoLMIUDpCgBAQESCKFYGgH0KAECAECAFCoHsRIIrtXjwpN0KAECAEOosApetzCBDF9rlHShUiBAgBQoAQcA8EiGLd4zmQFIQAIUAIEAKdRcBt07lCsfzDH3Pk//bjtnUhwQgBQoAQIAQIATdCwBWKdSNxSRRCgBAgBAgBQsBTEHB7ivUUIElOQoAQIAQIAUJAjUDHKXZLopdXYgmehS9YenkpbMglcyRP/O0r//tJDRndEQKEACFACBACriDQcYrFXAtiDYltwl9RAsvX5fD/JmteHhabL/zXJx727Xijo///jJnQ0bMIUO6EACFACBACvYtA5yhW8b/q+P+i2Yf/tMO8ca2RKf8lVkhamvAh/t6tIpVOCBAChAAhQAj0BgKdo1i7kuK/Q0rQSv9sxm4U8iQEPAABEpEQIAQIge5BoBspFgWqOGjGHzoIAUKAECAECIHrHoFupFjN+HBmlP7P83UPLAFACFx/CFCNCQFCQI1AN1Js0Ow5GpYfmyhtcSqZE4bboPjeY9lTXTrdEQKEACFACBACfRaBbqRYFjS/um6ZpiAO39eBI7YiihnN5oMVAB4ZkAEEcoQAIUAI2EWAPPsqAq5QbFDagba2tdI+ppn6trbqtBAZkBi410s7h4Fl+fs6/HRAnzYzSPCpnh8kJ6ALQoAQIAQIAULgekDAFYq9HnCgOhIChAAhQAh4HALuLjBRrLs/IZKPECAECAFCwEMRIIr10AdHYhMChAAhQAi4OwLuS7HujhzJRwgQAoQAIUAIOEWAKNYpPBRICBAChAAhQAh0FgGi2M4i577pSDJCgBAgBAgBt0CAKNYtHgMJQQgQAoQAIdD3ECCK7XvPlGrUWQQoHSFACBAC3YoAUWy3wkmZEQKEACFACBACEgJEsRIS9EsIEAKdRYDSEQKEgF0ErCm2mf4IAUKAECAECAFCoFMIWBGtNcVaBdMtIUAIEAKEQI8hQBn3cQSIYvv4A6bqEQKEACFACPQWAkSxvYU8lUsIEAKEACHQWQQ8JB1RrIc8KBKTECAECAFCwNMQIIr1tCdG8hIChAAhQAh4CAJuSLEeghyJSQgQAoQAIUAIOEWAKNYpPBRICBAChAAhQAh0FgGi2M4i54bpSCRCgBAgBAgBd0KAKNadngbJQggQAoQAIdCHECCK7UMPk6rSWQQoHSFACBACPYEAUWxPoEp5EgKEACFACBAC7NpR7La5/v4TV9VfE8yxLH9//7nbrklpVAghcN0iQBUnBAgBZwi4QLF1qyYAXfmn2OcrIfRacaezqmDYthQU1V9biDesUIt37iIbF4lOhAAhQAgQAtcNAi5QrIiFIX2FrQpavyox3SRG6O0fJHutgWkNTco/g7Y6ffHW3paNyicECAFCQIkAXV8fCLhIsaFZmVpThnZVnRqVrYvTq0O18aFq39652/YakD3wa260qvzo3Kam3BkqL7ohBAgBQoAQIASuAQIuUqzp6zGLssJM6a8prcX1qzINoZmGRWEqOcV1UDTRwjHBmpWFuKhxQqjgLHEcpK1fNdF/woptcBYS+Ptbkgj5MbZtfSELzVyk5lcpUPwVzchiJioDsqMg9E/ZimeeilvLHQgvFkI/hAAhQAgQAj2GgGdl7CLFQqUCUzO0rDBdpsz6Fdr0am3Wc4EQJrv6FRO0haFZFaKp1hBvSo/itCTHwAs0L7PMSjFSkyHUhCZo52lNGelML6SotCF7xupMlYxFjlEJg0VZDuBprSEsSyoVDciR4n4oJ0GY3hAPFReKBhXZvvAYjw5CgBAgBAgBQkCBgOsUy9iMXKTMRGFX8LbFGSYbrbG+qBA8DanBYgnRawxaZruIa/q6min+AqNnADW2lzY+S8o2MA5M05WcluVcTF+3syRcV5RfHZqlT4WSeKLo3EIgTj5jcBLEo4ZmVipMzXaF5/Hc+3Rm52dndn3u3jKSdIQAIUAI9CkEOkKxjEW/mBXKdw/Vr0g3MGsVljGkH7UqGToujJmqregvelFmqCkjEk2vFmut6etqKzXUbloH6IeOa2dBGDk4MlTifswFk6AvSG1iDoIwntVhV3irOO54exoodudn7UlWcyhjSaV99/7RBin1yd1GjPP24ZOSj/B7sEiZ9pu80qNVp68KQa6cr55v2Ph2pe7FfbolxlLzFUcpldE21lyUop022Jf80EEs+3JNkSCzueY83kvH5a8/+iZjualc5SkF0i8hQAgQAl1CoGMUy4JTs+KZIXOCNsOkLQSrqbpsbq1Ve9m/C3yuHA2voEdWpwPTpmwVLb32Y7viGxwayZjhY+VSsSpZfQ0YklU+8o2TIDmO8sKO8Mpgz74+dcFQ1Gzf7Th/Saxb8/b3TmOc949+WCN6CT/H9yrTNmZnmLUxX0xffvycEOz0fNVs+uVU08vvNxfvulhcdPoP8eVP6Bsl+rSkvLj7wAM8WlnNlbLS0y8n7fulGO3iV3Yl33HxAmutenv/w0sa61r+W1d09OGkb6qk/M7trvnN8kbjqJsnDJK86JcQIAQIgW5DoIMUC4os2H6rTaawrEW223SD45LCrHjOBDbh0DAHGuaM3KYmWFjlSTqa1hoBVC5ZoRbZ2joI7wNnJoUyw3rgcrzjB2qwqMk6CeLxHJyUwjuIcs28u6+gH48pK4niLuS3QZjt9EzhNqrsraBR6MFYzdG/HWBsmLcPu/re5uO2LDjm2buMX95/oGz85jf8wxn77iPzkt1XhKSOz6fffKGhink//Nr4A1/ev3/TiAmMfb3y0KbTVikaP3irqYH1f75wUvmme8u3hySPYlVitFszPpVE5VUofXlAP8YGPzh8HDu52XDV57GgdZlRf8v09znWtBnkZwxI/annm9n0wPcSh1oVc93d1vO9hLbbJpwBUb9iwjX7mIwzOToTxjcwWkxoncmC0lwPCHS9kXeYYoFkgRib9siLmkqchS1RFp7bNldrz55cv2qusKALaZGDtY9EM+ZiWkhi3wU+Z8gCgo9XftSJdyR/f+RdQf+OlweRbSnxBias7zoJslOUXeHtxPNMLx/fgGEDufPxuwGr4DtYuB0YMKg/MBZjreWbG48yNu25W2cNYi0fNTiyPffzGTBmUsQfn4RErZt3yjZmzNPOUXPio2OMRdz8/BTkRZ9RIS9jwstrDFYce/5b1Jt97wziDddnxI8jILPL+3ElwnvAIElUrMLlj98HG7Lv/KdG9mNXz51ntw73haj9hvW/lbWeQ7W6YRWQ+qih72WOHgwBfdsJHUFu/KrK4iDiH5mO2yMM+K0WW+LZKnzQRZkcM9QyQ5OeaVXb+wWqtt3wz9zmT5AQxiXGuAnNwTfghGj+lj9bWNymSq4KonoVwlIzawTEx62IwC8n2Pkugqslu0c88Zk6qgjvCFBVuZ13TyPnI1U3AjAjtzIz1AA8B6L6+2sLtYYmO/bkryvRPixEMcQbcgWF2JW0zkQNTN3TBKWDLstzhhN0JBBAfC82eg1ozHwQgRB/LZTbtAaoHXN0EoTByqPOZF94ZZw+fX1040etjPnNmj56xoPQepo37XKmoQ7wgTiMtUASZ6gc/fcFIOHg+4bdIsUac99AH8aOHjgL/pIf/N7043vgfHF/jZBhw37URwdO+jF4qtzFXd+9dYz5PHbrrGHgf9OESaxux7HyY01lHzXWsYE//fHlnRnfvnOsv+51DejZEKMvOxhZtIawUPumpLpVfNEH1234gTvttYrBFMedeIO1IWrrekNYluG5QFg5MmSy/C34RgBAuG1uZDrLqmwql3Ymgp+bOf4qv/zKQ1NFVqh90xef+hdySISTfaXCzWrnXJzg1HKhLvIZqs9Cs14Uh0ExNdrn5Bj8Alb07Oy8EaN7yA/wJcwjQ0PVr5hahOcdIRTfc5EIq5saOR8ALeXYu+IPRmRBe+G4Nqlof3jLnws/SeKC8rumSdR9g6Nz9/DONW0bAAAQAElEQVRA4bTG8oAdpEXulOkQRMBoihLBR3YYJGQrni0CoKLsoFzHQdGgspfDUCIX4Fh4OUpfvri469RmBtQV8FPmPeFh/wDGtq/7zmrTk6X+54/nFyEBT7jnJounvavGc0iZ/forwob1x83fzVelBWAhaOAs3cjJw66+k/TF5FlfTJ5qeud0P+0bmlhgYyFcPDesWXGBMV8dqrDgNTAu/daHzzf+ataBuVu8f7VaE/FR5TOl7OE3IpMFbRii9FmHL9cB7emT7NYQP9iiWvTBBRdTxmJhUwPwayTuumgqz4hUJsftC5Gh+Hy4r7ifcWsKTqkddEwesfdPKHlYUlywJAnfw1FZI04RJF9hawiuIll8+uIVPn3BkuesdvX8+wfOPzngLL0bhAG/wiwTJn8G+92AbUuJSjfFG5RDPTaV7mjkLlCsGyBEInQOgcbP9rC2NiGtl5cXY+AY/rW1nf3Xl3jRwaN54zqgLm/tg2B9ZWzMiMdgefbAKatNTzXvGafM+mLKrN13Tz1UCObfMQF/jBuoLki5+9dYdpqdcXXjcevp+otHpN2/l38A/fjqV3sb0e6rKOBc6eF3uAobP0z07Tcs6NVN98MKsbFsgm5YfdrKK4Onj34x8tzGtyszlhgV25LF+H3mZ2tKZAZTvKtmVbF6UyULjY+TyRKCA8cAm1aa+HfchAmr7fQaty8UrhdoGPiV67i48mJnCyTk6E4Oa1edX8Rrh3LhDs3QpJlKANDbzlsG3LtPnepWpRfaqLC2NUS93/blEdt47uyDmpKo4NkTExc0w7IqFcoexOquRk4UC2D2TffDmcaahZm1f1wqs6xYz7a2bxf92fTiK1ebmkUfV3+EjU4+vjedri/dBe78DT+CpFc/2qG25p5vPXns6sljzG+U78PPBpbmhspKA8Tm7qJi9++5b1vYj36kVGB5lBZmu5GKna577sWmuhsG/uXTe8s23VteNn7JFFanP/SHIiB+ngpPDblvX2Ssf2oinwegj+I4fzh9XkPVmIDCBd7Zj5teLrpy6ljjy0n703dfVkTqK5dIe6GZlvfUbepl+hqXYNXeqLzhVkC1r/oOty8YcOEWFoMqwWLMVk3UVmZW2pKxOpkb3Akv90fhWhEeUenMHj6owTCxghjNX16fc4MqdJMI140K2x5eaH2RFubxYUvPupsaOVFsew/AY8NvuGnouA9yz+z8DIgWWLYN1dk2uDDpFp39/AsI6ufv17HKVe1oOgopWi6ufPHwH7hbuRvuWYPhRDn+ioewo9j45aSyTfe8mjj6dmsrLkQb/eqXXKfE84TkUWzUrTeAb43pvEyrF2suoKoxdtDtECA708Wv4fq+4dMHCQ13QNwM1I937z0D3oITVdjpI38JGrbgZTlf3r7s8ObT/f/vtdAR/zq58XR/Xe49b64OfzmidbPe8tavJbpHX/ElWLXtqxvrEw3rPsJazJ5UtkILS7C4NIs7ZSaswgfXjUX1bFaghdsWIKjvQv2a8K0Hg7b7tjvZFtcLPsgr7auwuMpQ7ekqrHN0cRrKLP88Br+VpJVmVN3SyIWRyrkQFOqpCPiOvjWyILfpi71Aq1iHtja4aP7q68iCdyEIfTpyHN9gAAbs/2y+8t0YjS6CsfNN65xuemq3lH4Tb5oGkUobSkUjcPNGA2ii3vHTR4J3y/kLDQL5DvZCvj7WchJ8uas72AK/AaNwtzBcMCaosP2eemL0AH6vOLXW6Suf5UuwvxrFTp2CutxwO9Kw361wbrZa9FWk88hLYXA0qG1fLtcENVlXI6MtOtKwJ9U0198/c1xlk4El+jvatOlqnj0Wb9tcYQ+mxJ5NBlg/bk9a/rKD0rzcY+Jdq4xxeZW1vwpr9xN+10rGTpeD8zzURvEQP5HrOC9cKWCKBY7oXNwCpn69E1J3oZETxQJ+fdkBlUbkv928d39D0T++37wVLuDWZ9SIDtf54q4ThcB/ETfNHqN8N2ZYXBzS23bDYbWxuIP5+4z+w7NgK76oe3yvbkmlLqVqyQHGxtz85D3e7Jjp8akVk6dWbjzNWMQIYEd24IR23jeFu+oLV+594n1gyv7JcQFCeYIKy6aMTBkjeFjOVw98E7/yyq1P3pk1CQW+PXLgYHaptLSp4Zi5+F9scKQf8Kwltqdf4edImdLUGZVuEm5V2lionY+voZFY/bEzZ2CgEsBHqG3rYWFPnxrIAlP1WaywqN5Zqt4Kq4e1Zxb/uGWDJYt+PJ6Z3FTaHkMJl1ddUWHT7b1y2WNStZ+xazFm5MoTKOUmWfuJsbVrHxdeaRFi2NkB16VGThQr4NqXz8CykR/k3jDE/4ahQ+ACbjtRW2GjE5sQd/Mt6tQB0wOmg2q5t7EUKFAd1JE77+DEyMJnB9xy/nJxUXPxgdZbpozYnBuCVmKf/iMg/2H9hg+C/AKezw/RTenXuLfxTy8e/pP+8pUxfi/nRiLvQiA7vnIF6L79db+zUWHPH05/sencmIB3fhfQD2MCW9/x7pP9SzMOTJ51tDRo2LtPjxT9hVBPPwemKjfPw5CDc3N8gU296SMQP/ctbVzideb6TVh7nyPlURlDW7RiCVZBzNXtfTNczMEzfvjSrKJ2niG1Iyn5I+6rKqyjSjvyR3tNpUm5tMH1WsVngLvayL0dFX1d+IsmBWl9u+/WGdTWiHVrwD4MFy7WcmhyPi6XvjpJiO/3RC7e/j3OZv3WJ/AvZRB0zxPD2M8z4eL+zZ38WJLvuMTxu8omffXp+K++vH/XayFjgFmh8GFBa8ru3V8SOVm4HTQi+bV7D3wpRtufH/lEBGqlEJGxkS+XgAAT7LyKM2j0qxCUr9x45Tvud/ccKLun7NN7D+Rqxg3iGVwfJ/4JAsE6Gvhclha0W0m15eZl5X/LYE7+MDLLwiVYjAQKsWReA83AVZLGlNfwEKYUlm/jMFySZNoMUL4Z2JD9xUU4GFUVtm40Epps/uXJNZS6e4uyr8JilZXf6nLwFfruFcUNcsM9TSbFv4Pjb+8oXmPreiN3gWJ5h0S7tvKQ+mS3gHTtM+Hdyd8/3sCLFrYOetg2DS55B06+t41ynV87kG93R/UeMGiAzTJqP4FeFWXZjaYId/HSxzdgUJ9SX12pN1AgY9I2n+hcWI+sFj8FE5nBsiqUH47gIy90fOwpQjfh30pjSEiRGbgEGyiWiPbhSuGbM/GVWWgxFgPc6ifwufJKxbdxYATQFgqfpuE2ZMYVmjpTaLxW/D8lvO4QR/nGpFvVqIPCoM2TKd8MFtObvq5mTLY91K3SZpjUFnUxnqf+iNpUZHo1E5+sRGHRa5oM8QZhe7y/v9YQllUpvdsNNBHZ5UbuAsVyUEPxsxdgb+KuUMuq05WfgOFRPOWEo4a2EJa4eV2kkyHelP7aNk+pA8lJCHQMAfyAjPQZFmGxyrITClhW6gbWH2ayMTg3CYTEYGCCS8WiJmNYhJCPkqQ7JuY1iA0sK0gpnKUXjYSacsmDo6OfU6znQT2Va3XXQMQeLII/a4lCFOVwf/lLfMKjtLQQRUQPvRTavPDIhbMCBN6YBV/p+0i8mtxf6jXcpxON3FWKFfIXzzMe11pmwaKfx/ygnQT5VepaouCIpuc1KVF4+iEECAFCgBBwQwQ6RbF8QViL3+7nNVJbkvGb+7gPwl9p2Yd4oHRLSx3bhM+K+/M/YU0IIsC6CEYQNXp/4ePUPBWPBydJtYfI9SsmgIfKCaF2hIHoFrftYwNTmNotAYorVaGqr5wrItElIUAIEAKEACHgFIGOUyxQYBR+zlHSAnF9mMlm5IqsynhY1MSFmdDq9MVb5cK3rUfbLCjdYKfln+AX9XIDGLs5KwsxDdp4ZhCCQKfcmqKtzKoUbiuyLBniUgEsGgkBYElnLN7At0raFUbIWTjzFRfFlycFX+UZyFtbGCp/KBwNyFF9fz+UEoHr4poqSQgQAoRAzyPgKsWKS8SgNuLGB4VcW9er3p0KjksKM+F/3sALZvhYXN0U9qfh60d1RfnVyley8L00ORpjwG1Aw1L+YECXLebKDHG/hmUPPX4itdKE7+E5EkbKD8zbuKpvubW9whcKld+ci16D3/tIV/zvEds05EMIEAKEACFACNgi4CrFqrY7NRm0hVrBkFtfU8mYvB0LGBi3bPFi+CdRxFfuBN7i/6sB2dGUHgUxRact5NHbO+H/yaqWIuHLTNIbAoxnHh8XyJhjYaSELHRcmHxt9wJ31ileioI4mETafgm35AiB6xoBqjwhQAi4joCrFKvOEf/jFRPpk8HSpmjLFQ23TeIGd9wVZUD9j2uuin9nwV+BlyLjL9iE1QVId5ZV2/WPVGbJ7BicWo4WaYGkI9MjFf+EKEwyLGO+eIjCiDkGhkYyi+Sip+KHLzMr7umSECAECAFCgBDoJAKdo1j+Uh1/u9z6n0OpxEAmNhUWrXot3SS/iaVSQFWxbW/wfwzBIisSpfiqgBQH1lzzkyp4AJwkhnYqjJg0+sWsUFC7HX27UmmOFlOgXou2aPGWfggBQoAQ6AQClOR6RKAzFLsNP6XNQrltls1YlBVmSk9chUuhCGD9qokT5H+1gf9yrzo9vVD8fgqG49c0mCHesoEIclNsd8Io0lGPHxSVbhh/2Ua8Q11TaW2WcnMqjJg2ONWQGcrA0C1+yQW9QQbUiJF3Bfu25fsvSPNM+F8TUDXrbdKYmA5CgBAgBAgBQsAeAq5SrGW7k7+/FiizULIGs8DUPZVZTPw6jL8/mG2TQvneIyyOK4WMaXGjE97jEa36moa/tjJrHNuGAdYH35aMXIj05//x45VAjZY4oeKm3wqulfoLHzxzKoyUFt89l1LxrMUaNQna8IxcKMggfKcGKwtmbWEHFqqzlg+gSLnRLyFACBAChEAPIuDJWbtAsbDwCcZYtZPe2BGqDsSmCF6TGj0jUAhgSMAQJFCU5MeET8OAP3d7UlNn8K/EzMhtsvq4jLLoNdFIjZwFt72WzjINqcE8Qx7HEM+v8eREGAwWD56KFy+elDXCgkRv+JGFV38ARcyIfggBQoAQIAQIAfsIuECx9hP2oi8akE0Zi2XNV3iTVbGdqhdlo6IJAUKAECAECAERgd6lWFGIDv6gnlqZWSl9uNk/sjCp0kr97WCOFJ0QIAQIAUKAEOh2BDyRYhEElS1X/jwFhtBBCBAChAAhQAi4BQKeSrFuAV4vCkFFEwKEACFACLg9AkSxbv+ISEBCgBAgBAgBz0SAKNYznxtJ3VkEKB0hQAgQAtcMAaLYawY1FUQIEAKEACFwfSFAFHt9PW+qLSHQWQQoHSFACHQYAaLYDkNGCQgBQoAQIAQIAVcQIIp1BSWKQwgQAoRAZxGgdNcxAtYU60d/hAAhQAgQAoQAIdApBKymE9YUaxVMt4QAIUAIEAKEQK8g0AcKJYrtAw+RqkAIEAKEACHgjggQxbrjUyGZCAFCgBAgBPoAAr1EsX0AOaoCIUAIEAKEACHgFAGiqpBWvAAAEABJREFUWKfwUCAhQAgQAoQAIdBZBIhiO4tcL6WjYgkBQoAQIAQ8BQGiWE95UiQnIUAIEAKEgIchQBTrYQ+MxO0sApSOECAECIFrjQBR7LVGvLfK+8/ZI+DaK70678OFKR++vvGMKuKJytdTPszbcVHp2VLx+dKUDxeuPtTCDhvgwsYZKjA6ZqjbVXEWrxVH864lUNDWXScUfi5dXm2o+OL1lPx5sfkL07+oPtvqLNFZ8zrdhwuXVDXYjXRiH1Rq4e+375FkazZCziBVscGoqmnznl1LUwx5O87bzYY8CQFCgBBwiABRrENo+lJA/dmj97/7C3Bw4bRed9x4wZBX9WbizgpFtIqszW/mVS39/b+OWDwvl6aX5uVV1bJhPqxxT14VpLJye45j7O93VBlyPtUmljfjnXxcOqSHJAcPXZJ9XLm4uCtl+cTxxW/m1ZSW1BiWFMcN/Wue0QHLGj9PCXrvlZwqg/54i23eZytf0Gx6M6/6m6DwiUN4cMWWuLCthuorLdWVC8NWv14hZXu28pWYT/P23TT9gUE83nV4oioTAoRAZxEgiu0scp6TDpTX+959/GjzydMXzwLLwq1j2X0eGDMRQi/XKji2ZnPeFfBjxqpSM/7icbmytAR+b3owRiAouB7yzO75e45b3CsPgKfkSoqfyOGUK3m093u2euO+0gpJwRRi7yh+Ie8ii5pgaPxTbdsfS7MCGGtYmr7PlkGbd2yYHla6S51ayIOfL5bO21x0lgUkPLoubST3YRV5+4/4Rr65O+n13bOe8G1el1fL/Y/nPbChiI3N3TH1Nn5PJ0KAECAEOoCAe1KsOSfCK2y5PJ7brY8rcWwS1uaEecFfWI4wgNqE9z2PusbDQKtDfP204TPm3D3r/sB74NaJLjsiMg6p8fyuHSdFMPYcKLrMAob4MnZm80bJc8e3pRAcNGZiEPwIztt/hF+AwvlBCiEEz63VuvdeKFEZYNHb4fFd7qOb5mV/pww/YmzyGzHkmdWxUUOg2fa7I0ETBsHGRms7sLFUO3X/IXbLM7n3YASIo3Kth3Jy5xVcYVGT1+kj/aSgpsYrLGgQv/W/OYg1N15mrLU6fd3SikHP7PjlFHkiIcXvY79m6HFeXok4bbKpmXk5dprELdYB6B+R47yXWqdxm/uSOddiHHCb6pIgnUSg640cxiqnZW9JhJboNUfd9Wo5Ubni6TTvLgZqojTGA0YXM0GkoCZ36ngCo+5OuPGyHTVczM1TogG/TnpHGzDwps9SCof6+kOdC7RvTA2eBEotBNmvhd+U2ajYVedVCmbhCn11MxukzbsvirHqDUaBzypK6iD1bQnh9jgMQqzcTcnZYwPY5aLYXId2XasU9m5vm5ey63jaCxPFNttccQIkDIgJttYvNdPWfTrL0PjMCw8MsJON8dPndQ1syJjXN/zE78RFWQO+64HRzFi9fkfDkZLP1xu9p8eOaS75IHnJ+bDsJ16IEku0k5tHeImN3wGDliDZBOuqoCoFsdBEIhSsyXt68ALsNAVxECbPTUtgXIhlxW2bWKyX7Ak5mDlVK33A072cgEZsPkgljAP2JxYQzJ0H1IjL6cKplo/b8BitnNVIrsoJH7SjuZcqoofcCE/frv4mBCkqi3XveiNvb/CYmZUdzliFUTlXLcnkRJWvVxKveVOekSUUr425VlCD+mTURGhcKQ4GERgmNMvq2hR/dcs0BS8pRhNXMvKoOA0Xztz3zuO3+t2y8yn90Bv9Bdmhc/1t9rLpIZNBl2281CR4qs8BMXcicRoP7TkBAdxKPCLswdl3PwwW5D3VpehZv3PDFcYGxT0aCDEkd36z7sOF4qYn631MN8/+Zd7LoCI2LE389JCUwN7vleYTzQ3oOPldvsivmxvOXlVGrs77cN74JRMfrfObPX1d9h3KIH7tHfDAeK7p8jvVqf712LJq8Dlb80Lw8okjl95149uv70HdOiD5sdcTrqybunJKbLVP2i+XTvzXE7EHmcKSDIk809XmxC4w8savt9M5a3N0+SyhSO4YxQlVuljRgGTOmaUzJhVbwpKMulm8y2zRF4RnF88PYiFpxctY3iZxeCiZE6xj2XVt1Wkh7ooVR0NR37rs8IJYxxzDa6RxaZRx1xpb5ApJq5afpXDxbbaGabIz7LQLnsqcExFbEN4r1efld/tpS2LwAqYBRrPNmTcMVTfppkbeHsWyoNlzNKwqb6PFslqihz65DJ5Ngd5iOzJvXGtk4eOvXVvckhhbwTu5LVhWPnwQAeyqYURQBAXNr247kAZErfDrU5egvKbeO2fHk+vASgwVA3KFMzi4yH3kz0C0QyXeBU+lCxo7BWE5umvHZVZh2nWZ3ZYcGcaGTHn0JsaOb95wlplrdgHR+ob8HBRbS8Ir1RurpB1PtvuYvMOynlgI6mBF2ROJlc2WVOor8z+fGAnMB64YDdEbiycKt/OQFuWoTcb/fGO+2sKuHimp2uVou5McW3lR8vmbZrj30+Y+tavuqdUvjw64fPTNSetLwSrMborTv/hN22Jc5c32NzxaVj1k7NLVwUfyimHe8HreYYcyQ35u7EoS70SatGr8FoGN+4wsIXGm7KEZH85E49CWdF2VavyNycjWVOnStzDzwQoWpcFGwtNJ8RNj8xOK3btPCZqAor58fFNrC7xO/ASDDNYoW9XOeUjfOKGylJTtaD5kXh6LE6ZNyX2jsoyVJMYVJBRV23ucdrpJdzXydimWBc1K1jCjPFFlwO3QJ+fPTg5nBQZJj63dmFfFNHNmC71O0rhhMAcn22HMObjCWgJn8OVOYVCqVRgxItL3iU+1BOxRajO1GZODLWum3kKQtYq0KrMV5iJ0qmw1v2KA4gA1l8sjnBRSKeJ44uVLP3va33ewIHlrWyvMXIVrqGd0yP3CtZ3z6AcTcPdsaXFNxYbqI6z/lFjUVm+bjWbhCv3+6h2HgPH8kiPUI89NC+uAnwT3fLLQElSZj0ze8WjcENZQsOGJnKOyhVYdJXzhhlmr0d2DmU+8h1/PWq27XRltYvaLuxr/+E31vWGXjy6N3QrCMNf+BPt21F9/szQ56LagoOlZc16ZDT3gUNFG5Fgpj4u7Et9bWjFs4e5ZTLciLqXyyPHThpR3pjuZGUgp3e63ZA5oIdl1TmxLGpgWK+fKxn1VLEGLag0OMeHJs5X6aIgGnkrFQTOOCRItAb9yY5IwftlTlN0OFdcEglEFR+Q+VCOreqPuoZpCqcK5wpe9qc8oIWbUyJOK9ZbZpKW6drtJdzVyGGAsJdm/CkE2Na7diNN/mAkYClhSYgxTz/5wLqxJnsXHVeHZfAvjObq6ZRWxwIhS1sYFOrYJ/dvawERj1GUKJC1OIoSAtk3jK3BlCNLE6IsSWL7OsjsJuVyjfvBozmIWI3CxRmXV5lPycBhHIDf7DiYEsfmabEngYrCG3SlPC+wn6eu+YY+G4QLnjs//nHee+YahiRiqHBT5MFgp9lT/Me8oY95TYpSDLwS74IZEvr57chhrrdYV5wrNySqR78iJs8dPRxc0GoKABfF6/PQovt3o8vE9JUdlbdJHMxolMJ/9HmK65pouo8F5dBDPDZP4howH8zU7fPwc3vGjeeOGFwquhGX/IjkIlPLLYdlP5Rc/U/TXkQ0Fu0tBd+dxPOSEShhjVbpgmFKhs9eq0dKr4eusGMPLK7ZAGoaAO23qKem4IWnZSXzhFhKgMYnB+FWxrM7u+GWTSW964LjJCnSiJRwkKUmHlWYc0OBa6XBUMUpQKAP6zLVTFRYnTJplxWnYw/pCjVEjr3Kwjumom3RTI3eBYgU2FW3F3ErMJ7lCYxVsxSXAu9KEF68VxgeMJqblj8oSxElaWOXlmrFlHZeTOo/NGC4Gy0zMsFlIBYkRGM67pWv4DYqZGQQ/kjMbK6RL+79o4lY2ppi1xQmqTmg/Wd/2jQqd4svYieMVJ5hCW71l4mwgpOMVe6DyY+JiXGk7EFPtNFPfyA5g7EqzUm9UR3Fwd3bdA28mxf7tFXlbsvF4LUT19eXLzFdhEbfdPO+aiDu5aiuOQzrujpfqz8Ki8pQHQCTuYdz+xKM1PrgEews73nSYsZAgDAoIgkIuNV/icTzkhKMkYwnSUiq26lgHO55UNRK6pMrLzk3MWnE+DMYkxi2KuDSLuyPd2wjEpxTGBdKsA6YUgBEf0JSV5EuwTrV/ZWxPvEZecaTCigqfw8UFj6uvqPXZNUg46ybd0shdGiaRJoHJjEy0Egu6NidCbitG3pWsxJzS8nFnojAr9oKloPYeCTdJOVI0ORPnC1ursKCEP6cpKZSxmKxlGrHPRPC9GKrigjRRqnubG2ToqLHKLKWpuk3UXvW4toWPeTi5Py+xf1ziGH6Bp7BErt3C5ezQiXBWubOrJ702ZaTFLd2hCpZuvO9IS8lNAAKXPOz/Dp2YHK59YKgicIg2PYxvS16RlPjhwpT3pod9Xs1gifd+eMBHclaNH7l8fOxuYcNzi7G6dOO+0pITqPI2ntgF1zvwAxQBifdrh7Dq9HemxxavW108L+yd143MZ/bUFMgCS6p5ZVJZddCEPOFlnqDgiUPYrg17j5xoKNLXsSG3j1e2Eozvzkctzi0TiuRhJUaPe1uUNmGUHkw4wQuYbMJB2xLTBTve/gNpuFkYfiWH41cULMEa53h5vTS+rq2YzfKyu2NTStDLv7gJQ5wegCGNMVtVVaCfvmMjtQXcnPMSGCPtr8I6U/hsc3JDH5znieTDFxmRRJVKlEpk17oJ60Ijd4liWQjaioFNuYYKVmJByCDcCQXkhzqoZCXmIRqL2VZoy+3sMLRnkuIZ8VPQ/GxBrTQv1xWEZ2cJBM+DhJPYZ8CkzG1iVq/i4IigVKOFNPKZQyzf0YWEQNTssaCxMt+x0ydKXvCrCY8bAT9s+qPhPvirPFqbT5w/onANDvXUAVP0T+HWJ2Vq6+vR2txfLE1Ga7Ec4hPzi6IN4WG+l/cUgAnXfMjXb/pfUwxpt0AEn5GDQZ6AID+UmbGGktJ5j26a9/uaIxB2ouYVvOafUfQNX2r+RXKU96GSL175/RelRu+w5Fm7NtzDU8ESrGHd2YCFxbG4oRoSsjvmldx7R8GWKSNXvlAw9JmSGSIRY5D7H7h2o9zHBAo5zjZhJVUpO3Y9lVlI6tSM8Y6zz6iMDfPsKqaej+L4xYkcpr8avoITlLYpm0nrSqrUbnbjiEtKwCbHjMJ7fXyoji0QbxOFZS03q0fHxbHZyKbIAq16jImrAFh91JH4rR0FRpHOfS5n6gXWwfPaGK4WMlEHw/p4xeaLt8gULnWTLjVy1yiWBWHvzNfpKsStEAKeXLst0L1UwSy9FGPKC7dCtHbP9jqzMlFMYhIzrk1PX2uUdGVlqHSNyOK0FKYCkhf+coY26oSXDdBDfUizB4Uv6rUoksLrOrx8QLuvbXHtJa2SYRkLfOE4bmharVJDI1+HmDbuddwzw6boIb7t7kVwvRwAABAASURBVKeRyfv+VNtm6+8caO+A2b8ouvSn2ksv7mn8Y+2l+avnjfbhKQISUr659Mc9uSLx35b2fK1FHhBgcW31NFxdhshDwhfuW1TbtmhfI56LcsejIRj8GRD/y7VtzyZrLH3Cb2Ksoe2P+44v/Kbt9y9MtPeWLSZ0z0MDZqEKI5rSJfn4bFJNkFKQvV+hdwsrQUK4Gea4DPMVbhlDi6JiCTZKIy/dVVlxs5TCfX5RLzHyyYG1TBbzIA7ScICNXdirIZsErJN41L0zFZaxoLQDUGWFQ+NHAi43uPdecYePYKaCcXm1ipOYoATi1gFszs67SVcbuWU4cSgiD4jRJjBmNFZZzYtRuzVWqZgvhu/sl16tY6w2J6y96Y/QmeW300rmBOuqeKnSiedZUFCVYG9jsDlnjmwfRnYU9kNKSeGX75mq0gV7WVaJwD6GExoULCjtzwksPxZnNBCXMdxdxoSCzDkRXl4Yhwd4+Glm6NSZYx/w8EqI4vsOChjST7yWf3xtfOQgOxf9/YYIlnA7YWqvfn4jBghErvZ387uQtOwko86ycY/vKBSMQLW4A1+w5WK/trwIi701doFRsywLp0eYAyuIk3qN+OKgZQsMaoFMfnEOllcKRD4GzcDpBkM3QA71EisTMX+toK/oqU4gtq/CmvvSWOek9tZB2MgddBMeteuN3FWKZTMTgWNZUiL2PV42P3GzEmOqqXFIWvW32UzeUHCnLmqORjWb5ilVJ0gCZl5pBVevbYOJhlWE7CRYNbEqnUepNe6rAPpExvTysuyH5GHSCScyMBUFKIVoXuKXKIR52Uw9foYCP16DofhuX5swXUXCZu4/H5dq6fwX+PWh0D5Csc5rSqECAqCNFUv7frFrhGfXCQ0eKBDmy8KX0aBrFCVYzGh36tiyOnmfC89B6jXqICCk4AW4BCutT6N9uELoRHEV3GIsSOF+51qYYYDt12p/qRnXrplaoXE/2bssEZ9bWIyOcn59aqyTa+XKBW/k3BLOh39YixS7CapbwBRdbeQuUyyLQX0bTNtqqYV1UNS4lf5AmVwlF076+TH8BQ9uglDkgGmFPg9poasLsdvaIDeottzPIRBUYV2+g/1vITF6pWVDkT8mtBxcfqkI+FXmj5KAl+gEfoWUQhL5FnzIEQKehAD0I7FRw49VX5N7iqLrQSxlv4CqKnNQBnF/ddew9Pp29l5Atr3pRDnVwosGUruSwzhg1783K9HZsqEubW1yS7Dkwv1F1cLii1cIlxVW6O25BzRdZUuGioAPtHzRKcDh/uq6IxpCRFebhOsUC5L0mivJ1BntzLx6TR4qmBAgBAgBxwhQCCEgIuAJFFvLP6Nq/a6OWAH6IQQIAUKAECAE3BMBT6BYrpuD9dg9ESSpCAFCgBAgBLoHgT6XiydQbJ8DnSpECBAChAAhcD0gQBR7PTxlqiMhQAgQAoRALyBwzSi2F+pGRRIChAAhQAgQAr2IAFFsL4JPRRMChAAhQAj0ZQSIYt3+6ZKAhAAhQAgQAp6JAFGsZz43kpoQIAQIAULA7REginX7R0QCdhYBSkcIEAKEQO8iYE2xzfRHCBAChAAhQAgQAp1CwIrRrSnWKphuCQFC4PpDgGpMCBAC3YMAUWz34Ei5EAKEACFACBACVggQxVoBQreEACFACHQWAUpHCKgRIIpV40F3hAAhQAgQAoRANyFAFNtNQFI2hAAhQAgQAp1FoK+mI4rtq0+W6kUIEAKEACHQywgQxfbyA6DiCQFCgBAgBPoqAj1PsX0VOaoXIUAIEAKEACHgFAGiWKfw9KHAMzs/O7PrcxcqVHMoY0llxsr67+zHbdy8sjJjibHstDK49aL5cB74v7j3VxmVr+rrq05fVQbD9dXzDRvfrtS9uE+35Ju8XQ2N4OWSu9pQY165pOKZFysy3jYfPN/qIJEowDMv7stYaSo7pizdYdDV00dRZpBnb7MywdXT9SuXVL5R2tjioDDyJgQIAULANQSIYl3DqTdidW+Zp4Fid37mQp6nLhiKmg36w6+WXraN/Z3+2//TNxuKzn0r80/L6XXPf/Hj+Pps8N91uby0+e8rD2tjvohdefyclP7igW9ip5pefr+5eNfF4qLG7BdNk2YZq6RQx7+Xdy4pn5x09K2iCzt3XTC8f3TW1L15ZluWba3T7/sJF2DnrosGfcPcWeX/t1sQ3nHQefOzMea/7L7Kmi/8ZV7ls5bKNv79D4ff+hf78ZShPo4loxBCgBAgBFxAgCjWBZCuzyg7V3z7lVXNz5tfXXlF7df49xTjkt2tbNiAp9/QlJVElZVEGF72u52xOv2hqcuPc+3wdG5G43fMe9rLd3315f37S0KXPOY7Lm74WHVGtndX9377fFErGxOwqWyS8ct7N/+uP2NXsrPNDVZRT9e9tPLy1WEDl2y61/jlpN2v+Q1mrZuXm2sgmhjk95cSRdAirFfDjtM7mW/G6vGZr419MYLtLDrKs728M8OYXdNftzp8MhEsAEiOECAEuoSAu1Js3aoJ/inbOly1+lUT/eFvwor6DielBEoEfAZ5s9NNmXqlQbf1q7eO71RGYuzirv+8ClQ2aODK9eOfnTQsYNjAgGH+4XGRxYUBYxg791H9mxDacr72GCQbNCtu6ADGfIYFzJ5/T+GTAf3Az6k7+Z8fhozqn7zgzrE+0Ez7jZnuD3ky82XMTJGwxdxyblS/ab+7Y/YoyNJ76JShD0DosR+OMtZivsSDfjR9mCLo/A/159mlc6AN/8+QYRB10C2jGGu+eomxc6XVz5S2/jwzMjkISoSgvuCwK/n7z+14Z5Ir7yCH+hUT/Ceu8tCetm0ujhOr6uRKXlcX21Kg9h777K7lo+p6I3dhJBE6mCPCE0K7+2ltey3dxAzrt7oMpiCGf2R6NSYxZURCE+rSsILZXMdH4BM3xw9iNe8d3ikbhE+bV37UykYNe3q6jMuFYsMFuBnz1I+mDYJfi+sXFPTbKXB79aMdDcyn32C4ZM1vvn28Qc4Nfdo5bn1s/K5NE3QRUhs9fxUJf5jPcHU6n3vuKt5078o4P8H7qvmiEa4mDQwHOr8nQhnEWq42QxDrN3wQuz1y4GB2aVPR6QZz3bpSdut9w0eZTU9lXBw8PfC16b4Yqw8cfCSNgq7EWKEWeoT9qedWHG8hVHYpln7nKAf01zJDk55p/ScoiEqY4yp9mLv94aDp768tBLlM6VFQabtTeaEiECq57h7ioPjecEK9tAYouzodR8l25l74oP0dDf6QSZ9yVpXFW22XG7k0fLF2/wzpdlTD+lWJvAO3m7qDEaLXNMFf7gzXksEYAeNIWFYlpJFdRVZoYbqi87uWFcUSEeg/7HfP+bLzzUveb+DG3is7V5wsZ94Pz78jQowBP801B+HMwoOG4o/q6B8RCXZd1nDs4lU2MvlZvK56/9DkyZ9PmffNxhrwVMV24eby9nVNYMudoL35VgexG3YbdfO+uCe+oX7M0L8vviPAOlprXUEDaOGDHwuYBEERd7z7ZP/dS4yT40+YJ41854nLf5zXUDUmoDBzNJ8QQAxPd9vmag2KTlGZGWrKWGyrzNbXVDI5Gu8+cr9zmMPW9ZCz4blAFpxqyGT5W0RVdtvcyHQG3bA8Ndhdwatbpc0waQt5PfFUmRVm0NqhGdPX1UwRralpT2qgu9bJdbnqV2jTq7UGrDg/cJDUKmZUVjkBH0MTCg218u6btzaV7aZG7iLFhmZlak0ZWmvG2ro4vTpUG9+7j6B+VaYBxwirPhCcWt7kxl3d/ZvpLXGBvx3Fjr5fv+k0YzWHlpS2soibn5+EZCkJf/XcebjsN9xKrwQ/2Z0G1dM7OHF86WtDJ3Dr68m9jS8n7Xtg+dGLchx+AQSJO5mXVOK5CIrkvuKptU5f+WxpK6iYf5W0VTFE8XPl2KW95lbQk1vqz31SKWx3sgSf210V//YVWNktnD8SrMaM+Y773T37v7zf+OX9ZW/cWr+sfuPp/rrMoH67Ta8uqXxVf/g7yMiS2gOvtq0vZKHxcTIxBI6JZKzSZGMaNVWbWGSoHE1RU4c5ICsrkmAOkGxrirZQa7DqhuDvTq5+S76JaR+3zN0D4+JDWeF665lHnamShY7r3YGt+3GrLyo0sfjHo+Wcg+OSwpjhY+vaC+HIxzBh0icJt337bFvZ7mrkLlKs6esxi7LCTOmvKR8GcltopmFRmAp8vsghWVcURiTBPiMGyFYX0cArelvmU6CYKtKq81QbduqK8mG+meF0jqku5foxIDd+toe1tQmPx8vLizFwDP/a2s7+60u8cHoEzH1uIGOXl793uDjv9FHm/cRzwbeoEgy6E1dHr35rttoDhZGaz8FiJ2OjfLk22e/2KXf9vXDSgbLIvz87YDBjDR8dNajXVC+ZzxmKmkW39yJmIR7Ar/seXsnZ0amKeSsYlksmHfh0dOwNVw3PG4sVHHlud2Xs883nhvm9+VaojYIF+Vc+U8oefiNy2u79059v+Kz56mdr6qen2LKRKJBn/ETnNjWVg6IpSYtDBnCpdfXrkUzC7JKJwxwCZyaFSrQE/BqKybelxBu0hbmW4Vsq1yN/TV/jvMMaK2dV6WthW1MiM1iW3um42mfqbK+y3dXIXaRYwDIwNUPLFKZXpP1qbZaiD0Mk4FFtYWhWBbdCNDUZ4k3pUZwR68A+w2T/Jn0oH7/QzhwpGW0M8cyQaWf3hFWeTRXjTJa1IsawMzifb25LATNyvGQd4bYR+4tSUIE+5H4401izMLP2j0tllhUr19b27aI/m1585WoTX5kUfe39DJjyI90Y3LWk28XYlJHPysuiYuShP72vH1zu3HH0HPyo3PENhqvgMe0+zrBwxV0/H78JiUFzkZiv1PyHe0mn2xMngEIpuszRkndrXdH++JWXr44JKM63ZUceq+VC1e4TJ/klnPoN8tOMgt8fTkia8Lm9Bx57vrkB+HV95M8HQZDKXTV/+/zKK4PjAjMmndvw0RU2PXDza+M3v+7vU3P6gwOqmB58g6tKOGJW2FIgWkTFvQt8ouuga6hzCE7NAkLl8bWVWYbn2KqJ2srMStnC7LZQ4bjJlGte2xZnqBU7Ljqfjhhw+ZrXsa8sRgoqu2L5DM2QTPuI7bxoG0yYQH1yX4M/f0zddHJQ2W5q5K5TLGMzcpEyEwUWxKYZmrlI/XDQEKF8MNFrDFqhQSMRMstfcHQ0zhADU/c0yd0y+hEtq84vsjZkYZ4sPsvysINTUy12HsY7gyVjO1dgUmdawxpJUlw9sr8oZSetJ3vdcNPQcR/kntn5GRAtsGwbqrNtcGHSLTr7+RcQ1M/fr936Df3VAv/BGKvfb5MD+QXeyMeYJ275OdzsOvrU2ydwLxJcg2tp2viiuRBsyKOG/nYKGJYbN680lh5DxoVAUIuPoP7qe7ddzYnHkE6cX5dcPDcmYHOuFb9eaTx9kau6reUrv9Y+X/t7faNYwPlmI+bv7cffukFGMeGzAAAQAElEQVR+ndf03TC/levDbfmVnT+cPq+hBpZgX751ALt88hgLDhoEs4Z+o/oHstZzNhMHSTCP+gV25Ntb+GzURnJUVZvkv0It0K3FmCTGtpODsFsC0+1JZbDCx7JwaVZtfBJTu9WP2P1xow9nT0RGa8Mxgc+VY9XEg6/XyoY3t6pOB4UJfM6Axkjc5MVrH29gKrO5kB1flYw3KE0gQkDPnHs3V2eV7ZZG3hGKZSz6xazQ6vTFW1n9inQDs1ZhGfThahY5JlCBWei4MAamJDaD25n5o7U/TQZbLj5vRVLx0oT7Dmz6gBjIGF9hku/sXCAHh6lWVXiSSq5G24nfl7x8R98aWZDb9MVeoFWsV1sbXDR/9XVkwbsQhD7tHv0i7vzrs36/evmOuWPstZVBQa+t9r+dsar3aydN3j1l1hdTZu2+e/KBl3e1smEDMl/XhOObMOZ0/ek/zPpiQsq+jCX7Zk09BOw7OG5kLL4w46z870B/BX5l3rf+0PjbeMiZu/gDZS2tOzPKJ8Xsm7LyBGPeExJvhlKqVn7z8IuwjlvxxOOHi88zIf+LB755DPiVsQC/i0uSyrl4kMm+dcjBUHSz4cX6zacHZIvW45smTGJ1O05Unb5QVdpUw3x/3P4kADJxeyeRKCyUxk9YVedUXuynzGC9OOc0BzSyRcISrGmuv3/muMomA0v0t9/HnZZ8zQIV9AncyVi8QZ7lO5CBG/DszP4dRHdrb9RqxJkD2POAYG1s+4J50qKTuHV1uiqcq5XtQiO3N2w6ERt1ZzDnTuC78myMTrhHwFFi8dGCNRimybLhBYzAfDbl75/IDIVaR4kra8Qti3YioJHYJO9ptI2ABG/re934AJVG5L/dvHd/Q9E/vt+8FS7g1mfUCNcB8J2QGPl/cQEDHKQYfE9EcUnQ01P6+bS0njx29eSx1haffhMSR5duGq/l+5sGT48sfm3ohFHs3IGLhqKLB897j00MKkWt0UGOonfjdsNFrka2HjVDtpIzX/r2tPdNo7DhBg7jiuqokPdyA6aNYnW7YCn3wlfnvcOl/L80NH7Hc2tQ5nDsYtV/wBeWYA9m7PV++I2wWNF6PDAu/dbpp09rYyq0b1+dnjlmVnuTAMjFg9yMx7UwCTZ1QWI7OaCRjS/BblsPK0S4dBeYqs9ihUWOe2wXBOjWpK4Or91aqNtkhot0JjvTC241ZAojOayyCbd9Qo9X4+9iZbvUyHGkUpfazh3afqtNprCsRQprrZhGvT+Ne5pAB+W7Ifgd6MFrmppw9sTfeVUu0DrciCjpwWIGNj+c9U22u52liNE29mfUa1mkleFRit4Hf4FlIz/IvWGI/w1Dh8AF3Dqt5KRIWBDdnGj7Ho6Y6ueZ9xu/nJCM652iT79htz772r37v7x//6dRu8smGcvu/fuzgbdz+uMx+F6nTfcby+4p+3TCgS8nbXr2Voe58wT8NDQ5HwqydVj0uN9N2l92r0EScnBE6Eo5/7JJBil/LqptDve/im/teAfj6u+kVydZ3oLtNyzoLyWTvvp0/FdfTvrLdL9+XA4PPaHN1j9FuWvB2QxYrqSiw7afAxrZFEuwij5V/XVXqFyWpgcvUC8x8clB+4XU11SyvjVi4OtV1YrlMwsGoi4karrwg8O1Fney7Ol7W59cqWxXG7m3BVtXr7jVyD7c3KJSqJU7Nr5XJ9iT61alyK/V4ros3zePF3KpuD9ZvlFcCEv0yjytjV3I+syUHqUwT4HZGbVjHhNtX6Z0cQmZMeR1k7iKbDuIKAruS5egtkasWxNZ8C5c9GC9fAYNHOrjuEn5+AYM6t9dvOXjY5NT9+TvPWDQAEcqew9i191Z484JZrBYhvmmP2FmzHuHaMvFLsA3JGL5OJpYFoCc5ICRGWqBLAuXYPEWpsJ83gzX0K/VSzPg52YO9RIrE/G2uTBkCFAADorBhJOxOGK4WTU6KQ6+XsXU0wussud+q6uTOLiQrOuN3PF46ELxdqLMyK3MDDXEQ2NFh+/JNaE9ud70dWWGtMUgXtrcj30YqRGj+muZ3mDXUgxrJ6o8KyOZycoKhawvmaB5ZmDcCJNfgYepikFbzT9lAoFR6SyzUljJ55NT5swKbaeG18CrR4rwvW1Uz/Jrj0hNmXYegeg1sNZogqkntHp/f60BeoQwMwYKZExYQNnGxuG3F3gMf3/hwxHYYYVSHebAGBBSZAYuwUo7L9A+XCl0/PhKt37ZA2cYWphJqJcb602gqQrvDdeZQuNx25eICo5XqtefBHA89Ixrc/EGq+kFNAcwNzL3tz1cW9C7pZG7QLH4DQfLvl/bOgIFKj99grdgXhCd2F0DZ+SWiz74I+8viAa7MXrAUZ4aDEwJZ17CDHypLxV3HeOtKs89uakzpH6NgeKhyApya1KKBPZpyI774kngV0gmZCvfgg85QqAPIQCTS2zw4iHwK1QPO1dTE99jHz0jNXWPGI4/chyIhs5BDtCjsOeKvRsjwsEHCszEzT/5IsqpFp4JNeXjT3B09HPKAcPZ6Af19iwnDHrC01dIDmMvPDorTHg4wmXPnwf2tZO6spxT1HXHCAAUON5UXKi/CxTrQi4UhRBwCwRICEKAECAE3AkBolh3ehokCyFACBAChEAfQoAotg89TKoKIdBZBCgdIUAI9AQCRLE9gSrlSQgQAoQAIUAIMKJYagSEACFACHQaAUpICDhDgCjWGToURggQAoQAIUAIdBoBothOQ0cJCQFCgBAgBDqLwPWRjij2+njOVEtCgBAgBAiBa44AUew1h5wKJAQIAUKAELg+EOgJir0+kKNaEgKEACFACBACThGwplg/+iMECAFCgBAgBAiBTiFgRbjWFGsVTLfXFAEqjBAgBAgBQqAPIUAU24ceJlWFECAECAFCwJ0QIIp1p6dBsnQWAUpHCBAChIAbIkAU64YPhUQiBAgBQoAQ6AsIEMX2hadIdSAEOosApSMECIEeRIAotgfBpawJAUKAECAErmcEiGKv56dPdScECIHOIkDpCAEXECCKdQEkikIIEAKEACFACHQcAaLYjmPmmSn+c/YIuPZkr877cGHKh69vPKOKeKLy9ZQP83ZcVHq2VHy+NOXDhasPtbDDBrhI2brrhDKcsYrdkNXCJVUN3FvIGX0wcvG6jQcPXW7lIR0+tZgr83Qfzot9b6Fu154TV52mv1ixetNCG9kc53BmTw7E/3BpTrUgtpT5mdL0Dxemlx+6LHnQLyFACHQOgesqFVHsdfG4688evf/dX4CDC6cVvuPGC4a8qjcTd1YoolVkbX4zr2rp7/91xOJ5uTS9NC+vqpYN82GNe/KqDHkHD12yBOPVcTNkZdAfb8Eb9v0OiCO7L155VD/9xsXanOM8sAOn5hL9lGDD0pyq0hKzIefTpJHLF5aouF+R13HD1De0v99nJZvjHC4Wxa5I0v2nmV3YpftgYmx5s5hX66GcdfOW1LJJkXf4il70QwgQAoRA+wgQxbaPkafHAOX1vncfP9p88vTFs8CycOu4Rj4PjJkIoZdrFRxbsznvCvgxY1WpGX/xuFxZWgK/Nz0YMwR+XHdh2b+vbfvTN43PFv31jgB2tUJXmCfnaZNLi7G6dGO1SnG8vHdh7MEGFvBC9R8hn32fRt7GLhoSt1bYpGVnD74S/PbCHTZap5McTuwzlLROzE1enfvUur+OZCX7Sk9gvs0lHzyhOx2W/dTSGCJYBIQOQoAQcBWBbqVYsdCSRC+vsOX2R86SOQ6DMPUWTJpTi5fdfkDRXhE59sUSCsPSvby8EpE8BB/PP9c1HgZaHeLrpw2fMefuWfcH3gO3TnTZEZFxD0Ctz+/acRJ+0O05UHSZBQwBdjmzeaPkuePbUggLGjMxCH466rx9hgSEzYtfGAMJz3xjhLN911BSOu/R0l0KRbdlYyWU6zcv+hlNP8a8/R6YuXC2NztbmVtgRaXH35ykX2f2jno5NlmjytxZDpcuNTEWMHQQJAgYOZixS82gl58tR1KPiV2XNhL8r0tXmxMG3WKOdbcwLw9rp0O5L1o4RrkgvIvR3LeeJJkCAXNOBLTjjg3vXW/k7VGswDpWvavWXpez66moH17W5ujymXHtRmc8h/Gu9YHsC+DHFfCCC2Lh2iush5ieF3GNTsCvk97RBgy86bOUwqG+/lCtAu0bU4MngVILQfaF8JsyG7mkOq9SMAtX6Kub2SBt3n1RjFVvMAorlBUldZD6toTwMPjppLvc3AgpvX3g5LLbs6Me4k55YAycufMdHwPStu7Z/R2/lU8jn9nxy9W70wxZQTfLfvzCWQ5BwROHsF15uw+dOLpudS3DCcTxvAeKS4eMzdVP8OPJPfTEqcLR3FHo49A4JJe4Ra4mT3inDqdB+dgtpKkz+sey4rZNLFbVU8x8FHOPvlPLhymVeFivkjlQz1js6lW6YLi0GtwwChxmXpF2o0FMD3VCBe09KZv2ACCBkx69R9aXP/RgXRUIz4d3e7oWsinU09JNuqeRt0exM7OywxmrMCpJsSRT6HJ65bTWvCnPyBKK16JmAvWw70LSqtva2g6kdUb1sZ9j132xqcXms4QikMziipOMukxl/bpekLMceiKs4cKZ+955/Fa/W3Y+pR96o79QBDShv81eNj1kMuiyjai0Cd7Kc0DMnUicxkN70EzKrcQjwh6cfffDExnbU81tp/U7N1xhbFDco4GKhOc363Cr1ELczcQvco4pQtWXl8/syVm/eg9jQyIft2kxLWebG05w19jKWGuTcH3ifAu73HwcfBjztTRbrm6y5kYrLZaxEWHTJw5Slwp3znO4Y17JvXft2D595NuvVI9eWvzz71PeW1oxbOHuX07pmDkcCnIjBy08tiBco9bmLfKZD1aw8Ow6S9tv088UQ0vmQEJLUN0yjXFBOvaKLfqC8Ozi+UEsJK14GcvbJA4PJXOCdQziV6eFiDn02g/wBMwMbGu9JTE2X5P9rVTbb7M1+bGKKYUor3l5rK4qoViK1eYgmhjbA3/4k3LQJGbq5XqLF0UJjCVkw+P2wJqiyLYPvUqXbplHYhRWmxO7wKhZBv1AL45I3dTILWMVL8f2FDR7joZV5W20GG9L9EBIy7I1rEBvkdK8ca2RhY931I1t83UXny3pMLUBfpWHFUGwmLVtbc6nC0I8Nz6D8pp675wdT64DKzGICeQKZ3BwkfvIn4FoZd4FT6ULGjsF50BHd8FCZoVp12V2W3JkGBsy5dGbGDu+ecNZZq7ZBezrG/JzUGwtCa9Ub5R3M/GLHc2WQOmqWvfXEK9FITe+kaQ73KwJX22cpcqDR9szb/nEkei0S84ydvbNSXg9ceS768znGhRGYx63o6d2cvCbGJt/6U+1bYtrj6dMN29amHclLFv7hG9VHswedNt3mZ3vXu6oMNckPrIF0N6mZEelGQ8YWZQGn7h1DOzpmjmz5aCgsfCwKoy1DFlZkQRzgLQ4kCUUu8MEGvg1rgCHfpa1nQAAEABJREFUS+tam3NeKmBJ2ZYZQEhadhIreMlq/YiPZkmJ4lALVQuZnRzOCgw4u4A7j3fik8qGx+lCXRA0zbIsCxoupHGrKNhcw5Nny9M+/jQrDpoVQpYk3qkzJhVXK6YRmKo7Gnm7FMuCZiVrmFGeqDLgdpaQOF/d5mo35lUxZW9kbCMsq8Jozp1s/jbngDVctMyUQITELXhWxxErjmp7RE4JrPfwYDgpLRVc8Qc/wSnNHXKGPMieQUAsgP+UGApYeHaWNG3nflYnRxliXcKWl2CNsCguA/RtsDPgGb3wECtrlec1un3pZ0/7+8KiIhbX2tYKc1K8YgwEiw65nzn6G/1gAup/pcU1FRuqj7D+U2JRW71tNpqFK/T7q3ccqmbMLzlC3UNvWli3GMkJ+ElwxWNtC7gtYerqv46PQqVwQFz2zOkj7DTAu3SzVm9A9wqKMSjur3i9esP0KSMD7rCZw7GOvfnjcg7G7U/EHmQJj66bXa0NNrxecqG5ZHdK8Jt5Rq5G21bMTX22JAYvYNmbnNiNzMYKpomwxRUqFAPqjPWgA2wcwseEfNGIBfzKk5ckxhUkFEkaAKTuRcf1MKXkkizGfVUsQasiCxS+ah9awqVIffy3NiesQ08KlRBPVmHhcc4qVptOsRlAu4UQwYnWGrVOhcTXHY3czggnlGo5c86XF1CRk3B+x7VbSQJmhDaqSZ4lz3eZccG+RBjR0RUnsAKdg91PBXGxTLTQ2uucVTodE6013EgVK6yPAvsqrT1o1L1TYHFzToTStFWcAMstzkgOxxcYNCxyW6otXLWToXFBbN4csC1APWXjWEGsQao6GFjsmaGErN34HPZo2G0g3o7P/5x3nvmGoYkYboMiH4aReE/1H/OOMuY9JUaeFUKYq85vvGb6vFnr9GEB7KIhtrDorJ2EAVHjp89GN2V8f8b63xWD19Nnh93hy0aHITnXGqVdV7A8vA/N0WHjYUXWTla2Xq7lcPzNR8uqh4QtzYs8kre3mo1dXf3U6upfPOHbsBrWaG0zdVcfpD3NsmKL0mZHUD7cLMBFSZh4gVNOZBXRcaKJbP0t76eo/PE1LS+v2AqwGDPodxXL6qxMQYrk7nFZC9MJa0lk1VwRIAxuOmG0QX+kGWtuRn/PO8w5s1Bdc/lJebwKC48oKEQ1wJuX6wqUa5qo0zMGTAGtH51AJQwWQbKTuqGRu0CxjDc40VaMtqMEPg1EkpdsxSWoCyZbNHHGFIaFmMQkppwyQJ1lB8Ycpw/bMnsKmp+dICrTaMZRDhwxayUWR2Vao5izx+iR5BRdRS5YvMDxRby0+9NuhmrbAs9Dk50hTZP5SrYn2peiQqf4MnbieMUJpbZ6y8TZfmArroA1VDYmLsaVtsMRsTn5xDy8NAEKML+QKL97ahPJnscds8cC91evLgc1mocfXJ9znrGRjycGwC0u4p5tx5brPAfIhLGLuxLfe90YsHD3LwCE783nmWb4aAwYOjrI3qIvBrnjwWeHdtqnJKv4i6oqzBBFV5RgXBBsszYJ/Mo3/vCptJAOV1KENAfS2PJYWILFpVm033BzjhDJY89B84uzw426O3HExQM3QiYkOrN1eUZV+RJsdp1aXXMiOq4yVFkGYScxPSaIr7kqzC04DYWVZlGTa0MqiQVLJK9PtzRyl4ZJzqaoqIpWYqGpce2W8wfyrtpKzAXs5pNmfLhA1ciLUWOVExMpCGWM0ii1K814sHKDiu1AFkzoIIh7dzhDnspyCtJEWW8WswS689WYh5P7c/n6xyXK23dZWCLXbiFgduhEOHfeDZiyemYcaKQlxQsLLjrKxkczVps89o4bFeGan78C3Gwu14a9tzDlw5TgD9ZdZgHJk7UjGDNv1w5dPnHoewZYJ4YUl4/v2bivdKPxm0a4ufJNCVzzV2yd5AARGWvIW5tScGW6PiVZg53jrgdGM2N1aUVzQ8XezUbviQ/czmO5/UkYHNvZfmhbC/uTQomGixIK4mwYFG3RUbAEa5zj5fXS+Lq2YjbL6Yt5toX2vk+UatBAeYLSDggziDbc6wRjsJvYwFG2zh6orik1kHbzKUlfYFQoS+3Gd48IOM/DeREeVibM2pywO3VMaW7hhg0F48bov7XaZsQr1YVGjqMIz8PpKURceUVtFa3EQmSu3ebrS3B1VmUlFoJ76sxBsZs5LlDbDXDoySkQquAgQsczdJCR53lHzR4LGivzHTtdyaWa8DggM8amPxru08U6DYl8RT82gLWWJq5dZ7a/wBkQM2Np7owpvESptAFT9E+vTg7wMZoNeVW7zP3C0n5RmsuFuXEwvp8zZHAAMDfEPl619NFN8x79tAgZ93zR7+FaeMXWcQ6Qyrg9OeVoQMKjSxMGwB24gOTHXp99+fXxyyeOL2+YHft6spA7hLi1Q0sPY6KZC8eaO3VG4TYiR7nNo2OVmJmYoFBkedoSaQkW5tnC8B2Utimbud+LeShtCJ/xqva58K1b4TARx3B7hx3Lqr1oHuCHozdTqOZeYJkQbhPt7uMyc4Oq520knqmXJkfqLasSv6oW6VGJUtsn7DSSLjVy1yiWCVSk01WoFiSCcCdUge6lCqbcr9VTjQ2VV9ybIPG9ohwxSJBHsc+Z8QEBNVlFZNVlTAbOWWKtJjtSlE5kKCUVfttd6xWiueP5Ae2+tsW1l7RKhmUs8IXjuKdpNaiSFqEjX4eYbc8nKw0LEBqTiLufqqeBaRfupugxYVHaLXAtOL+YxD2Y8HdPBLnYDIV0N03PfXZf2x/3HV/4TduiouxwnApAyIh7c9v++E3jL6eABRpug6YVYeZYKIqB17KEDnKAVBpMtUcfKeYJPuymuA0Lay+9uO/SH/dsmBCAPh5wKJQwYbzBuXkCWsPa2fErdiWsItcGVEZj69mtWb0Eq9AF3XQDEV+0UtE/KmpMsXEUK6440LJa1d67iIr47nxpMXsKTQKNosL7S3x93Vp0RMbzVFjrWkj3taL+quJXCERywE3ycCk63sgVVlJzFxu5q2NbjDYB+MpYZUX4qN0aq4w9ZiUukPkSN30xYVUgKO3PCUyxjcgSFMK34MfJkzKcfaj26IsoKn7wxT4N5Kb8qJO4XXlOCV/xZgUdypBZdl9zY52wNAvPycuFr8koBOvuy5mhU2eOfaC7c+29/Pr5jRhgo0n3s/FxIqDdHBzE9x3k5+tqX3GQhft41+I3GcRtTcijcn8xw2hSIPYyxmbqi5Og8cuWYf5ig2L7PTZvlo1LsFg1WHOReitoBs70QozdW0cMTKmrdMHQtbkEwtAhmNN5r5eh4MFoWWUJfcBEzGvj9ASPXjVA9YwK61SEngusdcCvUCJShlF3p/zcu7+RuzxsoI2IMYuVGKQDx23FjCk4Hzy70SUwA1q54OBbiKXZ1kx93TJNQRx4o4vNh+m5GBSzti47XLaPxRYkFbf7emvQ/Gq+3CKn8hK/RME3BXQ8Q03UAfwODkgWvMCYUCTsNEblgPXq1B749aHQPkSx3djKrresgAJhvnwAX1QpYeMV/UX4cITYlQAV3vhhAIK2DI7v1ZeUYCCk4AVRsAQrmS7QPlwhdMm4CsWWQ8imFxyIBxJ7oXlclF+cUoSkVYNCny/2UMXQwQ1OzKLQmJeHecUVsKRip/sxe6FqPVOkeoDie4JsRvueKbnHc+Wmfmjwim3z2DakFRNQ7oulncNeYDwPz67r1kbuMsUyvuWBs44SE+SnNsvnYHgQxlTq41AHiee4/UrMxDoapkUzusBJeAdH4lrRqNHWpvIXypXCLIMCY7wIKUAqF3JiKIaEHd4rD+h4chJ+oehXjjLk/mJdlHmx8Rn4DSuejYwMVhZwkrYaq+LTDSHQ4whgC5e6CfYycZkqZmaaZV8PNFnrDsIbOfgLThGKvalNylCQHosQ4qm6qhB4jc9cPEEY8WwZkSxyQpBcBaGmFsnFEcZeB7/Gdemx4mBQkusL1wo0BIj6SN2FJwu1UzvrxiyFWvvLLYQ/BwEZjCtDx/0dn1ynWMd5MEZhhAAhQAgQAoQAIWCFAFGsFSB0SwgQAoQAIUAIdA8C7kux3FCjVtK7p8o9mQua4Fw1IHA56EQIEAKEACHQZxFwX4rts5BTxQgBQoAQIASuDwSIYq+P59z3akk1IgQIAULA7REginX7R0QCEgKEACFACHgmAkSxnvncSGpCoLMIUDpCgBC4ZggQxV4zqKkgQoAQIAQIgesLAaLY6+t5U20JAUKgswhQOkKgwwgQxXYYMkpACBAChAAhQAi4goA1xTbTHyFACBAChAAh0I0IXE9ZWfGuNcVaBdMtIUAIEAKEACFACHQOAaLYzuFGqQgBQoAQIAQIgXYQ6CLFtpM7BRMChAAhQAgQAtctAkSx1+2jp4oTAoQAIUAI9CwCRLE9i6/D3CmAECAECAFCoK8jQBTb158w1Y8QIAQIAUKglxAgiu0l4KnYziJA6QgBQoAQ8BQEiGI95UmRnIQAIUAIEAIehgBRrIc9sE6Le2bnZ2d2fe568taL5sN5KyszXtz7q4zKV/X1B8+3Mnbl648qM5ZUvrP3sk1Gl7/+6BsIWnfgCg+6+t1u06tL9j3zYmXG27Xlx65yT1dP5w7Uvrqk8q3dFxwluHq+YePblboX9+mWGDfWXJRyP21YguKBGGp36CBmdLmmyIj+b5trzuO9dHDJl5vKVZ5SYF/6pboQAoTAtUaAKPZaI95b5Z0Git35mWult5xe9/wXP46vz9Y3G3ZdLi9t/vvKw7OmfpFcdCFo+H8NRc1vLDHXWOVUY05b3mgo+u/QMf0Za9z4fPn05xv+XnRx565mw/snfjXri2dLL1qlcHDbWle0b2rKib8XNf/DLLC1dcSLuw88MNX08vvNZTVXykpPv5y075f6Rs6yF78qagbxrN2OixdYa9Xb+x9e0ljX8t+6oqMPJ31TJeV6bnfNb5Y3GkfdPGGQ5EW/hAAhQAh0DwJEsd2DY1/KpTEvxbhkdysbNuDp10L/X0lUWUmE4WX/YB8WMPxGvykj4oGKjjUaDqiqXLOj6ShjPo+NmO7DLu76z8uQfMzQv5fca/xyQvEbw6YF+U2/b4Aqgf2by+XLy2OXXDxnP1TwbfzgraYG1v/5wknlm+4t3x6SPIpVrTy06TSE3prxKUhrcaUvD+jH2OAHh49jJzcbrvo8FrQuM+pvmf4+x5o2c/mvmk1PPd/Mpge+lzgU0pMjBOwiQJ6EQGcR8O5YwrpVE/zhb8Kquo6lw9hC2omr6vHmmhy8xJStDsramuLv35GK8Nw6lsRByW7tfbLoUDaoqIMGrlw//tkpAbcOGxgwzD88LqK4bNKrk3wZG/lLLdBWq+Efx7niKNTl+AcGuOv31MMjIezIwRbwHfPgqAnD4K5/8CTNysLI2EHg146re7/yVx9d7RcxbElif8dRz38L4jHfO4N42/UZ8eMIiHt5vwnO3gMGgbSyu/zx+2BD9p3/FEh19bVRVzUAABAASURBVNx5dutwkJ/1G9b/VtZ6Dmm8YdULDVWjhr6XOXowpO6jTmi3c7c5r179CuzZDjuLvcSY5Fp2Z3sy9KwfDhH+E1ZcuxGrZ6sj595X6yVX0P7FNhjx/TvYYrveyPkwZV8glS+WBNwalY4jGTOlR8GNP3RIwd9uK9w2V4zDWP2qif7+Qtrq9Ejwtqknj5xiMwzwhO2NDipBHd+AqHbldJxCDIGEILIov6LuYnDf+rlQVorrrOOevmOaA1Icox0+jrGWj06UtohVv7q7oRAWMkf5PzgGfQYOxlZVo//PRvMVIF70cu0IfnJs3mshZbmae4Y5SXDTj++B0Iv7a2BtGC4a9qM+OnDSj+Fa5S7u+u6tY6BY3zoLc7tpwiRWt+NY+bGmso8a69jAn/748s6Mb9851l/3uiZcla4P3fAxReh3hVpow/bbPx9wIzOwZxviMZbtBFrsAv5yD8WctczQpGda1TyVd1iVD+u1P2FuYV8YQU4n9IkV9I83gPCmDByxYKyDa493Aibt14tXH9qC7Do7CLsHYsLj1uLjFAjIfnWEWndzI8fBsF0UgP+gB4ZmVjYp/iozQw2Zq9hz5YZ4ZspYbM2OdavSCxkkyZ3B6ldo06u1BktaQ1ZkaLuFdnsEUzUOIh3N1knd+9zkFrE5u38v/PT7SaQf/Nh3w25+CBXHC+tLhe1IV0o3N0PMcYm3coZltz488mFgtdMXXo4vj5ha/n/6w99JZAzRnDq/SVNGtGexHThLN3LysKvvJH0xedYXk6ea3jndT/uGJtbHKuOGNStAPF8dqrAQNDAu/daHzzf+ataBuVu8f7VaE/FR5TOl7OE3IpMFbRii9DW3ba7WEJYld1rosHb6KduWEm+Afir1zsqsMFP6a+reXLdKm2HicXKjBZC2roecDc8FsuBUQybL3yJ2hW1zI9MZlFieGizE670zzBtgbhEWam+ggZE0Mr06NDTMoXi20Bni5ZHXYSr3D9j2WrpJ3STs16vOVMlCsyqkRgG/a8Qn7/51tCPh1sXwuC3VqcgKLdTazJmAhqG/KBpMNzVyFyhWIsty6FEK8QOfK2/akxrIWPSLWaHMsH6rIgz01i35JhaaNBPCGXJb/OOKRxSduiYaA1Qp3PKmvbq7pdBdEqr1v5jc28+BCouBzG/2EwPhorzo+En4Of1d/i74GZg00w9+0A0anbU+5OXpvoOB9s5f2byyfvq0veuOYYjiOK3Y/Wssw5VURaCzy9bT9RePgNLM41z+ARTqq1/tbUS7L/cRTudKD7/DVdh4IHvu1W9Y0Kub7jd+eb+xbIJuWH3ayiuDp49+MfLcxrcrM1TbknnsPnDath7muPFxckcLHBPJWKXJaokHxhGpn/I6B4byWCJnote2FOCqeIOy+9fXVLLIUDln7OAQc2uKtlBr4GMC3PWmA34V5g36JBsxgF9hJIV5gME2TIzMe702Awc3wSfwuSwtM6R7vMW4Hpmz3SbBGDN9bYIH3OvzJJCkOxw217CkOLk6wbyN1yjaOBAW6IEwO1Q0GEzVHY28fYqtR7LUZqn5lSlrHhyXFMZAo1WIXF9UaGLxWZbJbGG6rfVJmYdr19A9ZMuFysgDuqYlwMYKzbh5RFsI2jbafFTm+C1onxfT2lgP2q87PhtcxBJz8EfjuVgX6OdgWMMzD8TMUf6UrXjmXnDq2alx42d7WFubII+Xlxdj4Bj+tbWd/deXeGFz+N4yCvyuGEUzLFzbcQOmjMBNTwdOfVjDvvvHma+ljU5y1H6DRjyReU952b3lhaNnBwELXl7y/lE5lF9cVOz+Pfetq2ouY6frnnuxqe6GgX/59N6yTfeWl41fMoXV6Q/9oegCz1Y4NeS+fZGx/qmJsAor+CjO5w+nz2uoGhNQuMA7+3HTy0VXTh1rfDlpf/putJAr4nn4ZXRuU5M1L9qOmzMwlqWfMhyFIZZMn6I+p1ZiAmcmhRauF1Rd4NfQMNAVURvWFkpqbu9ih5VS1V0hDsIi6AYKT/UlEoz28RlKz9BxYQxqqvTywGucP5kKi+SBGllEyT1Slbj/OHiokodn/+Lksjq/SJ5cch1dUP/Eim1NicxgWXrLpAr8u6uRt0+x2LDCnMMdmJqhZco6oGLOtI9Eg6DgotcYtMwkL9+CT6ccV+TjZXuzITIjUlT2YfpcCdNSMGc0NYERoDp9sVqlBnNWeRNYwNBwjZEsE21TevXj6ANHoZbZzAParzs+G5O2ENKjqwTjefwExWTCoI2HBSsMapIGKUP8eqlIgMWgRertFB7tJfrhTGPNwszaPy6VWVZM0db27aI/m1585WoT2ndFT+ln2H2TsE0Ub6230gulCMKvsOnp6kc7zNv/cYUxcaOTEKY49xscFLjkWa7dHryk5tjRr4JCKboJycjrinROLk0XgdHZfcOnD/LmsQbEzUCVevfeM/wWT6IKO33kL+1ke3n7ssObT/f/v9dCR/zr5MbT/XW597y5OvzliNbN+qMNmLovHjiri4RBpMIpBeJ0kFt6pbbKoGcVMlbN90/AhNBfmhEGp2bFG3B1199fW5lleI6tmqitzKyEVaE+gB4SjHU1ArniY5LJyTrcQ+5xKLY8TX9sEmpeEeqB454imkonEWJ41nlGriHeJBAQtuKodJZpUEwrcXYYqvLh1eumRi4MUzxH+yc+q7UfpPCd8TiQqGVJ5mMDC8taZJkG8pkjcBhjfD+FQtVT5AGBQqdFFMQDlkykGHVF+dWhWS+KtA326ceBvT7mM+kZuZZpqaBSC/5SUse/igx5FcA+oojcft23QU3jDfLIEvicQb2UBesZ1oNaaOYiqQ7RizJDmaQNKMrtnssbbho67oPcMzs/A6IFlm1DdbYNLky6RWc//wKC+vlz7lOX5j3h4aG3gteuo0+9f9qiW7acXpfxzU7JPAvhwqanhqLja2oYixj+izHgJ7pze02vfnSiUbxjJ48BBzOfyIGYreTZ0d+W8xcazvO9U4O9wPzMjrWgjZrnUsc3MAeMwt3C3ENQYfs99cRom/eEWuv0lc/yJdhfjWKnTkGGN9yONOx3K5ybr17i6fvaCfhVa8BKoXaGv3YP4Fe+C4ZVy50Ahx7GtNKsls8IJZaNXsMnjnDak8q4kQ2XZiET+9uL7BZJnr2OgP0mYXm48HybDNrq9Mge0wR6BQKcQ4gFi5qb0t4jhgDHdEcjb5di+fRNLtPhRTQQnriZgq9khCos/mIiIEJ8YKhN2l9jt3RmjMcPjCwmx8ZgssxEYPoM82sxzPKDGy6qLbddu2q37vW4toFWMrkcnqTS1dkuWjBsl8fkzLp84Tv61siC3KYv9gKtYmZtbXDR/NXXkQXvQhD62DnGhL7zrG8/xqreNt49dfeUWV9MmbX77snGJaWNf3rvuIV0h92eNIWx062g7P5ce/stlowa3l/S8PfltZOmfvGrjErdvC/+v+WXwWb7fOJISxSHV1fq9taX7qovM+Fu4UbTabjebb7Cjpken1oxeWrlRliyjRgB7MgOnNDO+6ZwV33hyr1PvA9M2T85LkDIVVBh2ZSRKQrWF4KuHvgmfuWVW5+8MwvfPmK3Rw4czC6VljY1HDMX/4sNjvQDnhVi9qkzn+BCd4KF0niliUVdSbF7NhlAPRWWWtCexhS23+hcMBEx610XoOmCPQmWYE1z/f0zx1U2GViiahFHXYwn3ylW5jyzGnyyZTEENjU5bxJiJXtWExAL6ckfWEbEXQLQBURngFthd724FVc22zgSA62VkZ1r5O1SLMOFFqUR2IEQ8qan9tYvA1P1WaGd5BV5Qi1CJVlfoemIau/6RxSs7EBU173bq7vp626jc9eF6lhMoNKI/Leb9+5vKPrH95u3wgXc+owa4SQX7+DE8WW5Ix4e483Ot548dvXksdb/DvLVvhZR+uxI1CDFpP2nPyxowQNjp/QX/fAn4Jn8kJen9/c5f7W8tLl471U2asDLheORFzHU+XFh54rDf3jx8JJSYE3WUHoCrl/bfYH59B/hw9iwfsMHQfKA5/NDdFP6Ne5t/NOLh/+kv3xljN/LuZFS/sdXrrgIjK77nY0KC0uwLzadGxPwzu8CYAIBGbGIO959sn9pxoHJs46WBg179+mRoj+G9cFjBpqaZBXVUQWjH4FFHx4LJ7XqJUk7+0RQ0+U0vG19YShfzcIOzhQLfo4Kclt/exNf28m024rvWDBhziSt32E83iRk6yP69MEDnx1T77dFhRCbKN8zxMQlD6SQqHSTcCvMMkU0utTI26dYvpvOlJ7Y3icjBAttZspi3Oik3D8simn5wa5ruXP1KhTWg21m0Dwx7siQpmayzZaHdPXUXt257o6PSi6IP85Iy2ZLOcDuBV/1iQyVt7rZjdRlT2DZyA9ybxjif8PQIXABt+1m6T00IuTV/EnGL+8tLxn/1Zf3H/j0nswp/gp+xRz6TYrEDbpfRlm9MMP3Ok3Y/+Wkrz6NKi+7/8Cm8U8EuUheQ5Pz+aZfcY0WrzcnDmXDgtaU3bu/JHKyIMGgEcmv3XsA80fZ9udHPhEhW4lHvlwCqSbYeRVn0OhXIShfibbvuN/dc6DsnrJP7z2QqxmH/I316hsH2mzVKzJ8hLWqHEzw/SXbrxDE2yS/xB5XaZI3iYAfzyFyTCBccodGNsUSrKIlW6zNPKJnnWyJh28uUVTcs+rTVWnRrNrOdpyuFtFL6QNT90jamvCLdhquyFn263S1kXu7ULfoXFhGrU6PVKyyiK+iq6he2PRkMFQzrXKixHfzWrox3MKSj3KzsQsSYBRcfIalXGnDBWMwOvDtTpzVMAY/eGfgV3ZO2FbseDvxaqfuqLtXp2ul3fzc7KBY37WXsWVHX90qbYZJXJq1HRDtpe20H6itEevWRBa8CxcdyqTf4GEDbFY0XcwBv7WE7+24GL2daP0EelXEgvw7LZsiGx/fgEEuzgAUqdz+Erd4QH/hlmEUlr97I+yQgD7oL9pycf8LTNvljowGMalNYo8zpUfJPU6RA2bI33dnWbgEi7eh48KkGTDMoT1wRIbxRBqm0DRqkndT8leHmWLLBVbXEw9BC1K84IvKCRPeFgEi8Ze2NaFRkA+tWEkY6rWFTPkKE/p60hEYFx/KlC/C8k18LtYIh/SuNXJXKJYxXKcxaBn0N1Sm4RC/RGGheg75DLBEMfVGJ8Z380Jag7iVCTRx0DjbtX3z/KxO0Wv4QhEUz522Mmsc28YYGqZCC8Xs/T9+vDLT7m5zEWieVB41rEqwd+u87sGp5YVa6I08W75Dr6Kd9+5DI78WZeVQCMvsgupQWdODOxZ9bxvVUX61Bwf5eQwC0Wtg0UTus1pDWFal0GGBAhmTppt8hbUaJtC8CfPXSYU2CfVU9zhFDnyCG5mBq1OSSovdsBI/DuXvH1/JLcaQQa85zpf+/tDFmEnYwCGsvaFAfDrr749bKcWeizMMYaYuau2Bz5XDMGIQquOvhfVx57lVAAAQAElEQVRpaU0KM/DYA5Q2aBLSUIzbWUBjE/Zj8jUvwfawlY3DNyN4ewCYcCN6U/daB68xgOqnCe0T1mJdqhG0oq43ctcoFiGRNk0ICnWT3dfOeByhG2MS+eD+UkK7jTUa924JD1tOBRfQJpqU8Xk0KaM9qakz+OZc4DnJDyIDoHCGxJzdLVCivxiNF4TcqaRDFNJBS8IgMSn/kccgLAXz4b54UmSI/opbjMqPsEXlGJMf0lRDkE2VLY9LJ0KgCwjw7sMbGp7kjoktU9GtlN3Hpl9b9TiJUBn35/1Ils+Sj71mL0e7JhdcPKy0fFg6l1B9OQAuEBkBK4vkQpeEQHRSP70msvdoIUI1sU78kJ+gMMTx2xnRqc9ZhihoEYr3W3pUth7MXPU0myykYF0ktmEOAg/grchyi34YgSPXZGkq6O/4cJ1iHedBIYQAIUAIEAKEACFggwBRrA0k5EEIEAKEACHQJQQosYgAUawIxDX5QWuMxWB1TYqkQggBQoAQIAR6CwGi2N5CnsolBAgBQoAQ6OMIdJhi+zgeVD1CgBAgBAgBQqCbECCK7SYgKRtCgBAgBAgBQkCNAFGsGo8evKOsCQFCgBAgBK4vBIhir6/nTbUlBAgBQoAQuGYIEMVeM6ipoM4iQOkIAUKAEPBMBIhiPfO5kdSEACFACBACbo+ANcX60R8hQAj0FQSoHoQAIXCNEbAifWuKtQqmW0KAECAECAFCgBDoHAJEsZ3DjVIRAoRAH0aAqkYIdA8CRLHdgyPlQggQAoQAIUAIWCFAFGsFCN0SAoQAIUAIdBYBSqdGgChWjQfdEQKEACFACBAC3YQAUWw3AUnZEAKEACFACBACagRcp1h1OrojBAgBQoAQIAQIAacIEMU6hYcCCQFCgBAgBAiBziJAFNtZ5FxPRzEJAUKAECAErksEiGKvy8dOlSYECAFCgBDoeQSIYnseYyqhswhQOkKAECAEPBqB3qRY8/IwrzklHg0fCU8IEAKEACFACDhCwAWKrc0J84K/RPtkKIRG5JgdleDQvyR9gZHl6+VsS+Z4JW5xGLtbAqAILy/biphzIryI7LsFYcrEPRAgKQgBQsAtEHCBYkU5C3TLbWnUnDNLZxQjdPQnRt8Gf/oYMZ3ZWCFe0Q8hQAgQAoQAIdAHEHCRYjXZyxKMC2JzatVV3pKuq9IkJGnUvnRHCBAChIBnIkBSEwLdioCLFGvcNzYrO9yoy5TNuiCFOeelAs2y4qwIuLY4bowFwzJ3sgF5SyJaaPHM/fkSLMYUIqB/sK6KFcRZQlmtYKDmPpDYYkMugbxEX+lHsDDj4q7kAymUslrka/9Knb8gIaZC/8TlslRhMOHAKogl4i3GwgNjit5eXmEW7V/lL8iM0ekgBAgBQoAQ6IsIuEixUPWgtD8nsHwd8ArcgDMvj9VVJWTPD4Jr2QHJxeYnFIMBmLviKF3wHJnpCmLjmBi0VjIPCylngs24OIGxhCKeDEPRBB0l3La1FSexgpfE5d6SObEFSWI2bd9ma5gm+9s2/UzGtiQGL2BwzbNoq1tWEWthR6EYV87mnIjYgvDsOiGXtuKEKmUVWMFasQp1y5juTq9Y6Q7nH7MECXkOsoRtxVELggU2VUne1pbIZGQY/REChAAh4NEIkPB2EXCdYhmbqS9OMupEIilJX2DULMtSU6V541qVZ4wWWFne0ARcKK+82hVG6RmUdoATJ/fDfKryNqKZGpdsNRGSaTpEE8WM+/hqcImhgCVlp4XwBIwFzUrWiElEH+mnIFZWMMULVKDF0NqNeVWa7E1p0sQhRl8EVbBMLDRzZgtBmD+we4YAQNDsORpWxQURchD9IdeYRJgfGIBNUXK4l13MTCGt7NGzF/85ewRcz5ZBuRMChAAhQAgoEOgIxTIWk5GtqdKlb2Hm5boCZq3CMmC7KmZcECwyF/zEFSjK6uxlbU6YJZ8gJNW1G8WdV1v0IEYiqLCME1i+gj3vdLQPy6Jki5pqW112uCQb8nWURuJp9NWM10C9OIvjbbsH5mAEBRdqL7jYfCGNYAYQJLTd1SzE6alz/dmj97/7C3Bw0V4Z1XkfLkz5cGnBSfsRjV8sTflw4ZKqBsaEmBDZ1r1Z0sxOVL0JMVN2V6szaijZivHzDqu9279rMVfm6T6cF/veQt2uPSeuOkrQcsJsSP/whdj3XkgpNlScl6IdNqAwWDUs3XItiHdmT84m8F+aUw31kpLA75nS9A8XppcfugzX5AgBQoAQ6CACLlCsMseQtGzQyV4Ki11gTCiyr5KKxl6Jvtra7EdT5mr3GmzOAkV5zWLFoEpKkWLWgu1VJ9J4XEX2t5b8Ncsk+65YerWs1Eqp2/k1H+yWbc02LI6mbzQDoFxo3EZNWrFG245UXQwG5fW+dx8/2nzy9MWzwLJw6zTD73dUGfKq8hKLi87axjuZ92hxXl6VQX+8hTEhJkS2df8wXmKXjv8DYuaZv1dn02I8iPF3NKq927lrLtFPCTYszakqLTEbcj5NGrl8YclF2zTNJR9MGfkezACKSsxFeV8sHL88Luc4j9a4B4XBqmHp8jVW5GJR7Iok3X+a2YVdug8mxpY38wSMtR7KWTdvSS2bFHmHr+hFP4QAIUAIdACBDlIsKLJrixOqjMbw7CzUHa1K0owPZwVoFLXy7/htbU6svLB6QDbbYj5AvdIKKBCWTKJq7RYjdubg5t8CvWVrFeMaLGqyrmaHcdU5WKUMSavmq8vGtZIubhWhW2/rGg8DrQ7x9dOGz5hz96z7A++BWxd0WcbMS9NrrERpLiheqtDnJ66ev+c4d7sn3IFR73hduD0+f928APTo1NFirC7dWK1SHC/vXRh7sIEFvFD9x9q2P+37NPI2dtGQuLXCOv+Drz8KamjAC/sW1bYt/qb6/jDWWq3bbDgB8cKXNnJRJQl35Qb5MBaQHBF1Yp+hpHVibvLq3KfW/XUkK9lXivEZsPUTutNh2U8tjfFogsW9hMo9d4CFHQfdysurYy+mY5LObHewU/o19yrBLZOeKnyX0XKtSXS5GI/KAGyl0AEsO4dE4bveyDtMsUCyeqA2Ne2J4rCgNNwSFSvs7kFPeJZzYBkSL105Kg6KBmBObHIK3Los3xgPGJnCICzrgoIRO1bevguQdaILhXA1PU425JYkxhUol3hlMRxeKHIQ4pTMEUeukjlytmjWlpd1hWg9cQZ+nfSONmDgTZ+lFA719YcmVKB9Y2rwJFBqIchZif39fFnD6uI86XnwuDWvz4N7S5PxGeIXMEJwvkBXjN3gJ976+fl6s87+NZSUznu0dJegfPJMWjZWljLmNy/6GU0/xrz9Hpi5cLY3O1uZW6A24Jq/PzJk0B1pDz4T1R/S+WjufhgX7U/XgtTM28ciLcjctH6JuYXd+kL6GHbpUhNw7dBBDM4jBzN2qfkSY2fLFwKpx8SuSxsJ/p7poAvAI4cGDBNFvnxj6ZjKCkEn9fIKXoBzJ76lX7k3XoyHAw1kZflsC1IUznQ3sVgvZXwzfsVF5SPm0As/tcLmf6V4KAX0Ry+vWFzBquLGsDnOByizG9UIxe/aUcsxcd4keHvAp60+5JG2axK4YWpszF7CwiJnFqmm6N/1Rt75gdA+VDP1bUUJvKPy5xNXkR3h4sZZ3BZk5AOBF1CjsLXqTp6JVyzbhPuNLSVK+3WLk4SlX05doB1+m82EHCDdnbqoORpjrSWRi1cxa2FpFg25kAd2RShLMPO6mB7mIGDKTpJz8IqtyB6PGJQYKyqElVgY0HQsu1i9Gdvl7F2N2HDhzH3vPH6r3y07n9IPvdFfSAaV+tvsZdNDJoMu24jUInjbnAelZEf6sTOr0yvBICyENuTtWHeW3fbyhDjh/hqe9+yoh9KmPDAGztz5jo8B5mvds/s7fiudgibnHn+xNFuOdrkJrdGDbx4hRZB+Wwo+fdMMnD1FC0FBwROHsF15uw+dOLpudS0LGjMx6HjeA8WlQ8bm6if4SUk87teMn4WB1gsTYu6gs8jb8hWVwUmkYoUFGr/Vu3mMoUnJyONIizJb9AXhvAGHpBUvY3mbcA4DeZbMCYaGXdcm25bAr5cc8AQMmuEanGMpRdiSGJuvkd87wFcS8hUqgTImv+Y1ssmEB3niqSRTBwZIeTmtbpmmII4PnsrKwBjOG4zlhOt0tjtvlGk8+Bpf9LC8QtIGmBgXpOO0q5sauQsUC9QFC6p2zMIirEHzq9uUSq3qCVWnzY/BjbPoad3xYFVVmRBvhafKc7PcYo+N0eMZe7suP6FY4jyMg0uboiSMiyrkAWc9FK3cuMTJD6qC8kgp+C/uXm6T8mSgix+A1JKz+IMMbdUyL2JZlhohCIpVZxRMygDqmIabh2PSDoCFWPLldeSl99QJlNfUe+fseHIdWImhDCBXOIODi9xH/gxEK/MueNo4n5hpCx/wbi4oXV3RioGXK5f+/ijzHftK+mi87cBxLM+ytwh3Gy3Vn7ebuuVsc8MJ7hpbGWttEq5PnG9hl5uPcxkUmnEAqpusuVGtxarzbd5Ytg5Mvg+MjxM2gVtC61enH2Js5AvpY7nfHfNK7r1rx/bpI99+pXr00uKff5/y3tKKYQt3/3LKEB7umSfjviqWoLU0dr4tn296V9YHxhGmSZ4lIxSkiWKswmi2xClJBK5KKra0fFhDOFjBojRyGjQsQXxkr4Tinm/YUFQ7Dvg1rgDnBJuS1TG5PUzx3gGMGNlJzN7Mg6cTa5QNkPB7Tz9ZG8+CxkLNKtrTQxA0m5dHPB0KWf4SfT5TGhRlTHBfTnc0chcoVhbGHS5wv67yU45C/0+0DCTuIKTbyPDSz5729wXTJwrU2tYK9I5XjAHLRofcz5z/DdFm33Mba35Tt7uBseqs0qLLLCo7dkqH1yWbrfYZlVZcsVvwnnnLJ45Ep11yFgy1b07C64kj311nPtegMBrbTWvH07j9iUdrmkET3XC/1bJws6jCPvAEqLA8pd/E2PxLf6ptW1x7PGW6edPCvCth2donfKvydB8u1G3fZXa4e5mnds9TrSYLppOKmTEOGUCeVnYd67kvjsJK+iyZw18Tt0w0sbZBs5I10tfFgV81+BIdasMJDrZAYppreWClFLNhS9HW0w4IQeGF1+3gRunAphpX4C41UgrW+WucPym3gGCTCE+erdZDrLPHT/j1WRUW1C5Y97SePkIHCGHd1cg9jWKx8+DHHIAkuItlRW0KBdS6edB9VxCImrYQljx3/HN1SfnqJc1syN0vzeuEWjc2F6hL4XZl32RXqLt0s1ZvQPdKwiDGBsX9Fa9Xb5g+ZWTAHdbmPsYuc73WbkbgafxUG1ZWzQLsaaL1uemgo900L01QYSG2wgExxx5kCY+um12tDTa8XnKhuWR3SvCbeUanxSky6O1LufyQIFnL5H7Ci+zFzvbYg/LnxS29MqGiGseYsGaJ/U0yKuKGA3EpBNZBiueznIjYimV1+AUYXpiblicXUAAAEABJREFUnmqNNhvkmKy1qGUWzezuXiO10O3exeBmVb4CjU8TFuBZtuUbAHZT920V1qrKuPjKv1/EF0S6qZF7GsUiJmiwBYVMcH2sD2D93OfwnZ59fxi7vC62uJR5T189A8xKPSdcQNT46bPRTRnfn7H+d8Xg9fTZYXf4stFhSO21RsurutX7joEkYeNhRRZ+1c74ecqkXRXAr9W/T9ZYN3BRhU2Y+oSagXgWx998tKx6SNjSvMgjeXur2djV1U+trv7FE74Nq2GNlsfw1JOgjDpb/gd+5btgxC+oYEVRMWVMfgOtOIEBrYosa1kKOZDGlsfCEixmDpm4yV4nlL/zB1+Cza6Tpxqdz8nNU6JV0ImIZniyNp/wcxLfk4OAX/kmOMVW225p5NYjkCdjRLJ3PwJBU/80D0zDrSzonnkJA7o/f9dyvGP22NsYq15dLn3F4uD6HFjQHfl4IrcBXz7fcPaKmBPya+muswEvVD9jy6+MCSqs3xPpkT5iAvnn4q7E9143guL7CzCGf28+zzTD+bLz0NFB7Sz6ylm46UXJHC/8rKnzVVK0D+GstTipQPzyKNf5FJbSGD3ue7B5IQ0/XBoFS7DGOV5eL42vaytms9p/R8jNkIrShDCLSKi7Kz/xZgnx8CvOIoodcG24NdV6x7WijoLlw+oTfopwj7sE4z9X3/EUIXzvVq6DpLnZxaQLjZwoVoaYLuwh4B2V9ejC5PFLN0wLsxfcE34+mrHa5LF33KjIW/PzVxJ8mblcG/bewpQPU4I/WHeZBSRPxv3ArPKFG1+bOHT50j2MmXenTAJ+ZQFB/13/QM6Uka9xl/NKibgrSlBh2eyfz7OxPDfkrU0puDJdn5LMFd+7HhjNjNWlFc0NFXs3G70nPnC7QhqPuhT5VbEXz7n4ll1RqOEk8E+nSSnwe6XM8mYdeqOmy2m4RJ8v0FJQ2qZsdk3e+cbyO3TYkZ/x9cjxyvZQYihgzKj4QBsoN8KtqMF3qEw3iizMmRQ74NjMxARmlDeEW4lqtv8JP6tYHnWLe1RxHomHoxknx0S9LbBLjZwo1qOaSG8IO2Rscu4sbRTosteo9ICYGUtzZ0wZoSxuwBT906uTA3yMZkNe1S5zv7C0X5TmhnNNdOBtI6AVD755BDuy8ctdZzFVg/nMkRPnJXd2n7EJfVkNf683YGHWeJ6Q+wkn4/bklKMBCY8ulTT1gOTHXp99+fXxyyeOL2+YHft6MlqqhbiedG6XXyGCl+VtV6waUg7+MqYB4lFvN+VjdNRY2cRuVi/BRmnkjTN2NxAJ2fbmmb8ZqKJ/VNSYYuMoSGcxD+JIDAdYyIX3fPgSHcS4Lhwi49pGYk+GA5c2xO8WiNXgjVy8xp+uNnIYnDAbV49a/uaylxPbgqs5UbxrjMDM0Kkzxz7gQqFT9Itr255PlsdR6ySRr7ctrq2eBpZbS0jQtCLwbEucYvFizK4nY7elPY97d/WRyrguXN80PffZfW1/3Hd84Tdti4qyw/3ENHe8cHzRN5eeBYHFnFESqILFFaXdwuOOeaURPJ8V9FTuI500KP8efaSUJ/jfFLdhYe2lF/dd+uOeDRO4PRo8PcoBfcbmw0qqDTHwXiy8X4/7X2CFNSLHLFQNDWJGcWDF7R6gvcmqG9+9r/isGy7UMf52LKbVjA8v0AufRQP1NxzoGX3d7YjhX1kPlj43gUvUTHwJEOCymm24m/BdlSdkdnI4U74IK1Q/G19ENOdEeOEHCaQy+qAKK1VN9TtTj++Lx8mM1v2N3FWKFT/vcqfwbX3oeGjNtv+xGFUN6MZdEAB+fSjUFYp1F4Hty9HPb8QAax2U9fPpIR3bd1BXPlNlvwbXyBcXFKGoAulrJ9hh4cA+CxQIltADRgjGlxZghbVK2mXKXyeV32EAfQ6XZiEZOv72jmReA0IKXhAFS7DSVAztwxVxGM8rrqK9faq85J48gXgoCo5XRh3/go0wpWBgKoT65ouoKKYg/G0l25eaelLIa553UNqBuuxwS5NQVB9fZ7LsdOMfG2FJidfDy5Ax+K0hsZHgt4bCs+u6tZE7o1i5BUB7DV4Ac1v5qyBgPMGvYDh8ZVtOSReEACHQKwjM1GMvtTn0MxkTguTtssA6imgyvwpSA8taAqWhB4K4v1o/tuRj+SQLxOwVx8WzCA5XlnpZ5ARvuQpAP3BrV/IY8bs3vVKTbi5UqCbUVHBy9aGO4CPdChDJLaSbZXC37NSYdHcjd4Fia3N0+UyzrM7SRjlE+D0jhTTcj06EACFACBAChAAhICLQPsWaN+UZWTtf9xDNyGiawQONUTx/9I/IKVkehr5ewlb+kkQvWF7Gs+AJd/hBSB6/r5yoHoQAIUAIEAKEAGufYo2wZuN88wLfIpFQBHYGdHX4aWl59ZixKl3s2mTBxCzrwQVx+kSMC0dxAiuIlXYf0AMhBAgBQoAQIAT6DALtUqywC8BZfUsMBSypGNd4eKyg+cXZ4cp/1pGg2BPBYzAwO2dJC+kxWcs0LF9PiqwIzXX+Q9UnBAgBQqAPIdAuxQZpopxXFzkYP6VticWTqP5ZhyXM9srBN0JtI5IPIUAIEAKEACHgSQi0S7EM6bMqb2Oto1rx3d6OAsmfECAErgkCVAghQAi4IQLtU2zQ/OwEZtTNkl5Ot66E7QdTUK9l6g+mWCdS3POvySi+C6MIoktCgBAgBAgBQsBzEWifYvHl9KIEVqULVnzUCbcKe4lfAxE+mBK7XPw+DH7zpUqTnSEtttrDxvI/C/k7zuLXZGy/ZWUvLfkRAoQAIdB9CFBOhEAPIuAKxQrvqhejLsu/kwLcKn6JQngvNiStuijBuCAY/MHx/7dn9w1uSzU0UfvEz6vcqTMmFQs7jbk6y9QfGbckoStCgBAgBAgBQsCzEHCNYrFOwuc/2uQ/gRcxBA7hezFimIVf8fMUdv/FR0RWtRi5rU36hgiP3KbKFnImRwgQAoQAIeCGCJBILiDgOsW6kBlFIQQIAUKAECAECAEJAaJYCQn6JQQIAUKAECAEuhUBuxTbrSVYZ4YGZ7IGW6NC94QAIUAIEAJ9DoFrT7F9DkKqECFACBAChAAhYA8Bolh7qHTajxISAoQAIUAIEAISAkSxEhL0SwgQAoQAIUAIdCsCRLHdCidl1lkEKB0hQAgQAn0PAaLYvvdMqUaEACFACBACboEAUaxbPAYSghDoLAKUjhAgBNwXAaJY9302JBkhQAgQAoSARyNgTbHN9EcIEAKEwPWAANWREOgBBKwmBNYUaxVMt4QAIUAIEAKEACHQOQSIYjuHG6UiBAgBQuA6RYCq7ToCRLGuY0UxCQFCgBAgBAiBDiBAFNsBsCgqIUAIEAKEACHgOgJqinU9HcUkBAgBQoAQIAQIAacIEMU6hYcCCQFCgBAgBAiBziJAFNtZ5NTp6I4QIAQIAUKAELBCgCjWChC6JQQIAUKAECAEugcBotjuwdH9c/mu+Ri49uU8/3l2UWZq0ceV6qiVe8EzM9t0SvRuPVe5b3XqBp12Q2Z62Y7KC4L3qW07MVoq5oAXi7/cUfZ9ixDm4OzQ+/Lpz1f9I1NbqEv9x/qyZkeZmNZKZYmF7jVJOVoLk7rz85NCWOupsrI3IH562b9Ptgpe/Nx6asunmanbt5p+4Ld0IgQIAUKgawgQxXYNPw9Jfbj5+PSCp8DBRTsiXzKvN3281vTvE+p4Jw6D58frT15B75bK9DU/++mneWvrdmyr+3jVl7qfvv3Q4sMQcsVUi9HWYg54kV2mm/n3iWM2f94EgR1xTcaXx7z3bPqBj7cd3rH2wKsz352ZajxnJ4PT5e9KZYmFHm2Qoh3csg9lEP0hmtl8GcPOGdZHz/zq8xOsedtXc8es3yrLZvo89Yl9n7PbHwi9AePRQQgQAoRAFxEgiu0igB6QHJTX6IInj537/sylpmj9k3DbRaFNn7+06jzzD8wo/8O+pue3fTb18chhsx6+1ZKr9qF9TfP3Nf3hn5WzkiO92cmalxfXWUKtrk4e3rHlgEnUL4Wwlh3zSrY2eYcuStwD+Xz38OOBrafWbl9drtQ4hZjfHwRte+bUbTVPi+672PuFENZg/rKVhd79N0tQUlIghJ3/dO1hNvm+NYa47C33RrLDH28+D74MSH3al6bIn6xZFeqD9+5/kISEACHg9gj0DMXWrZrg7+8/cVW929e/zwv4n6aj0wue8vcZ/Ejo/xcfFjvxtii4bV+XdYZLS+XpYxAeHfEIanv9hkeO/7/Pfo1UCp4qd8PgwJCUZ5F6z50478jSy77eq3viH2u/VqS8bCzZ0sp8Q1/QjUK28x/z/CLgxpb1K6usM6lvAOoO/cno4bcMEp1/PymjUwfBZBx5W6QlSNBNL50DOr/lxuEQ75ZBIFxz0yXGLm1NAVIfveSTyUHgfx26bXOhx05YBXC6XPn6FRM8to9vS4HqXr8DlEvVx+fr75+y1eUG0RcjIghdaycuUCznS1ugsU/aKbt+1UR//6h0GN1YdXqk83a8Fds5RFG5udv64pPqnToBv07T/3rYjUP+8cu8IT5+Xl5eeQ/9+We3T4gueBKCOiuTjz8SHzPsWe14iVTKu9X09Rm4HhU6nKeBSxdcWf0OiDUz8H/hzJ3P5B/h9fYj2Ky4j3gynQYfn5Mn1i/+R77BZDp5VfSHH86+o9jZrav+sfrdA/+2LK8GjIv2YVu++dh03vzu/q1s0P3Rw8yrPnh52w0zDA/P8IeUfdDxIdU/xW7XwkHE319bCNU2pUdBX7SJJvZTpT9mqGWGJj3T+iuJmXd/lQ/rtT8+cPnbCLNtrj9U1wBiVfMBysmA4yAHSOqxTnhA2naqzysemQGdixnioUkoH7HHVt2u4GLbhjqq3IQVoB52TyN3gWLtSubAs36FNr1aa2iS/wxZkaEO4ore2kI5clNlZigr1NrSuRiVfjqCwKmLjWAWHjkooDj+3SG+fkJSYNm3Zvxp6o8mTS946uzlZsGzo+foic+D+Zedzpu5ZqL/m3PT95ma1Cbc8n241ym16OWZb89d1TJKO+1vi0ZZF3L5wqmT59E14d6iliZ+ffL8ucusBdVKiC7ro4zdMhiVzsstVgIfM+Huq8pV/3g1+8AbKUW/HLPq16u+h5ToOPseM3z+cvqBPN0/5k5YGZ1qPIcBLHI+mK9PZE5461Fd0/2rHp1Tv2VuemNoVvyS6Bt5eF87waiqNYSF2u+Hdau0GSZFHzRomSEdxxcm/CEBxxtCw9Spt643hGUZngtkwamGTJa/BcYjjL5tbmQ6y6psKk8NxtvePGDohIm+ba23pmgLQ7MqpDGnIivU0YDjKIferFVXy7Yen+1Xv35VYrop3jKKG+JN6Yl91CQ5I1dqCtJvoZYxbRa07W5q5N1MsaZqE4t/PNrSEqJT10SDkc/i4fQqcGYSdOXKGrHHOo1Lge0gMHzA0Lnj4z/5xTtgJYaoQK5wBgcXq6YvAqKVeRc8O7hcv/wAABAASURBVOZuTtr+6+zUEUG+0Hwu/HvVp7+8/c1XtymMuPXHhH1GW8suoO/J0wetOJixY+8WRI95C10KPu0dKfx6zFuvlrHTJy66KM6o3yRs2DJrQ80z//zumU+23B3Krlamb1iNc2/GJj+47bNZH1Q+/c/vfr+tfOoD/rCaW/InA4rD/EfP2/4Hvlr8+5UPn341peZU5P/++Tf/gxuYU/+Rv+00j+SiCG4fDUdVoD19kn1JTV+bmPbxGXJg9OPxzAS9mHsAv4IqAwRcnhHJPcRTfU0liwwNFO+k+MheWsOeVNlfCr/mv8COMC3IrGyyrnX9qkwDi8+yzACCU7PimSHThj8c5nDN69KdBdYXFarH5+C4pDBm+Fht3di6OL06NOtFyyge/WJWaHX64q2Mse6Uxi3zwhYSmrkIKt9djRzGyO6uaWF6h1Z0VMVjhw9Nmil2UrRFy+q7bJSG1g8mLzxLYQpTDwwKki/8TpAkQZUf7kUnZ8XQP2UrnnkQmsIwh4mrtq3A1WTu6c+NBioxPeUm7d6n/HwGCdK2trW2tbUJ18CyD/zoXuG6c2ffYQ9kJW04+fyemlnPTwYb8KX1i/+NC7RCbuJ2p/n7mp7/JHv4sbJ9z/50p0B8Qjich0X/LHvdg+hSb4bbyFR+ve7BOePYqNCh4KN2CguwMsB3YNDkkKBbBg72Hzhq8rSFv4HV1vOVX/LtS743Do8MCQ0cNNj/xuGh4/8vawRjrf/+8qgyNWPf5z9UspWFrPxE8/m0vz2bfrj5xOE3tX/7tawKq2N74N3WlMgMlqV3SHv1oYuamnJhQJHqVm+qZKzShNMexgKfK4e5fa6FgMVYgTAVLlwvDMzAx1zH3ZYSb9AWKrMSI/fCD1dNykERsS7b9HU10z6iqC5jKHw1zDPUUR3moI7WF++QWsKS4oIVdQsOhRnWdaH54PSCq7DQ+LupkXczxUavAUOTia/odHidHLkN554GcY4Jk+JKMDpBH29qAoOGahpl0H78OA9oagK9XiZ1HFAUVq+KLIZjhWAok7JqMmir0yMVrGyI1zLRWC0NENXp6bDOxAsA27UpQytRtaLZ9dXLYbdCd2Ls6y+PKGto+vI43v7kFrXB19vnlpCkv4L6CMPyaXtbZfqN+s3dOELXnz7KX5jBTPjhEzrmgZkR6Cb7gcetk/n1zIjQW6Bx34R7jiobLJxdeQK3Q0UGKPs9pLJyg0c4tPQOHzrAKjIwrjl78xuVNzySG3N//f4PK9kMQ3K2IXnlb/7HlLUXeMYmvud5IO2FZkodyp78gcHidFYMxCEm1Akli9FQ+TNo/fFPW5lleI6tmqitzKy0JWMxvpv81OH8wUqWwDHQ3itN9hqvVUzPvw2Miw9l8mgJ9cHHbT3ngDkThKhd6LgwyVahDuhbdxYVFuvVTY1cpFjMsXuOaLRtA+0xxtfJ2ydaIRp0VjBJqUSAiaRsdLI2aCjsGDMe1zJUfiHtto8NLCxrEQ7pcMdYcHTqjEBWV5QPdg/LRD46F8RTtLNQO0ODOJGBXAKfy4L85dUm8Onjzvu+6TjqHvvr5x9Ln2VoMf3zlewLjHk/MPlHWHvTvjcWVx6TKbO+Gblw8sixGGZ9nNtS8zn4+Q4a7gs/rrnQOx8AEUzfbKoUlnhb/732Gygick4kEvzlC6f48i3k1VJ/WLEM/P2O9bBWOyjyJ1xvbzpmqr8Kcbi7tGPzYZD/f39yK7/F07ltm+cubg7Nis+I9mEnzh9jg4IDoTd43xo4kNks+mICTzv4zDLeYE+Zc1SV9ilZThm9pkn825PKVmjTGRBtIEPbkmw6kuPShbsgEPicISvMJKhAMOT6xxtg3VGxTOAucvaKHPXQjKstIz/I0C2NHAYVyKq7HbAj9r/KrDAgWrS+OikAVnowrnCA3pkRaWuY3TY3Mr3aSR5CENq4QuPjYHQW7sUz8m9kqFL/CR0XKrGyGMfZz3Uyg5Mh8NE+mDG5H7t8OHPMip+NefOhMSunTCgHM+/wmdP+Tws24QtbF/8zP7v0oVtW/lpblKl972czjeeYzyOp43BHkpCLuN1pA24yeqLuHPMOTf9f0BWEQOvziNGPzAn9X7DjWgJGzckOGc7O5/00T5cKRayZ++4PzH9MShLou8aXb3kz+va33ihn7HLNGz8t/OXtK38JYqRumDtGv9rEhmunzIHlfHZ6/WMf/DJy1UMzN2SmFul+ukZn+IFF/u88lJ8Xc7Jcp609FT31HW6mZuNG38+a/9+Ww6dOHt6af5ZNvtXudIGn9JCTMF4Y1kS7LC8sl2gNHaNknjeajiJhCdY0198/c1xlk4Eletzainp84NXqo6fA1D3CUMtNg0CwLtv20aLeR0Hh1dq2OMMkrMLyW/WpC43cVYq1McTX27G5qKUCg1+qPisUFnZcN8Kgbs5MhUV8KQj6PM604Fj/CLK1dfb27m2tHLi0YC9mN/n1xWz8Htny279ljR7Frp47eeHYyZYWNvCBrEc3rIvkJDpwRu6c7NQRo1hL5TbTx9tOn/MdlmRIRl1QxkLc7lT3b9N/+4eOSFqX/EFqgBxofRF5T8aquEfUDDw4+uGCdaGhvs071kIRFwdHRqw8MPN+1IMHjLoF2uyg4WBP9g2Z99FPHrilzQRirK3790kfFDJXMxgLGPZw7rTHI72OldV9vNa0o5KFzpn+yXb5ndfv8x/77N/+IStz7+aRGbtlfEZu8OnFhdFjClefDV6Sew+vKWbkoQff2MJEWy70IP4eHb+1bERQVg36GvJrUwcoWUi+TVqC3ba+ULAwB0KvZ2IXFuK4zdnemiKOD2HjcFrmNmJeE0HqhW3DtrZ9pFLrxWkTrGFHjrFWXq6JnNeokPoV6QZhI7GdArvUyGG4spOlyosbaSXak0LQ+srsqIxSuPiLGqR46doPZ26+WXHbXN7n+ZTLth3Yyy2QL8rj6qsyNHBmUigzrFduh0OpUJNVRnN8jc0Lm53jGH0wZGBkavwnTfP3nXzmnyfT9jU9k50aLLIRVJbvdYLQPd89jaEnn3o+eiB4gxuV+hu+U3e+dH7+n+VJz88cAkEddN7DZ8Z9cDJNKOKfnz14v7/QVAPn1Ty35+RTSdjdvQdPmJxd8/y+k7/f9t3zVkL6BEb+32d/2Nf0h39+h+cPVkWOQoYWpLg56bO0fd/Nut9fuIWz93Dto9uEyDWPzkAWB08Pdgplhfcg3M3AtPgehrz4Yqldp/kVbdGKJViFLmg9RlsK69Urvl9aRf+ouyh3R/eqeNeucG4X1BrszahsB0xOP64PmNeuFt1XEjYDBypsVxu5MG45FzUwNUPLvyMhmXxhxSUq3SRzPtz68zXXOv5RJ38pGtyCrV/YIi/HcVYUVAYNwnzLX71KS+bL8s6S8rDoR1BO7QquAzNWv2ICvmLLNWNDvCQVwykJE6TiqeydLJSMTC/X1F5UT/GbccfPZoRM7qi0vgMH45s59pP5+A9yEmo/jcXXpStehFXMfj4WsuRBvjcOt3zUiftYTjcM9r/BctfOVYcit5OXGwdDx/SXbbmd5lfoX9ISLNYV1lOkXgNTWHfVC6P5+yfybkehdxs40/D3F+RRAqvUZ4+tKdpCplWZiGHs9fcXLBzigDlB3OPJ35x2vmnO04HicwjVKqxcI1xwEfYZoFdnGrkrFMsYrK1WgMmXG5rA6gTEGZZVKe31R0sLY2hJDk4tbzJoZfMU0HC8QTA9WeIw6z95u5O/P/ArvhXOdVY0N4UWCpsW/f0/frwy0wVbDshZqDVl4EelQMxIfJkP3yyIXgN2Zkl4f64c805lLYrlXss+hgzQ8RfVpZ3GlgiedwX8+uAdHaZYz6snSdwuAkCBTNwgyjmGMbmjYZOHQ2YaPvKCB3R5qV/jtJUxICToX7AEi+YELBE7bCV+CcjfP76y/T3JmKQHDxAPpObmcXF3j7jDA8YoGMqk+moLQbMXenc9n9NbthY7zKEHpb4WWYPigbuc4g18mJVLRFsdk2wP0Wua8HMT+Kkv/FQfy6zsyKY5OU8PueBzCKb6nIMoObSBrjdy1ygWSoSmKVichLPC3CS8PCc9A76jWIgDZ4nJ1HEgO+6AESGOypWnyvuSlCWuicYchNwwlSIawxItzQVD5Rxzc2cI2z3UdjMhHxQB00qS4718PC5vmGxSliWH0wUh0GsIdKZg7E0ClzCcMUMX4b0ABlO4tHFSTKbuODye0Nd4QjkalwiL4DHcoMtw8QRhxLOlm1vkhCC5CkJNLZ3dWQ68uh56woEU6s2fvqIKOBI2SVoT+Curb4EOAvqeE9qDNSBYTw6C3ELQhwmRAUCXG7nLFMvzpxMhQAgQAoQAIUAIuIgAUayLQFE0QoAQ8HQESH5C4FojQBRrjTg3pKiNA9ZR6J4QIAQIAUKAEGgfAaLY9jGiGIQAIUAIXNcIUOU7iwBRbGeRo3SEACFACBAChIBTBIhincJDgYQAIUAIEAKEQGcRIIrtLHKUjhAgBAgBQoAQcIoAUaxTeCiQECAECAFCgBDoLAJEsZ1FjtIRAoQAIUAIEAJOESCKdQoPBRIChAAhQAgQAp1FwJpi/eiPEOhhBCh7QoAQIAT6KgJWXGxNsVbBdEsIEAKEACFACBACnUOAKLZzuFEqQuDaI0AlEgKEgIchQBTrYQ+MxCUECAFCgBDwFASIYj3lSZGchAAh0FkEKB0h0EsIEMX2EvBULCFACBAChEBfR4Aotq8/YaofIUAIEAKdRYDSdREBotguAkjJCQFCgBAgBAgB+wgQxdrHhXwJAUKAECAECIHOIiCmI4oVgejzP99v3/n9/9vlQjWN3yxI37NgWc1/7Mdt+GjZngXp+3ac4sFCZIjP3fKCmt2HWq7yEH5q3vE2RN6jN/I78XRxX8G/oYhXP2loEX2c/LSeMRqXp3/+62c/X7Cipral1Tbq92X7IDdb95eyZiny+W827Fswv+zX8/cs33DsjOTLzp34cAWKt3zDCTkqBp47/N6yPQvfr7fERF86CAFCgBDoKAJEsR1FzFPjnwSK3b7TBekbmvUbGvXv177yyUXb2P95v/K59xshgukyDxQiQ3zu/rK4VvvQp3f88kAtD2SsxbQNI5c3iPeMtda+v2fm4gZ99Y2PPRTgI3vbv4DIOyNmm/+yoXn79mb927U/+0nZu4esWfbiISwCRLJy/xIKPVf7wk/LotNP6D85v/2Txr+k74946N/lyO3HXp2974WPWi60tBSk74tecUyaGVzcnvnNovcvBk8LvMm+VORLCBAChICLCBDFugiUJdr1crX9tQPlVnU9Z3xlGbKTlTfTjPqXMaZ+/+QvNo6eMZxd3X947vsCv1lHbC77cibm4JO+PDLEOtDm3rj/CYg8fGhu+YNHjdP+tWgAa7n4SpbxuDrijxImVnx2v8Ld9fQdEGPAIz/zA0bf/ZfaD0+xcc/dXWOMOWqcvOlJH3ao4dm3T7D9h9854v2C/mJtAAAQAElEQVTUqimrl09eneB9WH94HyTiM4Bff8IeWzPxN7fhPR2EACFACHQBAe8upO2ZpFsSvbzCciQ1yHkZJXO8XI/MMGeIn1jiPFMKBQR8BnuzU6cXqpiytfwv9dshzIHr5zNotCZixYuDIPxgdROcrdzVQ/vj5zY2M28gsKfvaL/lfb3t9GHGxj89dgYIw274UcLYPwDtfXFsncrszJjPgJuH+8luYMXhtw4xv4SgXwyH8k+UlbUyNui3T44aCHds0ISnRkxi7PA/Gw43t7awG24eDL7eNwfcwM61NjF21fgVkPro30XmTB4AAX3D1eaEQauf006rNy/HWIlbOlBnTBKRY+5ACveJWgKjjFf7wrsYzX3q5aIkrtWLD5hhyz3zCbuIRHvRut7I2x/omNBFvRwwkxDafmNtryodDeflxuZDMqPuTi8vpyMIZ2Ivr7gCiM1YQSyMOC6zOE9y/Z2Cnrp1zmB28K3a7S1S5U8Zlxe0sttG/OEhycfeb3MzUBrQ3v/YBB7L/t2xrxkbt+DHrhHY6fJ//sCYT/RPhkpZjfjZZGivP5RXq1ZOpVDh98SbyyB0wPynA/uhxw8XgDnxQjou/8BXWP/73zC/yazl4w31h4/U5m1oYdOGTTpXm/bbhsOaUeueG8XTSkk895ePpHfqcEqSj63e/nDJR9LgBRirIA76ht0JLs/KMgjgbSwrbtvEYlVdyZwT4SiHaw5jbQ7OGlTioQx8NIjFsaBKFwzC2h86zLwi7UbDDD3qcK1etRw6PmAaFyBIHZp7eRQgICw2ZmgIFic2CfTveiOHIQvKcMUV6OxMZ8w5s3gHdiWDbo1TkqkzJhW3CX/fZmvydQ4UX3NOhBcwcUKREFU8FycZdZntzOu7VV6Py8xnxLMvDmDnGhe9LSxStmx/7fBuUEAX3XW3w7q0HP9i/wtvwQqu91OPBSpjfazbHjVh/6ojzO+hMYVPBrhGYC2nz2Ee/RQLtjffdgN4nWmWaR/uVK75k5q/HGE+CUFzUIWFoBE/vhfO5xfONx481fz9kfq3Fp84CB5h/j8arnl9+dCmgm/unVZT4BNgWDK04Fc1H7Ghf/v73e1bsCEHD3Alc2ILwrPrxCbfVrdMY1yQbtPoSxLjCjTLLLGyw227BnQiyEqjkSu9RQ85F88PYiFpxctY3iZR0SmZE6xjUGJ1Wq9jCPMGmFuEK2QWhN+SGJuvyf5WAgWHjlhb/jAvj9VVJUjjS1ubg2hClh50dq1efFSXR9e2tuIkVvCSh5orXHg4tcYKpmgS0DTWxmCybmrkLlKsJntZgnFBrDWNbUnXVWkSkixdDyW7FocZUYmQyg1Jq25z0KtRQgb8qp+pEitmbVubgKPKm24UCIx8dEzqbezw2zWwlsmM3yz6pJXdfev/TVYwnhzZeOw+Tcmtmk/vefJY2TmfxJU/+ePdqoZ19dwP33O+bP6i4Ut+ISe1XJwy/4VvS+Z7g7/5hrV8f8QS6NrVsTdXnGdsQLqowkIin0eWjAGLcfN289Sffh417ZsstBsLMwDvkQ9N3LsfFmhj6j/58c0fVb5i9H5sScSPjxiXgxgrjN+c4+o45OEGrjMilOjzmWbO7CApbdDYKMYqjFZLMDCOME3yLEssDY8lciZPi+MyEOemZH6HJ/PBChalkdMYDxjRF9krofhAmuyPnr1yAL8K8waFzFwQc85LBSwp2zIDCEnLtsMf5o1rjSwpkQ+0PF3I7ORwVmCwmZ/wQM85uVgv474qlqC11D5Gm8Cq9vFn7Dl1dV1SI1QtSmMzKeyuRq4aCR1LZdw3NstmeovtVbOsOCtClY7bYSSdWzYgQ6MHKxOeeZBCE+f3/CR62snNxsAVNHuO3Sm5Ki3clBgKWHh2lppfwV/pVALbmJWUMT3uumHnZ6ytTRAbIGbMiwl/bW2n/vkv4dLJeVTqAj/GLma9VfvxWycOM++nXrxrpN3ot/ktXjn6N5xWb34oMH3aUCs99bE1wGT/mw5TolONczNrwJJrJ5vLTVs2yHuDm4+xQXdCfHW8qy3qe/Vd8ye1oCj7PHQbcKolZHDI659N3btRs2blXZuW+0F9fB4Kns9FleMIm7DAgr2YHbhvtrng6A/ffmSOjvlyu6PZgJzSnS9i9G1t1aBoSjLikAHEaDWUzMRYFsphOHmFWBaa3JIYvIBlb1IRZ9CsZE2+XiAc4FcNTnZRG04o0lsGZqncXvjFSqnqLslgTR7gj8L3Yf6AGnbU1Wqy2tqUOglvOTaTs45m667xsXbh423GGtZdjdxFigV4gtL+nMAU9lgzt6VkK/owRILF4dh8i4GlOEoXPEfoiRBYEBvHRNvLWuiJgvUp22KiijDKUSE2OCC/2AqMoBwpwB9c0PzsBFhVlSkcvOw4m/HCJg4X2GIlQAPynQ5WnW3SurnHldNnvv7DwgMLMmSWFQVua6vULdr/7Is/nG0SfRz9DJwWCrzYXFAzbztj0wKtmMmSavCgB6ZFvPK3UOC27zfUPGvvbR/GAp7+e9A0xlo+qY1/v0F6Q8aSB7vt7k+NMUdFN3EaG/Yj3BjccrBO1iZbqqqRY8fdEaBIJl8e4yqsz/znQgbKfuKFz0hN0IPBja/Mb24ePnRNxhggWjEEfs7VLNQ1NmtGv/mk346P4GLUpvcnb9o0evypxne22Z8MQCIPc7iqhEz5rT7GieQ4A+aWXuyeQjwkTphGKziY+4eA8ifsafCKrcguns9yImIrltUpx2Uer/dPKgnQJKjygBt7yj3O4JVjHROMYVpn4EFWbu9cq1dIkGWChVUqSV9gtNMGMKgvHDBHZMKqPGgh4GRO6aZG7t0BkGbqkYFmCUZ5AfcsdaNDQ4RmmcUzRpvA8sXZLkN7t6KH127Mq2IJf7bMjoPmpylzQ34FtrZrd6qF1Xjo0tkJAI2MCAwQ8rVYK5y0ipf2fwSBi+URJGZtMTC3vVVn++nd2bf/sJsmFX3w/fadQLQMFhjaQJ1tg4v983Sndn0OQTcM8W9X/oDfZAzjhHRD6tOh/MJxEp+gV5YMhTjb5+/92K7+N1izcg1G+HpZpe3rrTb5ek+OhszYRx+ZRKI7VZMHTD942GOTMW7Luebvz/2AV/wQVFg2bfSc2/i91elcbdqvj30Na8lLxk0bzBR/DW/9qvZjH1iCjfgRaz4Opuk7BmAGw28MZszJoq8iB7e/BH7l23YYWsQcSgvdh29vUZgEzUCcBUnFthNcyASXWnijajuQxmC2zYBog/imfbu7pSCFJ7mg+cVotLsTRlzuEJmERKfGMI+oXifqJazo47q7R9Sw40JaWjK252LkFEkttAR1oZF7d0ikmIxsTZUufQszL9cVsAQrFZZBH65ixgW4A403THkTr71CsL87arVG3Z1eXBtWULIlj5LEO3VsWV31/DR9G0eEMyvq+4r1IR5dMz6c/zo8IQdHjVVO2jAJzmscJvGkgAGBoydu/uD0518ArYLcba2tcHHmy68mbi6AIPBp3/W7OyJvwdDfZN2Vqmm/rfhNHrfyIYh2ft7LRpEX1SX4Tf7JludgNbcl69df7mhRh9ncDeQ6NNtu/tmTny9I/3zmLHx1ddzTwZMg5pH9MRM+j5qwB9eJ4ZYJKuwNf3h6zEC8tToa9c/WfHSK+T0a+ufJAxRhreWLv8oy3pD6zk847wb85F5v9s/vPznSfPiTE1uY96SoYYrIHnuJFmMcPYoSCuIc8x83rkK04qSCWKFDAXFWJRSvVc577WGAluQoWII1zvHyeml8XVsxm+Vls7JjL6Eb+dkuxQWlHQAwuPs2G6yI7mID7yportcLS3Km52B43ztispZpFGqhVMEuNHIYD6VcXPlF3ZkVvBQWu8DoqM0lFPF2aTnZpUmhMEf2fbDc1mWHi11diGo5qzZowPDBWXZOzsa1xgSt1XAQpIlidvCS87JnOJID+8YFUOm9G/PPfLH36EdF4OACbm+8bZTrtRsw6cmJrzwqvFfabqoB0zJCHhvOgBeTC07bsQYz75DfRb5yN2OnGuel19qlYUUZAU//PSJ92g1nvmjWb2jed+6GGYvGb3qSW4l9fUYBUw+/IYCrpMc31MAqrN9DQXNhMFSk55c/HHx734IvWL+7R2/JClISMCzB/qqgddyCu3XS7GH803f94Y7medM+v3d+812/u8uhYZzn63GnmYkJDCe2zgVHyxOuTaKBR3rDjU+Y79QZYWkGLjkBS5mgJZkPBSX6fA1fsg1K25TN1m40SzHc6DcEx4OKgyrRcGoebmcpThJb3F7r7jZwSVyXf9uvl8ivbU4GcJdL8+yIXWrkHaRYxtCUWmU02t9DhCqgq/vuNNCsnXR4mG0J3Gm1Pmv7rGJQl83X6ZidbU2odsO4ICn+1olDbDcKol6LOyCso3rwPbDsxKIP+g8d0v+moXABt04rM3kiLIh+KjCZvYjTlsOK6dSn0ZzKGI98dOPdP5JjDg5Z8RlEiDEkDOsH668b8XoFN+1KUQJ+8wF6GpeH+EleDn8Hj3565bR649QD5VPr90/LTRgBxIqRh2vy90+r+2ziA/x+5KNTjhpjHGR4w9jfTYXQ+g8irHb6+E2eaDTGlChfIho8ev4HMXXl9xv3x2x5bnT74qEobnqA4dfLS/U6ir0JJQyjEEvZx5BysErQAS3TZLxCZY5vs7Cs3aAlWbEEq9AFkaQxFzc7YhKTmFFF/7jgpdrepZa4ZE6wrsoFVV6dyv3v2q0XNAzHdkT3r1/nJUQTpmrK1fFGri68wxQLJKuHDmfpZsr8gtJwS5TiPTPo53OU/VcRWaC3OHlvUUmianYMMWP00KvzY62NTjNxMq4Tl4QhGkIgvkhuWxa+tweKf6xyHIHWA3Nx/rUKa4Fx4UE0gEO2Xi58/wUE8AAHauu9m9aBfRguPEBcGxF9bhrsY7VLmbEbOL3axO2yh89gP78eyrrLsrmeAe6cYArLMC6viDPj2pwwL9GWizNmmIPKXQ8NYkbldgonBeKGR2EJFiPB9LpAvwWvUFVWDVLc0z1OOOeusuzBFPq7YAznw4I8HHFx8TUkxnV0fttnTnbqZc6JsAx3AMV1w68licANQrtlsAAahh9RUOwQ6noj9+7mZjNT34ZLPkhheMRVZEcwBxwL02RuDcZ4cMRWRDHrl/ZC0qqLEnBxV8WdXG2FfgKJ0AXrovg+Zc7HMHTk1KrqFDS/Gt8ch3EEI+OBIII1ey23Ks/U1y3T8I/aCEEwTxcMI6jOKrZ+qPL0xJsBt9/mofzqiWi7g8wxa6F/GXXinp3YgvDsOmFmzI1HOFtHKflEtkonbqDgr5Pa3d+EcRUHjMLBC3AJNkj0RPtwBX4cyssLer36JR8xyjX8AfGwP6Nx2yggIM7UYUgRBwoMVxCJ2VgB8lmWrszLw/B7cEnFfcxE7KBeiuGOE7BqjQChUltEAKq+4baw8Yrxn++6t7ywBK2o643cBYqFRql+TcoKW+QwVw49xQAAEABJREFUoesKAcCyoOaKrjptfgxSGXrafh0CWFaMBz/Va9NiwJRnFRNv29oEOhTyxzOwLKSQnBDK5Wxrsy2FMTFIiq+uDsqvCEFpLUUIdIv3jNGZEPAsBFT9q03upFZ9St07HPIrRrN0B77Z0nKLuGAEoSPZ64MY49odXDxBGPFsqZdFTgiSqyBgZZFcHBaEseXaCd7jJTmolzCicjSE5gHYqF0fm2qIQM+MSQMdzFJTSwOACLwVcUzgRnCWxqOKKQTaPbtAsXbTkSchQAgQAoQAIUAIOEWAKNYpPBTYLQhQJoQAIUAIXJcIEMVel4+dKk0IEAKEACHQ8wgQxfY8xlQCIdBZBCgdIUAIeDQCRLEe/fhIeEKAECAECAH3RYAo1n2fDUlGCBACnUWA0hECboEAUaxbPAYSghAgBAgBQqDvIUAU2/eeKdWIECAECIHOIkDpuhUBothuhZMyIwQIAUKAECAEJASIYiUk6JcQIAQIAUKAEOgsAnbTWVNsM/0RAoQAIUAIEAKEQKcQsCJaa4q1CqZbQoAQIAQIAUKAEOgcAkSxLuBGUQgBQoAQIAQIgY4jQBTbccwoBSFACBAChAAh4AICRLEugERROosApSMECAFC4HpGgCj2en76VHdCgBAgBAiBHkSAKLYHwaWsCYHOIkDpCAFCoC8gQBTbF54i1YEQIAQIAULADREginXDh0IiEQKEQGcRoHSEgDshQBTrTk+DZCEECAFCgBDoQwgQxfahh0lVIQQIAUKgswhQup5AgCi2J1ClPAkBQoAQIAQIAXbNKXZrij/+pWzrMPjbUvwnrKrrcLJOJ6hfMcF/bntiYnWuqVSdrg4lJAQIAUKAEOgBBJxl6QrFArchK6oOmXuQY/ztUBH6q3h021yeQbyBi2PQ4p0NOdWtmoD+VgfmU78i3cBM+VvqefJrcNq2OMPECte3x7HXQBIqghAgBAgBQsAjEXCFYnnF4g1N8l+hlhVqU7Zyf+FkdSt4Ws71qyb6awuZtlDOAi8M8ab01+xQWGhmJQZbjtxoxgKfKweP8ucCLbn27FV0LpTXhEX3bDmUOyFACBAChEAfRcBlilXWf8airDBm+FhmR602nhnibVRSOcnWxenVyK+5M2QvvIhe09S0BtgTr93zIKkIAUKAECAECIFOI9ApirUurXLci5VZYab0xFV2zbjbPjawsKxFan61zqPde25DFlVnwQqNZ8mkLBuuGRMt0kLIREkkjJyyDc9CgMq4jcuukre/tOKL+cjJeelyFFGMdmWmCIQAIUAIEALXMQKdoliulYaGhSpwC0zVZ4VWp0cqqE4KrTdVMhYZ2t0WXoP248fRlAsHGq7TxZ1QW1O0lVmiobkCRVpsMWg7TBKZYbIYsSuymMlqqlC/KjE9UrJyG0Blz5SYW6ok/aoRoDtCgBAgBAgB13cUF/L9SYIeF49aqcFqWTQ4tRypTjthhRU/mb6u7hjQpoxIoRx+dmR//v/ZOx/gKMs7jz/JhYQTYUsjrcLZTFJlTQ6WxtIM5Shjp2OcwADScZkdUsqo3FHtROoRxKsxdxdDTzTWA8ZWNLZXIWnG9UTCgCYdixNb0Fw0sIlJN3LJpIxRL2K6CVLg0qS/3/P+3+y7u1k2YTf57rzvu+/7/Pk9z/N5/3zf58/7vs7KnVojc9EGt/Cf9stUiqoDJ0tUOc9Zu8nSoB06SnAlO6ewpEg1IC3SIqvkZEBv5S680y06DtRP4thmygEmEAABEACBpCMQQy3WzQOfdBkzl7io2lfh9Je71Qql6uVckqeuRflnHe7UXJITZbzgYI1bXdQHHOwavM2VbKdnbZCoBofSt6nFmO4w9E2sgAAIgAAIgIANgagl1hhRHG6QbdY2L3fK5vNjNlqKWU6XEJP39IvxiNFLd1IPsZaLsP/+DqUKbBvI6KwtFl6qrNsGTAYP5BEEQAAEQGBSCEQtsdHmhtpUvW7hdZuqeoU7K53kEqKbVsT917jV7dXuBvSm3bCpyDsAX3DvqyVK9z53uahsDfAvZPXdEhobIAACIAACIMAE4i6xZLSwupU0lVa0KafEW+EU3Jtr1G55vC71tcZZd7nVV0tVCDksy9i0WZN9q2VurQuZKqzBA4a1fl5poHdfhfL2DLmFxXQigLKCAAiAwLgITITECqFoqikj/OII1l2vPmjKrbyJIs7PxcqBzazlpN4Ox6sbqG/YlAub1aLqQJ1bH2PlKqd2bf2RXxmlqJrfkpEvbTrcooaq6dIdCxAAARAAARCwJxCNxMr3HNlpIelTIMSIJNbUoFcj5ZQ0c0urMYdoyJVhQr/CSXqpUYIT5RyqXjKYmsb+Qs6GkvMwUYgO+6qRyLm6iMcq85sxtGZhXlf9qbCUHC0pmhAcUVuXDliAAAiMIQAHEJimBKKR2GmKBsUGARAAARAAgSshAIm9EnqICwIgAAITSQC2k5wAJDbJdyCyDwIgAAIgkKgEILGJumfina/Pjr/12Zu/i8Jq1/+W7/Lp0+M1PU1dn1/S47Hv+wfbLuoOykr/iU6K8vMTnyubyvLSuf5XnvWVl7ds3ukrf/ZMc9+w4h55eSnQVPN++c737t/1/sEWU+qhYg61nXl8ly8oaWGy8MKJgJF/cbGrnrNa/mxP13mzuYunX36//El/s8XRHADrIAACSUQgQbIKiU2QHTHh2ThHEnv8rSiS+fRzb/2gPv1q74dbN7V+zdOmag/7Duza0nHUKkV/7hmiKK/3XNYSuNC0t3npKv8jvxz0NlxsfnPQ+8uPN69/+44nPxrSQtj+nz/78Pq2rXsHvG9eOF4/sOuHrbfvOmsTa6S7/r3vbPn4V/WDpqSF6DvjuZ0t1Lddbv/tQNWDbd8qVyyMtD97at2uge5Lf+mu/3DdpvfbtUwMnej6xycHOud/qeBazQn/IAACIHClBCCxV0pwisZfOK/hnRWd7xScqMv63kIhegL/9MTZC0ZZL5Te57d/S/PF4+WnttZcHhZp393x1cPH8puO5R9+OnNlppgzf+bfGkZCrl0++ljv4XNi0Q9yT72zou2NbM980V9/dm/byJjQF5ufbF6968IY9R05/uzHpy+lrt699NSxZU1v3LrrNjHUQBbIwCeHvcMZd2UfrMj/rwpHRl/gcBs5iuEe/z0PDoo7sn5RPJe3MYMACIBAfAhEL7HKiwmNd0fEJ30hevcUOMb1AoqYElbfdKF/nC4mI9MwUvrc7BsfeXTuPCEuNQy0mAF09XvUqqHZldeH2z7Y2UCKmP5gXcGuu25YmDlrXuashctz9x9b4S2em8ZB7OdLHx59U4hrHTvuzswQIu3aBTu2zRJi5OBBs8Bz9O5f+ja/PJy2OHNXcTpvG3Ogu4c20nIXzqQ/Ia5Z6qIAI6d8ASGGh86LBdexe1pm+gIxMsT63L/vn/vb58/9RcWNs2WEKbbo3lfgsHy6cdzls7HAZ26ynlDyahYx8/Lbl2O+azJufokXIbriJ16+JzBHE3aQp0aTaalPbvlOI698d0QchbbxsXK/mLg3GCvgHA53nSxoR5n8iI/d13tkGCyCCcxIU7TnL5rHwuJ56zKpath7T83A2P7V06+zcmXcdeM92VEdXppV+f/u0HH6/4c5t9JSTtcsnlNAKy2DnbQ0TTl33/LC7puaqnOXZppceXXu11yU7uV31Q7ji20+ar5O+9Y3HEJ8sWC56P5tX3NfoOnlgW4x61tfpwr3B8/1pZf+NHcRx51as7yS5pfxC7jl+1hCq4UUElJhfTK93czOAru7hTdQI9za95UF/3r3fZPMJMb5pZ77wZkxrmbK1SDk/b0SV74FVnkpjYkJlzNpZ2UHyYu5XfHHHA+0R2kKffAkLQhTxvlgdoQ4TdjdfcUHOV2LRITfa1vcdU71Db38+gVfZcUSp30jYQRrwd6F1Wwz3KcFgmNEv03nCYNz86eBOBV19nr8Zbut72+K3mYyh4wt7xebWY2EWDrLEKHML1X+59wFQrTv/eBXPVRhNVsOtPvYZbkrM0KF1RxJW78wpEh2qhE3M/0G8j0/OkhLyzRn+W3Xh2zY/fp92ZuzxfHyloL1b9/2nZbSN1O//oDzfmruFrPWli1Yd35g8/q2rUdSNz+Tu/hl3/0NYt3TrntjuBuwZCYBN/h93XmVPvWoD/j4K1iPjT3ue7t8whSMgqtvcRHC1sJrL3nzKr3bsuR73MSBI71K8fnbVoJSbI7561iKnTgsSSfo3M9zOoNsBV3NWiudde6x8tm4u8xvYkLovJ441iuC8jR5m7173GUdputhyOLz63ToKDBNdW4h3JW0uycvp5OX0kQf5JElVp6Bm9YaX5TLKtlWkmVsTh6L8abE54mg4ylYv/lVTfv5/U3jNTidwned+x7p0/q3V36nhdpjhUgvLc2m5mIdQdrC3OceSBfictUP249bhj6NKCI5Zzb56sFtV/5Q7yvXBjD//MTnA58qsW3DR+Mx1DPYowkyq70Y+WPLZ3+UMdMysx8/RH3MKzqbCkoze7fvvTz7jht3uoZeeZay0flK14U4JC8TuvqLxpfqhNP0lcashS4hfP4xN8f8mSmXM9THHG0t8DXBFIUtUHlZvdxe7YVo5HDVJtJXj9dZ4QvUbLLmQb5g3FNp3AHklFR6hLdin3qPoIbmV51Hg04NnjR/vfV1fuHZYFz7gr+oHbIkDM1Z8agRK2SoZHWc8IM8ssQyuo6yx17j/zEzV6WpDUGZCvaoB6rSSdNInazSo2DPwS20YmmQke0Vsi+E223kijRuMaj30bJBsqBOxu2kxd0wIi0JyS7CkcHJbXmNl9K2apmzJLflomCfelXiYOYbXg6mFoqLU7CnUbaSyUiW1jMlP1dhOfDWSTE6qiSckpIiBE2Cf6Ojf/r9O7xiP4/09w1/0jc8mJG26I55+w/dOqael5pT7PrZHani3OD99/n91Bar2pp1/Xxea/MP8F+k+aMWY/Ty6z2XF2RzR6k1kqrZVscwWx/99Ef9TefSH6hb1nxoWdMby+qK0/pPfOTZ+7ElzvmzZT/sb184r+6h1KoN/kfqL3/aN/DIplNlJ4KfR+JYyTgXUvtQs6nmwbooXM7gm2MpJ3nBlT1ZYFsLWWs2ObXOHdJXJ0dv3OLxuuuCb2elnUlfyHqYuexaDvynO4T7TotYcOY7TnNbuhZICP76lr+uXr2cCcHo8szVDCPo1F/jj6lM2SqsEBN+kEeW2Kxt3so84fWwcugiKg8s0hXjy3GBgNdV7jIUqKPMXbdJaaRq3va9ampqqCvTtEqI7voDHc7KmhLrvbM0aG6fyfNzu9ZrW1z6t+QCAV+Fz62oqfkbc9SqUeO03KF3+31CuBZaU5D5Dlp4PW5RR/Fp4gsEyba5YdxLrcr5qvQGRQza9JeXiRoyQpOvMs9fVhx0axwUfMI3//+zga5/qTjzr/+hq6ya5OjoB4/+xL/z34YDWlVP9TD/qSOKV5w6tsxb4Vw530g/9sAAABAASURBVGi4NYWa+e2K3FJqgO3qf/jgsOaevvQbLJPd9X36IzGaV4j/b1fIOiWPXl5xuHiuuCGDNaDnglLp5Ahd55vpb+E1lA79R576Bt+jWvVCx+psJc9pS9bMJZtD/xMwbIqLv3ni7OFz6Q/vdl7/+09eOZdeWr30Z88semTxyOGaD/sjp5FsIfjuUJ5EfIRbM+8/3SGU7kY+wx0O6zmuh7Va4MqfMizD4fZRi7HY9003nZh6C7MeLbFW5DUhKEshK/eF+71upatSQmF0wRerIDNJsZm11uMU5uswy6cIuuewlmRqV2GtZRUTcpBHlli6pys5GQhQq71QT0X1JFRkcqd+S1i4gZpcXm3Ucm1tMira4BZ+o8+Guzo2raULnxaa/9mgcJcbupu1rYSsN77qFaa2Hb6D7jhQTzVLyzfmhMgpLDQbDPLlBEjC5RlDC0Wk2VE4K3ymSwO3pTgrvHpTEp9swlumVdBlDJuFkcmsknK3UDJpE3YSnGd8ce6SX1d/dvwtElpS2VGuzo7Sir/00T/97m3ySnPMufJszN1cMY/6aC+cly2y0t6X18y7nVb6Bu4p7x2gFXW60LTXN6bjVvUz/rKvu4MqwV0D/92lGBxpPhwgzVuy7kvU9SsuXew/d/GSETrUWkbaF8i577Jeab3Qe4GOFjE//Tpy52mku8b3gOyC3TxffMpN0zO+QomKOQtoOTj8Zw4zhWa6cMjhLSLEKaHcxdNdoTrJT04ZN8oqhRAWuLdFiXOyRFAPn6jkrllqoQ1qv1EtJPtfSHTJVyhZX/KX5dMVUE48nsu9oci2IErfbaWpLcQ2aNJ7TNRBHo3ESnjaF2y8HhJaN9dH+agz7S191K4MPmZR+GiFU2t74SZcs5Sqgdng2P3NDVmiTg5klkeFOvSL4hQ9ypVFebioqk+O+uRcMqbxK8vp0r3tVvx0U2+t+zqX5AlqDbOLENqdU+fyhPadLNeZNy5w1VYH3m4hWeU0R0dpZfDd067a58mLXa58Tst2/uLpObPNhjKydj09hzpuhxrOLl954jbZp1uw8r2tNYNVVT2fmEOGWM+8ewdZG35uS8v91Ef7YPPml0dE5pz719DtwMALW1pWrmq5v/5zGe9yd0tvw5u9TX4W4wH/OVo/0XNZZC7YcJsQ5wP3enwvNPQermldv5PCp3533YJrZLThtvc9ey8vuPvmyuVc2/6Ka9Zs8eeGhkB/X8/R34vZrjmkszLgVFlwUxirYZ3b69F7PWwKV0TnlPAaN8pKsLAWuJHJ5T1Z4t/qcFQs8QW8otiuKqxYS8BlUPu5vNp6TKMko0GXgMUKkaUsri/x0aDWmsK27fPjHlO3FzaIzkQd5FFLrJYfWavTxcNtOgzlfrMfRiRrn7JP97WXvGKslCoJ+Pxc4VDWjSVVNKV1faEMWVQPF6n6LofD2pwbqidfufWm8IbpoLVQTUlBQZJrk6R08YFnB1tO9de//n+HX6MV2syYf308SzF7+aI6Hvpk2Jy93PWbQzduXpqWdmmEOnRpGpqRdvsDNzU989UvG6FCr5G1I7sdt8y4fLx+0HtiOGPh3P0vLVqZQYHTr+N6aOr1182gDSE+P77n7I92nt3VwG3U/Q0f0/pufoPjzNW7XXvvSv+bnsGq8rMP7/28b/7MzbsX/ftyOfyKumB3BoYWznvuB/PSpBWx+KvP353eUN62cv2HDdmZz993g+qu+E6hZRG3JAX1Oo6veCEs6F2wdN+sdP3wN5uFqSNzfElMaOgcvsf2del9rJyY7Ge13o7Li4Db3GUrC643wnG0iZ8nOIXefcVlfo/X1IAXnGDvnjK6UE+PKqyp7HJfW0+TKzrIxy2xQh5/nCOuqHlfCj0Miv2DZ+6/oRvkffsqqOHXNKpND8cGdfHWXbnqqVV/dUfLCgsnt2MHZUbpeAgxIt8SOWgjhDBzvZbHRMiQQeendAu14HJweUL5TbYbqazr19UzvuCYMfcLtEKbYXOw3NVJPaMHnF8JGUr6cqepxTc1p7iAYpndM+ZnPfzMsrZ3lr/7Rn5z04rON5btLQ79jI3FEm+kfvm2xYfeWHFKRjx14O9XXpvKzmLWuqeXn2patksRSzH33gMrKFHzpGVgzu07Ck69o1poO7T04dvmqMJ57Y2PH1vRecA86mfmkh8sbWta2vTGsrbq3CVT5QWK3GbrsDT56meuhGmzMB3tkS1Qz4u5C9ZUF+ywXqNsEpt0Z+7M8lvknytqwjQ6etKzdHUS5MerOtxe+xqREExm6ldhJ/4gV65dYXYztZlQ+6zevtS4hZ82q3yUmu8VyTQ9Lta41XpKj7FaeKebOtvLOpyVRg+uKZAib4bBxi2yx7RwZ6Wzo8yt94Z27yuQ7qJ73xbdkSUtuGacta2ZKqw8UEsd9yvT4kcL5ErohexGNT0qx09Nqc+EyRZj/fwca0cbY0lH5xYP3UaYng0IndbkuVK1dfHB/a7a52ll8lKVKaVec+2s2VwHlVvjWWSEiJiakRHxkDXSCGXB8LWsZcycd62qwhb3pN0oqpYHf6gzl84gfVgTX2L05h+WTKPiEsaCpMIddUoXLG/S2aHd49LJmGetF3KAhJiVi4lLuyAoZ7eiNHT5UlvCgi9E8vlg9SKQEKW40kzIa5fbMvybdr3DoVxXpfVkrsLKAkS5mPiDPOL1ilqo5fhY2eVJ/a3evErfSXVEElUfvR51YCHpsNtXuUTow51CFbGImqqEsB3+Tg2/lJZu0O1zCW43pm7g1kpRTk3BlIjDkV/m8vDg4V7/aZ/uSNmwHDFq6pTDAA9mdsuYcsHi5w1oRVDDmf+KquWT5jIwFZi6YQLKOExuASOxV/Px6gYKZo4nPOIlLRJTCneHaIk3ORsz/27+5Ovr5BQNqYQkULifziZ9tISbj0nlsCcJFEIZXtAollTm6Wecq4xfHKEc7WzS1gLdRW51uMq5CzaLA9LMZ4fPI08Aj6/yao+/lXrJ1wq/UAmowzXkxcSpje1wG2d3Lz+BoD43HHQhcpiCUUmTe+rdU+CQ10BrEzG3Xgi97YEf1vBbnqBN7kKHy/1EH+QRJZYyRwec3gkaCBKnwv0Wr5KiQo6wrTmgyhJtmScS7FAWlDOfA1rSat5fog4SphPDlE71Nh48nFVUTcnoztYjhm2ps3xITg/GK4b4cX7GPj9H1V8Ops7GFUeYs7G/kIMZpii1DdVqlOAykh8mEJh0ApazyThzlTNCHrqFRSXG+Bc6eo0zUcmsjQUh5IlvOjUouHF2KEMlyOmqTTJ7VB5jMk5zI5/kqxdBKamec2WTAiiTHuyqlSheCfNVi8ok977JJl8JjYu2gig4jCn4lFq17mvTKSCPIuuuV8gQwIB+qERgEY3ERjAxad5ICARAAARAAASSiAAkNol2FrIKAiAAAiCQTAQgsXHZW7KpIXHbVeJSRhgBARAAARAYHwFI7Ph4ITQIgAAIgAAIREkAEhslKASblgRQaBAAARC4AgKQ2CuAh6ggAAIgAAIgYE8AEmvPBj4gAAKxEkA8EAABIhCNxMoXf2jvQ6E4mEAABEAABEAABCISiEZiIxpBABAAARAAgbgQgJEpRQASO6V2JwoDAiAAAiCQOATGL7HKe8N5Kd9HSgtTG7L6alBy5El/vXjilBc5AQEQAAEQmIoEErJM45dYLobX/eoGfk0jzfyS/bJ93ezau6fAXeesbCVXObUu8Uf/qTs2gBkEQAAEQAAEpg6B2CTW9DU6/niO/HKH6K2v8wuP6QtuOSUlRVOHFEoCAiAAAiAAAuMiEJvEhkzCf7pDuO/kL+2E9L4CR0QFARAAARAAgeQjEEeJ5cL7unr5DzMIgAAIgAAITHsCcZRY55I89TvP055qwgBARkAABEAABK4egThKbNZaj1PUubdoQ5watxbwMCg59lh3vHolRcogAAIgAAIgMKkE4iixImtbs6/C6fXw8zo0u30u4e/t7fJRgdCATBAwJREBZBUEQAAErpxANBKbVXIyENhfqCZWVB0INJfkqFtCFNJ2tTZymFRWPq8jFyerS4qyFJfmbVl6BKyAAAiAAAiAwHQgEI3ETgcOKCMIgEBcCMAICICAQQASa7DAGgiAAAiAAAjEkQAkNo4wYQoEQAAEYiWAeFORACR2Ku5VlAkEQAAEQCABCEBiE2AnIAsgAAIgAAKxEkjkeJDYRN47yBsIgAAIgEASE4DEJvHOQ9ZBAARAAAQSmUBiS2wik0PeQAAEQAAEQCAsAUhsWDzwBAEQAAEQAIFYCUBiYyWX2PGQOxAAARAAgatOIFhi5+AHAiAAAiAAAiAQE4EgUQ+W2CBvbILANCOA4oIACIBA3AhAYuOGEoZAAARAAARAwEwAEmumgXUQAIFYCSAeCIDAGAKQ2DFI4AACIAACIAAC8SAAiY0HRdgAARAAgVgJIN4UJgCJncI7F0UDARAAARC4mgQgsVeTPtIGARAAARCIlUASxIPEJsFOQhZBAARAAASSkQAkNhn3GvIMAiAAAiCQBAQSVGKTgByyCAIgAAIgAAJhCUBiw+KBJwiAAAiAAAjESgASGyu5BI2HbIEACIDARBHoeTIvJSUl78meiUpggu1eQf57nlpMRU9J+f6xceUREjsuXAgMAiAAAtOSwJmnSF1zHuqkwnc+lENqk5BC28NCuPipELcAZ2zyL92pONap2BDSI8XSK6e0nYouxIHVctMUQDrbLSCxdmTgPs0IoLggAAK2BHqeWl/auenoqP6rr8q/xTZ04nlEyH/uE916yeRKzSqlDKSva2vFoiqrd3fVotrS6KrykFgFJJYgAAIgAAJ2BDrfaxcb3arucKA122vWZPNKcsyx5b/nqR9LfW3bbi1q9va20Y4dVjcbDpBYGzBwBgEQiI4AQk0TArU/DtUAK4TSwSmbT3lRfETlwe7mNltuks176gz7Kl7HZM8uxVHbnDkAbamT6ijEse+rLvynG6T6ZUqKnhYbjTTb5d823plXXqAbi58E6att8JAekNiQWOAIAiAAAiCgE1hVU79RtJdyH2yKtRvySDF10G6sl82ro6PdT+TWrlV1VI8ceqW9dPWL9yoNsLJGeKz4ZnNbdHeV6KQuVRLj1Qc26i3UR/NLc+SAo54/tJLZ1j9QEPqPONnnP0zUzvc6Re6tuWFCRPaCxEZmhBAgAAIgMAEEksrkmhpS0aObKM+1csCPKrTHvLVi09GaNeTOU/aOo1WLOksrjNFC7Bp63njU3AB7pKZW5FaV623R2at2rMoWPa+82Jn7RKXuusq9URyoIevZOzooP1KbQ1sPdrXJvxJMGcDFtWSatYqyouJKAG15TBn7RKGiHFoMidXQ4R8EQAAEQCAsgVUvkq6Njn5QlStqV3NtsqezVeQuNlf0snPzhWjtjLJ2qafGerbo3u/epDsoK9yHatG/tbWKR2zLMflXzViGO2nCn30LlUQNoP3l3rpIW43uHxIbHSeEAgFHq+frAAADEElEQVQQAAEQUAjctP3oE7lSR1kCFbc4LNupYTaEGb0VWso7LWpWhQg1Hicj/2FjrSneKDpfOGS+W+CBTtQcXhW10EJiwyKGJwiAAAiAwBgCnW38gKwQq4o3ic4XXzGpENdrRX6uOtzWRjXH2BOyytjaKQdDmXy51ljrpYZhk1s8VrX8h7clS/fQamWIVvigdr6QWDsycAcBEAABEGACPcrQX24ZVjdXHxAb5VDbVeVVue2lq7WHRHueXF3arnapStWsrVEHGMsnUzm2zSyrjKXrtUHLZ57K4+Syt/+EOl9XGyOHjxSrnaC0EvWI4jD5t8mN6rzqxW7uWr7Z8kIrWUY1QMS/RJPYiBlGABAAARAAgUklwGOL6lnqeJhPSooyhFgd4nTT9o76jXp3ac5DouqDju1Kl+qamqObRO1aJdJqcejoxnC5XlUzenSjOmg5JeXm0nwhuPa6pma0fqNmJCVlbWvVYnbnvlvq8w05olg3oqT8/WPh8i+zpOdfiUHazUmzF7cMdz+Raw5Axee+2xf1MVgczm6GxNqRgTsIgAAIgIBGgKSOukG1SdVXxdPipemr9FKHF3EscicRpSV7sOaNam9QYgdlpgAcVJlrXlyliliQ/R3sLi2Mff8DK6IS3VgqWmgxMmrkn24RjKD6miVvSlq6H61EP5IZEqvs2uRfogQgAAIgAAIJRgASm2A7BNkBARAAARCYKgQgsVNlT6IcsRJAPBAAARCYIAKQ2AkCC7MgAAIgAALTnQAkdrofASg/CMRKAPFAAAQiEIDERgAEbxAAARAAARCIjQAkNjZuiAUCIAACsRJAvGlDABI7bXY1CgoCIAACIDC5BCCxk8sbqYEACIAACMRKIOniQWKTbpchwyAAAiAAAslBABKbHPsJuQQBEAABEEg6AgkjsUlHDhkGARAAARAAgbAEILFh8cATBEAABEAABGIlAImNlVzCxENGQAAEQAAEEpMAJDYx9wtyBQIgAAIgkPQEILFJvwtRgFgJIB4IgAAITCwBSOzE8oV1EAABEACBaUvgrwAAAP//LffxbAAAAAZJREFUAwDKm6+CdP1wNwAAAABJRU5ErkJggg==\" alt=\"\"/>Since Buckingham recommended making additional P/E calculations using estimates as far out as 2028, we did this using calendar-year estimates from analysts polled by FactSet. But estimates for 2028 weren't available for every company. So the "further forward P/E" column uses Monday's closing prices and consensus estimates for calendar 2028 for all of the companies except Bank OZK <a href=\"https://laohu8.com/S/OZK\">$(OZK)$</a>, Meritage Homes (MTH) and PNC Financial Services <a href=\"https://laohu8.com/S/PNC\">$(PNC)$</a>, for which 2027 EPS estimates have been used.</p><h2 id=\"id_1428648024\">How 'the buzz' can hurt investors and traders</h2><p>The recent action for bitcoin (BTCUSD), with a 32% decline from the 2025 intraday high of $125,482 through Monday's last quoted price of $85,468, provides an example of how a high concentration in an asset can backfire. As recently as Oct. 6, bitcoin's price was up 35% for 2025. Through Monday, the price was down 9% year to date. Bitcoin prices for this article were provided by CoinDesk.</p><p>Strategy Inc. (MSTR) is the best-known among the companies whose main business strategies have been raising money to buy and hold bitcoin. As of June 30, the company reported bitcoin holdings that made up 99.4% of its total assets. So it is fair to say that the book value of Strategy is the market value of its bitcoin.</p><p>This is how investors and traders in the stock market valued Strategy, relative to its bitcoin holdings, based on the last-quoted bitcoin prices and the market capitalization of the company's common stock at the close on these days:</p><p>-- On July 31, when the company reported its second-quarter results, Strategy said it had expanded its holdings, "into July," to 628,791 bitcoins. As of July 31, those bitcoins were worth $73.4 billion. Strategy's market cap that day was $113.9 billion. The stock was trading at a 55% premium to the value of the company's bitcoin.</p><p>-- On Oct. 30, when Strategy reported its third-quarter results, the company specifically said it held 640,808 bitcoins as of Oct. 26. Strategy's bitcoins were worth $72.8 billion that day, and the company's market cap was $83 billion. So the stock was trading at a 14% premium to the company's bitcoin.</p><p>-- On Monday, Strategy lowered its operating guidance because of bitcoin's price decline and announced it had set aside a $1.4 billion reserve in dollars to cover its next 21 months of dividend payments. The company also said it had increased its holdings to 650,000 bitcoins. At the end of the day, Strategy's bitcoins were worth $55.6 billion and the company's market cap was $49.3 billion. So the stock closed at an 11% discount to the value of the company's bitcoin.</p><p>So Strategy's stock has traded as a leveraged bet on bitcoin. And some investors or traders have juiced the bets even further with leveraged exchange-traded funds. For example, the T-Rex 2X Long MSTR Daily Target ETF MSTU was down 7.1%, while Strategy's stock declined 3.3%. This type of leveraged ETF is designed to double the performance of the underlying stock on one day only. A leveraged ETF of this type, or a reverse leveraged ETF (designed to move in the opposite direction of the underlying stock's price) is meant to be an intraday trading tool. But that hasn't stopped some investors from loading up and staying in for longer periods. Year to date through Monday, MSTU was down 85.2%, while Strategy's stock was down 40.8% for 2025.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>17 Dividend-Stock Bargains From A Value Manager With A Stellar Track Record</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\n17 Dividend-Stock Bargains From A Value Manager With A Stellar Track Record\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/150f88aa4d182df19190059f4a365e99);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Dow Jones </p>\n<p class=\"h-time\">2025-12-03 13:22</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.</p><p>John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated "buy" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.</p><p>The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.</p><p>'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Prudent Speculator</p><p>Recent market events underline the case for diversification. To illustrate that point, we looked at this year's action for bitcoin (BTCUSD) and <a href=\"https://laohu8.com/S/MSTR\">Strategy</a> Inc. (MSTR). That section is at the end of this article and summarizes how investors and traders poured gasoline onto a specific asset.</p><h2 id=\"id_3328003425\">Buckingham's dividend stocks</h2><p>The Prudent Speculator is an investment newsletter that has been published monthly since 1977. Buckingham and his team run four value-stock portfolios. The flagship Prudent Speculator Portfolio has the highest ranking among newsletter portfolios tracked by the Hulbert Financial Digest for 30 years through Oct. 31.</p><p>Here is a summary of how the Prudent Speculator Portfolio has performed through Oct. 31, compared with returns for the Russell 3000 Value Index XX:RAV and the S&P 500 SPX. Returns include reinvested dividends and are net of fees paid by Kovitz clients whose money is managed per the Prudent Speculator's strategy.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/972c9a1477df5308c641bd3c7548659c\" tg-width=\"633\" tg-height=\"276\"/></p><p>Value stocks are generally considered to be those of mature companies that trade at relatively low prices relative to earnings, sales or book value. Growth stocks tend to be more expensive, for companies that are expected to increase sales and profits more quickly than those in the value camp.</p><p>During a bull market led by the technology sector, it might be a surprise to see a value-oriented strategy outperforming the S&P 500 over the past year. Buckingham told MarketWatch this was in part a result of having a good level of AI exposure, even though "deep value" stocks made up most of the portfolios managed by his team.</p><p>He said that the TPS team tends to hold more tech stocks than other value managers and to have "lower exposure to financials than a typical value manager." He and his colleagues aim to hold stocks for at least three years and stick with long-term successes. These can include growth stocks selected when the Prudent Speculator team believes they are undervalued by the market. Long-term holdings include Apple Inc. <a href=\"https://laohu8.com/S/AAPL\">$(AAPL)$</a>, Broadcom Inc. <a href=\"https://laohu8.com/S/AVGO\">$(AVGO)$</a> and Alphabet Inc. <a href=\"https://laohu8.com/S/GOOGL\">$(GOOGL)$</a>.</p><p>Alphabet was actually added to the Russell 1000 Value Index RLV on June 30. The stock returned 78.8% from that date through Monday. Buckingham said that Alphabet "qualified as growth at a reasonable price" when he started to buy the stock in 2018, when its forward price-to-earnings ratio was 25. That was not a low valuation, however, "if you did a cash-adjusted P/E, the business was being valued at a lower multiple," he said. Alphabet's forward P/E, based on Monday's closing price and the consensus 12-month earnings-per-share estimate among analysts polled by LSEG, is 28.2.</p><p>"We planted our seeds, we watered the crops and some we trimmed. The challenge for most investors is to wait for that reward," Buckingham said. Regardless of an investor's long-term strategy, it is important not to panic and sell during broad stock-market declines, he added, saying: "Your reward can come when you least expect it." In other words, if you move money to the sidelines during a broad market decline, you are likely to return well after a recovery has started and hurt your overall long-term performance.</p><p>"It is great to be a stock picker," Buckingham said, in part because of an elevated level of volatility for individual stocks. He cited the group of megacap tech stocks known as the Magnificent Seven: "The amount of 20% declines in individual stocks is massive. It is as if twice a year you have bear markets for these stocks," he said, referring to declines of 20% or more. "This is something people need to understand. You have to be wired properly."</p><p>Buckingham said three stocks that TPS had recently added to portfolios and that had suffered significant declines were Adobe Inc. <a href=\"https://laohu8.com/S/ADBE\">$(ADBE)$</a>, <a href=\"https://laohu8.com/S/CRM\">Salesforce</a> Inc. (CRM) and Accenture PLC <a href=\"https://laohu8.com/S/ACN\">$(ACN)$</a>.</p><p>The Prudent Speculator team monitors about 2,800 liquid stocks of companies that are publicly traded in the U.S. These can include secondary listings of non-U.S. companies. They score stocks by a variety of metrics to identify those that trade at relatively inexpensive price multiples to sales, earnings, free cash flow, book value or by total enterprise value to operating earnings.</p><p>The TPS team sets three-to-five-year price targets based on their qualitative assessments and expectations for the companies' long-term prospects. This is in contrast to analysts who work for brokerage firms and usually set 12-month targets.</p><p>There are typically 120 companies that are rated "buy" through the team's ongoing analysis, across the four portfolios. Positions will be trimmed as stocks move closer to the target prices.</p><p>Buckingham shared a list of 30 stocks that he recommends with dividend yields that are at least twice as high as the S&P 500's weighted dividend yield, which is 1.15%, according to FactSet.</p><p>Then we narrowed the list to 17 stocks with forward P/E multiples that were less than half the S&P 500's, which is currently 22, according to LSEG. In light of his team's three-to-five-year outlook, Buckingham suggested that we also look at prices relative to consensus EPS estimates for 2027 or 2028.</p><p>Here are the 17 dividend stocks sorted by forward P/E, based on Monday's closing prices and consensus EPS estimates for the next 12 months among analysts polled by LSEG:</p><p><img 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\" alt=\"\"/>Since Buckingham recommended making additional P/E calculations using estimates as far out as 2028, we did this using calendar-year estimates from analysts polled by FactSet. But estimates for 2028 weren't available for every company. So the "further forward P/E" column uses Monday's closing prices and consensus estimates for calendar 2028 for all of the companies except Bank OZK <a href=\"https://laohu8.com/S/OZK\">$(OZK)$</a>, Meritage Homes (MTH) and PNC Financial Services <a href=\"https://laohu8.com/S/PNC\">$(PNC)$</a>, for which 2027 EPS estimates have been used.</p><h2 id=\"id_1428648024\">How 'the buzz' can hurt investors and traders</h2><p>The recent action for bitcoin (BTCUSD), with a 32% decline from the 2025 intraday high of $125,482 through Monday's last quoted price of $85,468, provides an example of how a high concentration in an asset can backfire. As recently as Oct. 6, bitcoin's price was up 35% for 2025. Through Monday, the price was down 9% year to date. Bitcoin prices for this article were provided by CoinDesk.</p><p>Strategy Inc. (MSTR) is the best-known among the companies whose main business strategies have been raising money to buy and hold bitcoin. As of June 30, the company reported bitcoin holdings that made up 99.4% of its total assets. So it is fair to say that the book value of Strategy is the market value of its bitcoin.</p><p>This is how investors and traders in the stock market valued Strategy, relative to its bitcoin holdings, based on the last-quoted bitcoin prices and the market capitalization of the company's common stock at the close on these days:</p><p>-- On July 31, when the company reported its second-quarter results, Strategy said it had expanded its holdings, "into July," to 628,791 bitcoins. As of July 31, those bitcoins were worth $73.4 billion. Strategy's market cap that day was $113.9 billion. The stock was trading at a 55% premium to the value of the company's bitcoin.</p><p>-- On Oct. 30, when Strategy reported its third-quarter results, the company specifically said it held 640,808 bitcoins as of Oct. 26. Strategy's bitcoins were worth $72.8 billion that day, and the company's market cap was $83 billion. So the stock was trading at a 14% premium to the company's bitcoin.</p><p>-- On Monday, Strategy lowered its operating guidance because of bitcoin's price decline and announced it had set aside a $1.4 billion reserve in dollars to cover its next 21 months of dividend payments. The company also said it had increased its holdings to 650,000 bitcoins. At the end of the day, Strategy's bitcoins were worth $55.6 billion and the company's market cap was $49.3 billion. So the stock closed at an 11% discount to the value of the company's bitcoin.</p><p>So Strategy's stock has traded as a leveraged bet on bitcoin. And some investors or traders have juiced the bets even further with leveraged exchange-traded funds. For example, the T-Rex 2X Long MSTR Daily Target ETF MSTU was down 7.1%, while Strategy's stock declined 3.3%. This type of leveraged ETF is designed to double the performance of the underlying stock on one day only. A leveraged ETF of this type, or a reverse leveraged ETF (designed to move in the opposite direction of the underlying stock's price) is meant to be an intraday trading tool. But that hasn't stopped some investors from loading up and staying in for longer periods. Year to date through Monday, MSTU was down 85.2%, while Strategy's stock was down 40.8% for 2025.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU0466842654.USD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"A\" (USD) ACC","LU1043141396.HKD":"NINETY ONE GSF GLOBAL FRANCHISE \"A\" (HKD) ACC","LU2860962120.EUR":"CPR INVEST - ARTIFICIAL INTELLIGENCE \"A2\" (EUR) ACC A","CMCSA":"康卡斯特","LU0672654240.SGD":"FTIF - Franklin US Opportunities A Acc SGD-H1","LU1267930573.SGD":"TEMPLETON GLOBAL \"AA\" (SGD) ACC A","LU0820562030.AUD":"ALLIANZ INCOME AND GROWTH \"AMH2\" (AUDHDG) H2 INC","LU2168564149.EUR":"AZ ALLOCATION - TREND \"BAZ\" (EUR) ACC","BK4574":"无人驾驶","CIVI":"Civitas Resources","LU0109392836.USD":"富兰克林科技股A","LU0234572021.USD":"高盛美国核心股票组合Acc","LU0354030438.USD":"富国美国大盘成长基金Cl A Acc","LU2191332357.HKD":"SCHRODER ISF SUSTAINABLE MULTI-ASSET INCOME \"A\" (HKDHDG) INC","SG9999014914.USD":"UNITED GLOBAL QUALITY GROWTH (USDHDG) INC","LU0251131958.USD":"FIDELITY AMERICA \"A\" (USD) ACC","LU1974910355.USD":"Allianz Thematica Cl AMg DIS USD","OZK":"欧扎克银行","LU0784383803.USD":"BGF GLOBAL MULTI-ASSET INCOME FUND \"A\" (USD) INC A","LU0251142724.SGD":"Fidelity America A-SGD","LU2272731600.USD":"Allianz Global Intelligent Cities AM Dis USD","LU0994945656.USD":"NINETY ONE GSF GLOBAL FRANCHISE \"A\" (USD) INC 2","LU2023250330.USD":"ALLIANZ INCOME AND GROWTH \"AMG\" (USD) INC","LU0354030511.USD":"ALLSPRING U.S. LARGE CAP GROWTH \"I\" (USD) ACC","SG9999015945.SGD":"LionGlobal Disruptive Innovation Fund A SGD","LU0545562505.USD":"NINETY ONE GSF GLOBAL QUALITY DIVIDEND GROWTH \"A\" (USD) INC","BK4571":"数字音乐概念","OMC":"宏盟集团","LU2430703095.HKD":"WELLINGTON MULTI-ASSET HIGH INCOME \"AM4\" (HKD) INC","LU1037948541.HKD":"AB LOW VOLATILITY EQUITY PORTFOLIO \"A\" (HKD) ACC","IE00B19Z9Z06.USD":"Legg Mason ClearBridge - US Aggressive Growth A Acc USD","SGXZ81514606.USD":"大华环球创新基金A Acc USD","LU0061475181.USD":"THREADNEEDLE (LUX) AMERICAN \"AU\" (USD) ACC","LU0553294199.USD":"BGF GLOBAL EQUITY INCOME \"A5G\" (USD) INC","PRU":"保德信金融","LU1712237335.SGD":"Natixis Mirova Global Sustainable Equity H-R-NPF/A SGD","LU1267930490.SGD":"TEMPLETON GLOBAL EQUITY INCOME \"AS\" (SGD) INC A","LU0306806265.USD":"SCHRODER ISF GLOBAL DIVIDEND MAXIMISER \"A\" ACC","LU1366192091.USD":"ALLIANZ US EQUITY PLUS \"AM\" (USD) INC","BK4566":"资本集团","LU2756315664.SGD":"ALLIANZ INCOME AND GROWTH \"AMI\" (SGDHDG) INC","LU1814569148.SGD":"WELLINGTON GLOBAL QUALITY GROWTH \"D\" (SGDHDG) ACC"},"source_url":"https://dowjonesnews.com/newdjn/logon.aspx?AL=N","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2588546050","content_text":"The financial media's coverage of markets and investing centers on trends, such as artificial intelligence or ways to ride the wave of asset- or commodity-price increases. But investors should also be reminded about how important it is to have a diversified portfolio.John Buckingham, a value-oriented portfolio manager and the editor of the Prudent Speculator newsletter, shared a list of 30 dividend stocks rated \"buy\" by his team. We pared this list further to the group of 17 stocks listed below, which trade at very low multiples to expected earnings per share when compared with the S&P 500 SPX as a whole.The Prudent Speculator is published by Kovitz Investment Group of Chicago. Kovitz has about $31 billion in assets under management, with about $1.2 billion managed by Buckingham's team.'The challenge for most investors is to wait for that reward.'John Buckingham, editor of the Prudent SpeculatorRecent market events underline the case for diversification. To illustrate that point, we looked at this year's action for bitcoin (BTCUSD) and Strategy Inc. (MSTR). That section is at the end of this article and summarizes how investors and traders poured gasoline onto a specific asset.Buckingham's dividend stocksThe Prudent Speculator is an investment newsletter that has been published monthly since 1977. Buckingham and his team run four value-stock portfolios. The flagship Prudent Speculator Portfolio has the highest ranking among newsletter portfolios tracked by the Hulbert Financial Digest for 30 years through Oct. 31.Here is a summary of how the Prudent Speculator Portfolio has performed through Oct. 31, compared with returns for the Russell 3000 Value Index XX:RAV and the S&P 500 SPX. Returns include reinvested dividends and are net of fees paid by Kovitz clients whose money is managed per the Prudent Speculator's strategy.Value stocks are generally considered to be those of mature companies that trade at relatively low prices relative to earnings, sales or book value. Growth stocks tend to be more expensive, for companies that are expected to increase sales and profits more quickly than those in the value camp.During a bull market led by the technology sector, it might be a surprise to see a value-oriented strategy outperforming the S&P 500 over the past year. Buckingham told MarketWatch this was in part a result of having a good level of AI exposure, even though \"deep value\" stocks made up most of the portfolios managed by his team.He said that the TPS team tends to hold more tech stocks than other value managers and to have \"lower exposure to financials than a typical value manager.\" He and his colleagues aim to hold stocks for at least three years and stick with long-term successes. These can include growth stocks selected when the Prudent Speculator team believes they are undervalued by the market. Long-term holdings include Apple Inc. $(AAPL)$, Broadcom Inc. $(AVGO)$ and Alphabet Inc. $(GOOGL)$.Alphabet was actually added to the Russell 1000 Value Index RLV on June 30. The stock returned 78.8% from that date through Monday. Buckingham said that Alphabet \"qualified as growth at a reasonable price\" when he started to buy the stock in 2018, when its forward price-to-earnings ratio was 25. That was not a low valuation, however, \"if you did a cash-adjusted P/E, the business was being valued at a lower multiple,\" he said. Alphabet's forward P/E, based on Monday's closing price and the consensus 12-month earnings-per-share estimate among analysts polled by LSEG, is 28.2.\"We planted our seeds, we watered the crops and some we trimmed. The challenge for most investors is to wait for that reward,\" Buckingham said. Regardless of an investor's long-term strategy, it is important not to panic and sell during broad stock-market declines, he added, saying: \"Your reward can come when you least expect it.\" In other words, if you move money to the sidelines during a broad market decline, you are likely to return well after a recovery has started and hurt your overall long-term performance.\"It is great to be a stock picker,\" Buckingham said, in part because of an elevated level of volatility for individual stocks. He cited the group of megacap tech stocks known as the Magnificent Seven: \"The amount of 20% declines in individual stocks is massive. It is as if twice a year you have bear markets for these stocks,\" he said, referring to declines of 20% or more. \"This is something people need to understand. You have to be wired properly.\"Buckingham said three stocks that TPS had recently added to portfolios and that had suffered significant declines were Adobe Inc. $(ADBE)$, Salesforce Inc. (CRM) and Accenture PLC $(ACN)$.The Prudent Speculator team monitors about 2,800 liquid stocks of companies that are publicly traded in the U.S. These can include secondary listings of non-U.S. companies. They score stocks by a variety of metrics to identify those that trade at relatively inexpensive price multiples to sales, earnings, free cash flow, book value or by total enterprise value to operating earnings.The TPS team sets three-to-five-year price targets based on their qualitative assessments and expectations for the companies' long-term prospects. This is in contrast to analysts who work for brokerage firms and usually set 12-month targets.There are typically 120 companies that are rated \"buy\" through the team's ongoing analysis, across the four portfolios. Positions will be trimmed as stocks move closer to the target prices.Buckingham shared a list of 30 stocks that he recommends with dividend yields that are at least twice as high as the S&P 500's weighted dividend yield, which is 1.15%, according to FactSet.Then we narrowed the list to 17 stocks with forward P/E multiples that were less than half the S&P 500's, which is currently 22, according to LSEG. In light of his team's three-to-five-year outlook, Buckingham suggested that we also look at prices relative to consensus EPS estimates for 2027 or 2028.Here are the 17 dividend stocks sorted by forward P/E, based on Monday's closing prices and consensus EPS estimates for the next 12 months among analysts polled by LSEG:Since Buckingham recommended making additional P/E calculations using estimates as far out as 2028, we did this using calendar-year estimates from analysts polled by FactSet. But estimates for 2028 weren't available for every company. So the \"further forward P/E\" column uses Monday's closing prices and consensus estimates for calendar 2028 for all of the companies except Bank OZK $(OZK)$, Meritage Homes (MTH) and PNC Financial Services $(PNC)$, for which 2027 EPS estimates have been used.How 'the buzz' can hurt investors and tradersThe recent action for bitcoin (BTCUSD), with a 32% decline from the 2025 intraday high of $125,482 through Monday's last quoted price of $85,468, provides an example of how a high concentration in an asset can backfire. As recently as Oct. 6, bitcoin's price was up 35% for 2025. Through Monday, the price was down 9% year to date. Bitcoin prices for this article were provided by CoinDesk.Strategy Inc. (MSTR) is the best-known among the companies whose main business strategies have been raising money to buy and hold bitcoin. As of June 30, the company reported bitcoin holdings that made up 99.4% of its total assets. So it is fair to say that the book value of Strategy is the market value of its bitcoin.This is how investors and traders in the stock market valued Strategy, relative to its bitcoin holdings, based on the last-quoted bitcoin prices and the market capitalization of the company's common stock at the close on these days:-- On July 31, when the company reported its second-quarter results, Strategy said it had expanded its holdings, \"into July,\" to 628,791 bitcoins. As of July 31, those bitcoins were worth $73.4 billion. Strategy's market cap that day was $113.9 billion. The stock was trading at a 55% premium to the value of the company's bitcoin.-- On Oct. 30, when Strategy reported its third-quarter results, the company specifically said it held 640,808 bitcoins as of Oct. 26. Strategy's bitcoins were worth $72.8 billion that day, and the company's market cap was $83 billion. So the stock was trading at a 14% premium to the company's bitcoin.-- On Monday, Strategy lowered its operating guidance because of bitcoin's price decline and announced it had set aside a $1.4 billion reserve in dollars to cover its next 21 months of dividend payments. The company also said it had increased its holdings to 650,000 bitcoins. At the end of the day, Strategy's bitcoins were worth $55.6 billion and the company's market cap was $49.3 billion. So the stock closed at an 11% discount to the value of the company's bitcoin.So Strategy's stock has traded as a leveraged bet on bitcoin. And some investors or traders have juiced the bets even further with leveraged exchange-traded funds. For example, the T-Rex 2X Long MSTR Daily Target ETF MSTU was down 7.1%, while Strategy's stock declined 3.3%. This type of leveraged ETF is designed to double the performance of the underlying stock on one day only. A leveraged ETF of this type, or a reverse leveraged ETF (designed to move in the opposite direction of the underlying stock's price) is meant to be an intraday trading tool. But that hasn't stopped some investors from loading up and staying in for longer periods. Year to date through Monday, MSTU was down 85.2%, while Strategy's stock was down 40.8% for 2025.","news_type":1,"symbols_score_info":{"OMC":2,"OZK":2,"CIVI":2,"PRU":2,"CMCSA":2}},"isVote":1,"tweetType":1,"viewCount":189,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0}],"lives":[]}