You can develop your strategies by simply dragging and dropping. Additionally, if you want to get signals from your mentor traders, simply follow them and get signals shared by them. In short, Kryll.io is a complete package that helps you automate your trading and expand your portfolio. This cryptocurrency auto trading platform is based on the cloud and is extensively used to automate different trading strategies across multiple exchanges.

Coinrule makes it easy for regular investors to automate their crypto portfolio management. For more than five years, 3Commas has been iterating and improving its core https://becketttizi250.weebly.com/blog/9-best-crypto-trading-bots-f... proposition, making it one of the leading automated cryptocurrency trading services in the market. It offers most of the features pro traders seek in a trading platform and little else. According to its founders, 3Commas was created to help solve the problem of trading cryptocurrency across multiple digital platforms. The service enables users to manage trades and portfolios on more than 18 supported exchanges and more than 2,000 crypto trading pairs.

You’ll also see various details about the expected profitability of each arbitrage portfolio to help inform your decision. Each funding rate arbitrage portfolio has both a spot pair and an equivalent perpetual swap contract. You’ll also see important information about each arbitrage portfolio here, including its three-day expected revenue , expected APY and the three-day cumulative funding rate. Similarly, longing an asset in the spot market and shorting with a perpetual swap provides an opportunity to profit via funding rate payments.

To refine a specific trading strategy, users can configure confirming indicators to activate buy and sell orders exclusively when pre-determined conditions are met. For example, traders can configure their bot to execute a buy order when the Relative Strength Index crosses below the 30 zone and execute a sell order whenever it crosses above 70. While many of the pre-programmed crypto trading strategies can be obtained for free, some come at either a monthly or one-time-fee cost. Alternatively, depending on the exchange used, traders can also instruct their bot to engage in short selling.

From Zero To Hero: Illinois Local Builds His Own Tech Marketing

Last under the Free plan you get an option for one speciality crypto trading bots for the exchange of your choosing. Meanwhile, 3Commas is more of a closed-ended platform IMO, https://bitqs.review/ they do have copy trading. Thus such in terms are not as appealing for the signal providers. Hence this is why you might not see many using this solution independently.

They can even help you create a customized strategy, and it’s only going to cost you $15 a month. They support a multitude of exchanges, including of course Binance. When it comes to finding a decent crypto trading bot, Trality might just become your new trading reality. Due to the sheer scope of strategies provided to various users, Botsfolio has 5 bots available for diverging approaches to crypto trading. Apart from this flight into creativity and design, Haasonline also offers the basic, pre-set crypto trade bots for arbitrage and market-making that we’ve come to know and cherish. More than just a market-making and exchange tool for experienced and inexperienced alike, Cryptohopper is a place akin to a social media platform, just for crypto trading.

Furthermore, if you like having complete control over your trading bots, Quadency or HaasOnline can be a perfect choice. However, you should only use HaasOnline when you have a basic idea of using HassScript, their coding language, to configure the automated bot. The platform is also equipped with a quick and competent backtesting tool to help fine-tune the parameters and validate your ideas. Once the bot is ready, it can be set up to live-trade crypto on popular exchanges like Binance app, Coinbase Pro, Kraken, and Bitpanda.

It’s important to remember to set your trading parameter as this helps to determine your risk appetite. Remember that you only need a minimum of $250 to start trading with Bitcoin Bot, but veteran investors can load as much equity as they please. I have already tried several different settings on multiple bitqs.review bots over the last few months. In order not to get bagged up you have to keep only a small amount in Profit Trailer trading at any given time. Which means, if you can get it to profit, those profits are very small. And you could just buy and hodl BTC instead and come out ahead without Profit Trailer.

  • To sum up, 3Commas is a platform that can provide you with great crypto trading bots you seek for profitable trading.
  • The rational part of you is confident that a bear market is in the making, and thus – you should exit your position.
  • One of the main rules to success in trading is the ability to trust the data and the plan, mainly during periods of loss.
  • The interface allows you to set the conditions for your trades easily.
  • In essence, the 3commas bot, regardless of its type, opens and closes trades automatically.

The major advantage of joining crypto signal group is that the expert traders dedicate their time in analyzing the trading charts to identify the profitable trades. This will free up your time as you will not watch the charts continuously now as it will be done for you by crypto signals. So, get ready to grow your money passively by joining a reliable and consistent crypto signal group. The Gekko bot allows you to backtest and engage in paper trading so you can test strategies against real-time market happenings and historical data analyses. It also provides more plugins that allow for a more feature-rich experience, but as we mentioned before, this is one of the challenging aspects of this trading bot. One of the first things you’ll notice as you begin the trading bot search is that the market is flooded with options.

Blackbird Arbitrage Bot

For instance, the price of crypto Y reduces to $0.50 from an average of $1.00. The mean reversion bots will perceive the latest price as low and help you buy in large amounts. You may not need to carry out research on market trends or analyze the rates of cryptocurrency, which may take a lot of mental and physical commitment.

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pcj87X3ppTrsylKkIPwUDASlI8AEpjI+sl8VK6JYzMzOS0pLT6lS0rSWXC64zLtrKVFTiicAqBJx19UYUuGa94yamaW8ttJKUvLUkfdABskeERurpH5Uno6NmAqHNT60IVONsJPaeYlBHw/TvFYtfTqrXhysSEqh4Oec66ocwSf3I7hjPdFyaV6bTN7EGqpWWFEEp6YHgPR/fEtLG0/p1uSiJOnyyEtNpCRgYz8nyCPKmubCNLOa7rfZnVWJJORUa5jh5u9VOSlcsZlQ2JSdyI9Uhw/3Q+0FzdL5XEjBUeq0k9CPx9ImO3KMMs8vZAQQ4znkS1unaI/x+TtU62wwdijrSOHJLcqy5PzykrQnzEgZKc9x/LFUHD7THUJRNuF1KVfCGysYxiM5uhrn8xrr1zHKpdot5QnHiBGg1Mp3yuxtqp2txpUHNVtJq1pfU267S5lTtJdJRzdVNKV1Se453wYlpwVcWE9pva0jTanNyNSt5l9LE3LhhTU5KJcXu8hY8x0AklSCAvbKeYRxqNaUpeFn1S3ploEPtEoVjzkLG6SD6wIglLMz9nV6ZTLqS662rC0KSDj8ecbCJilndPHnrCqV0oBRTbD0Cv0OWpflsXmwXrfqrcykBKhynBKSMhWDvg+OIuMbgGNXfADxO3BVr8pWn13zql0/3upqnOOkEtrI2b5855M9xzg9MDMbQwQQCDnPfEhG/WN+ahZY+jO3JfUIQjYtS4PSIrcYH+U9vf6E/wD10xKk9Iitxgf5T29/oT/9dMTnDv8AUGe38l8+8J//AByX7zfzWAIiBxsb3hbwAB/5NXt/3piX/f0iNPFVpjfl+XLRZ+0LamKoxLSKmnltONp5F9oTg8yh3bxb+IY3yULmMGTkfmvjPg0qIqXiGOWZwa0NduTgfR71jed0K1oe06Rcrl0on6KKeie+p5qj5+4BHMAG1AIykAbZ7tu6L04W73p8jYd30mQoTUpWqZIuVJc62oqVOJSlfLzg5IKDsAMJIVnAOc22u3+L2dt5FlrkKoikql0yfYAyTSexCcBBXkKxjbruIy1w7aDVLTuRq9SvJ1lc/WWBKmTZUFIZY35gVDYlWdwNgEjc52r1DTSGpY6mjc0YIcXerqX0jiG6U8Vnliuk8TyXgsbGdyA4H0gOew3zt7cKKmn07QPrifqV32dUrtbcaccVLS7q0KL6lAl1akgkjc+skHPjdelblXt7Wyi1i3LVrVOpM3VW5cMvsLUWpR9YQpCl8oyEhWcnHwRncZi7Kronrbo1dz9d0qbmKjJOc7cu/KhtxwMLIPZutKOSRgecAQSkHboMjaLSfEtP3qq5tRJl6WojzCmn5SdU2gq5fgdkw2coUCfhEDIyDnbHPSUMwmbHIHBwdzDertzndSt44go30M1XTvjfE+PGHSEE7cgzBAP49RWHrjyOLM56/XRLf1kRT+IisP1vXSqMVZExMy0hMS8miXbV5xYSEkob8ColR6dVRkGuaRakTXEeq82LVmV0T6vsTnvztGwgMhSCVY5s4AB7ouDiE0Aum4rmb1F05Pa1Ehtc1KpdDbvat45HWlEgZwBkZG6QR1xGyWjqJIJtDTtJnHaO0dq46S+2yluFCJZWgmn0g5+i44OCeonBWBL+laRW52SmbC0vr1uoabLcw052swl1W3ItJKcpPXO+/m9+c3vxE3dXq/ZOmcvVxMMqmKUuam2XQpPaTKSlorUk9/mqIz3OHxiv0tPGPdc/IyT66pTmpB1Dq3plDEo2opP/ALwgBTieuUgKBzuDGVtfdFqjqrbFOmJOblmbho6VEKWrll30qSntUE/e+ckKST0wc9cjKGgmlgnMQcM42wGg47N1hV8Q0VDc6FlY6PDC70mvMhbkEDJLc4OxznbCxVcmhlh0vhvYveWYWmvNyMtUVzgfUQ4pxaeZsoJ5QnCikYGcgHPWLR0sq85Q+H/VSdprim5hS6bLBaTgpQ672S//AArV8pjrvW0ddLQ05cod7V9iTteRKPe0kqosrMwrtAUNthHnrAJKwknlATnGwi9uFqzGL3001At6oqU1K1l2Xlg6kZCVoQpQUN9ykqbVj1RqiZ01W2KKPQ7QRjvwd/aumqm8RsstRXVAnj6drsjcButp0+zsVK4XNHLI1Eo9drN3Sa5wsPtyMuwH1NhrKOZTnmkEk8wAz05T1ztbGgEi3S+IGn01twuNys3PMpWOpSht0A/kEXHRtFeInS+cqQtKsyEnJzKezm51uoMJaUhOcLUl3dJAUSCBkZ2MWvw2S7itdaMgPpmC2uaKnkkqDmGVgrBO5B65I741saIn00Toi1wduT17/ouqolNVT3OsjqhLC+PLWg504afYMqg1quMV7WGo1y66PO11l2rPmYkJdwpdeQgqShCSASEgJQNvvUnpHNdLzN6y90ae2DXKDLyamphmWcQ68UPoOSUr5c8pwNjncnu6Zi1Z0B1Et6/39SNJUvTIdmDPIal1oTMSjyvhgJUcOJUSo4G+FEEHqfbY6OLa47yplXrrsxTadJu5mkzzbUuy42T56SyjCnCR0JGx6ER6bfMJjFK12ouzkNz+ORheN4iopKGOspHxmMR4LXSFuNvo6MEZ7+fYrA4tXkz2qEhNcq2/fVBk3ClQ3TzKdO48d4rPETo3ZGn9g2xX7ZknpacfmW5KaWXlKExzMKX2h5jsrKD8HA87HcIrnEzpJqNempjFbtW1ZmoyKabLy6nmnGwA4lbmQQpQP3wi+uJaw7uvTTqgUe16G9UJ2TqTLjzLa0JKUiXcST5ygCAVAde+O2aic81bnMJdtg47+pQdFf2QCzRQzBrDnWA4YA07B3q6sqv8MU07OaIW25MOKUpCZtpJz3ImnUp/EkARlHv+WMd8Pls1y0dI6Jb9x05yRqEqqbU9LrKSpAXMuLTkpJG6VA9e+Mid4i2W4ObSRh3PSF8c4odG+91L4SC0yOxjlzWwDS39ji1v5Hk/zKYuqLV0t/Y4tb+R5P8AMpi6o+Vz/wA13rK/XVv/ANpF91v5BIQhGpdiQhCCJCEIIvNUJxqnyb09MEhqXbU6sgdEpGTGvriWqFZdu217m1FKmmK4/wC/WqWhZSJdhlJKW1DvXhKSVY2J9ET2u1rt7dqLClhCVyywpZOyRjc/izGoriLr1VvTVS652q3vMVGmSr01I0udQ0kHs2j57baEnCU5GOc7nljirJAxq7aKPW5R2umdlZ2uVUUhkIacdcU0j9zlRVy58BmLHqs39V7iapxcy0wnOM45ikRULtZNLC3Zd5ZDJSMg/C5tyr15BHqMW7S2nJqv06ecUlJJUtwBXcAdj+OMYWejrWyV+H9Gpo8PVGb+tGXmltp53gFf3RmltBaSAlPKRtkRiPQAL+sek8xIJbIOfljNck15gKhkemK/LlzyVfaEYhaF0oQ66MAEg+MdzMkU5JG8VNhptRwOUY6x7TIpS2pwkABpRJ9MYBhXeHA7BW+9JJcSCUnr3R1OSPKnKErHpzFzsSLbjTSUqwoBKyT3hQJjpqXvWWyhbqUHHiBANJRzw3mrVcZKGz2g7j174gTq9LM0DUuryr7SymaRznkOCkZyCPV4RsKmWmphvmCklIG5BiAPFY6mmapPBTafPlEHHr2P5cRJW0ESEFVniEAwB47VXNHqjL0G47an0TmVLfSsgK5VchSoEg9+5/II3UaB32b805pFSmZhT062wlmYWrqso2Cz6SOvpjQ9bE9KfU6nhK0h1B80A+cATnA8d/7Y3P8ACl2lK0+syWlHnHEzdOeEykjYlDycLOfvhzqSfHaJOAkSEKs1IDowVI2EcZzHMdqjlwr4JiKvGAc3Nb2P/kn/AOumJVK6GLJvfSSzNRZyVn7pkHn3ZRtTTXZzLjQCVHJ+ARnp3xJWmrZQ1TZ5OQz+KqvGdlqL/aX0NNjUSDuccioG9YEZ7/xRlHWPUbgU0FvZ3T3Uuo1yQrbMu1NLZYYqMykNuAlB52wU7gdMxZHlV+5q5x9cdyZ/k2rezFw86KPsPu/dfFP4SX09bPi/ZUUbHIx+KGBFZ8qv3NX8I7k+jat7MPKs9zV/CO4/o2rezDzoo+w+790/hJfP7o/i/ZUbGwHh6I45dsFRO+YrXlWe5q/hHcf0bVvZjnyq/c1fwjuT6Nq3sw86KPsPu/de/wAJb7/dH8X7Ki8oJyrfGIEZ6xWfKt9zU/CS4/D/ANm1b2YeVZ7mr+Elx/RtW9mPPOij54Pu/defwkvn90fxfsqMR0x3dIpV10mar1rVmgSj4YdqchMSjbys8ranGlICjjfAKs7eEXd5Vnuav4SXH9G1b2YHir9zW6fXJcfXP/s2rezHjuJaJ7S0h2D/AJ2rbD4Kr/TytlY6PIII9Ls9ihRSuDC/pudQi5bxorEg2r9dlVzEy6B6ErQgJ/2okzp5YNC0ztaXtehBwsNKU646sDnedVjnWrGxJwBt0AA7ov7yq/c1c5NyXJn+Tat7Mc+VZ7mt+ElyfRtW9mI+iudpoXF8THZPbv8AqrJfOFeMuIYhBWSx6BvpbsMjt23UR9UuF/Ui9tQKvctNuKiM06qupdS3MzT6XEJCEpwUJaUk/Bz8L8UZF0V4faBpI67WDUVVatPtdiZks9mhhskFSW05JGSBlROTjuGRGcvKs9zV6/XJcmf5Nq3sw8qz3NYnJuS4/o2rezGMVxtEU/jAY4u5777lZ1nDfGldQC2PljbFgNw3YkDlk496oxGcgnYjGIYHgO6Kz5Vnuav4SXH9G1b2YeVZ7mr+Edx/RtW9mJPzoo+w/wCe1VP+Et8/uZ8R+SovKQMA4Gc9I+uvUA756RWPKr9zV/CO4/o2rezHPlV+5q/hHcn0bVvZj3zoo+w/57V7/CS+/wBzPiPyVFIJIJUTg5/JDG49cVryq/c1T/nJcn0bVvZiTNl6IaDX/aVGvi16dPzFIr0izUJF5c5MtqWw6gKQopUoFJII2IyI886KPHI/57UHglvoOS5nxH5LJmlxxpva/wDI8n+ZTF0g5GY8FGpUpQ6VKUentlErIsIlmEqUVFKEJCUgk7nYDcx705wM9YoMh1Pc4dZX6MpInQwMjdzaAD7BhcwhCMF0JCEIIkIRwYIsQcQlyVdNMkLFoD5lH7hc7GamxjMvK7lwjPeUoWPkManL4madbL8xbEtLtTb9Lqj6lO8pWFoCjyKUrcKCjhXXrGy3jLtW4J63JW6qKlx1iltLbnmkAklC9krIG+ASrPrjWHeMxJv3pPJROIcLbbba3igdmVAKUf4u4SAPXEPXnLwFNW5oDCVhK8HPf0o5hJO559sE9SDFiW849JTomH3CEsJWBk5yVf8AlGQ7nnpNueWUFKi9lbxI68x6j0f2Yi2ajbzMwwibpc2t5mXWlakp6EHqM9xEdUJ0x4I5rnnYTLrackKd2jiWhbVL+ChsSwdHypEVy7NUBQ2XE0+lTbymBkHkwjbxOOkUnRmTWiyaU641zqTItAg9/miPJedu1u5pios1BuYZpplXW5RtgealwpIC1jYq9Xd1xEQ1jXSkFXJrpG0+pgycKxGuJS9Zqd7RmmuLaQvOGZfPOcjbPhj+mM02brM5dMqJd6SeYffQUdm4kpwD16+iLI0ts2qWvac/TXaG1MOTykqQqZAUhBBOTygddwBjGyd4rdJor0lUmZwjlcYUkLIGBkHOwjdURMjGGnK8oDUyDVKMFZQuyvzNDp/1WlkEtJYQ2QAcgjpt8sRK1R1Pv2uV1qUlkTEow6R2SSo86gAQFYHT778XoiUtxTbdfo6ZFQwDgqxtuPGLCltEqbXp5E/MvzCHWklKCp3Kko32BP8AGV+MxqpTG05kXRcYah7NER3KtfTiiT9CmGKPflRq1Nm5zleluZYXLzKTuORxOQTjGxwd+kYX41rY7K/KfUVecHaeAnuClJURn+iJpvWUucaYXV5pc0JYJSwkkBLYAwMJAwNgN+sYF4w7WNat+lzMu0FzLRdYSB8Igp5sD/Z/LG+OYMqMt5KMrKN76LQ87hRJtBhmfm6exS320P01r3wrKuYvrBJwAe5IHQekxtP4D9eGqlUPqPdk220uZllNyfMpKEoX2pKwkdPOHKcjYkeMasbVUzT62y/ynEsy45zNqU2QSg4zjf8A9CJF6LVGbbpbFIeqbnvbtFTck2oALllHvz1KSCQQCMR2yy9HIHBVyCHpIS1w37Vu8Q4lacoIIMfYxGAuD6+qpeFhTUrWZ12YmqXNGV+6rK1JSnYecdyNv6fCM+gYjtY4PAcFGSMMbi0rmEIRmsVpK91Y/bf1b+Q6X+bMR20f01Vqrd5tRNXTTCJN2b98GX7bHIUDl5eZPXn657okT7qx+2+q38h0v82YxbwffswK/kab/rtR2W6Js1XHG/cEgFQfEtZNb7RUVVOcPY0kHvVl6w6YHSW7m7UNbFTDkk3Oh73v2OAtS08vLzK6dn1z3xYw39G2d/CJc6i2jQL54raJblzSRm5B63e0caDq2+ZSPfJTukg7HfrFeq2iHDZal0SEtX2ZWUeq7aZeQps1Pu9m44lSsuDKs5JUlPnKCcpGBkmJWSxulkkdCQ1gdp3PqVPpPCBBSUdNFWtfJM+IPOloOe3YEY5EnbGFCjB2yMd8dspLTM7NsSUnLOTExMLDTLTSSpbi1HASkAZJJOwHWM/cTWhltaeyFPuyzmXZWSmZgykzKLWpaUKKcoWhSsqx5qgQSe4jG8WPw3SzMzrTbSHkBQQ864nIzhSWllJ+QgH5IjpLfJDVCkl5kgK0U3EtNX2Z95pN2Na52Dsct6j7lku1uCysztNYnLqu9FNmHUBSpWWle3LWR8FSytIyCd8AjwMWnqvwwXNp3R37npdURXaZLqzNFEuWXmEn78oyeZI7yDt1xgHF9cZ1yV2n1G26LT6tNSsm9LvTTrTDqmwtwLSlJVykZwOgPTMWpROK2qyGniLIrVsKrT4lXpNyfmqkUqW2sKCcp7MkkJIHwt8RL1cNrhkfSPaWlvJ2TucdnYqXZ6vi6vp4LzFI2SOQ7xYAw3JGzvYsDHAzv074f6w26+iJY6C6F6YXzpZT6/cdvqmKjNrmW1zAmnUFIS4pIIAUBsB4d3fHxqNp5w92Mq0qYzTpN5c5XWKfUV/VNa3UsKQsLccCXPNwstknA78eEcJsk7YBUOc0AgEb9qn/AD+t7q99tiikdIwkHAGNs53z7sqKGCRlKST6N45PMM5B2iSvERoHa9tfWm5YFGVIirVRNJmQHnHfuru7SvPKsYCXOnoj2cROk+k2nFkSjlAt3sqtUp9iVl3vfbyylAIU4spUspOUjl6bc/qjySzTxGQOIAZj8fYt1NxzbqsU3QtcTOXBowMjTz1b8vVlReG6SQNgcQOwBPQ9InJXuHPQOl0j6s1imppUhJFLszMLqLyUlI+9UVLOASR0wc9Iod38Nml162UuuaVtMsTxYU9T3pWbW5LzSk/eK5lKxnBTkYIPXwjfJw7VMB3bkDIGd8e5RsHhNtMz2DRIGudp1Fvog9hIP5dSjbpto9eOq3v/AOtVUgBTez7f30+W/h83LjCTn4Ji2rkoFRtWvT9t1YN+/KbMKlnuyUVIK0nBwcbj8UTK4U2bCashC7bKTXlMtfV5OXedL2VhCVBXmjbOyYxfxGUXS6s19ikWApp696lXPetRRzvZ5l5B5gvzB55TumPZ7O1lAyoY70jz35+rv7Vjb+NZpuIp7ZLE4RN5HTyxzc45wGnqPqUdMd23p9ENskA5xEy2dAtBtK7clZrUxbM3MuFDDs7OvuNoceKdw22g7J278kAZJizde+HW1KFaJ1D0652pSWSh2ble2U60uXVsHWlKJIxlJO5BByMY30zWOohiMhIJAyRncD1Lso/CFa62qZTta8NedLXkYY49gOf0UZu6P0L8Iv7V7Sf/ALH0r/hkR+eju6EeuP0L8Iv7V7Sf/sfSv+GREKr2suwhCCJCEIIkIQgiQhHBIAyYIsLcTtN1Fr1oNW7YzSG5SodoKxNc4S4iWSAeRsd6lnb0DMakdWKazL3TX6bQSpEg55wPLy8pxylSzv5qeYE5jc/q3WqXSrYW3V55ElLvqSl15xwICUZwdz45xtvGpniMlaSu6qzcNhy0zJ27UGXJJmYJKPfCsJS8pKTuEKA5RnrvEZWs9IOUrQPw0hRRr1JmWVNiZRjLJUXUrCgSNz8n9kX7pNQaCqRuCQefLi3ZZgOJSndCVAqyPA+mLVu5uel6W/MomnpjlWotLUjBQ2CAkdd9sD0mO2yrpXaVTRe6EqmZdXI3OyqMc6gSPNwdidsju7o8LnSRbLpp+jp6gOcOfNTW0cnkKtiTk8kKl2ksLye9OMfjBB+WMtykm0ttILaVDlwdsxFjTnVuwp672EW3NqlvqgAJiScQpCmneoVhW2D8HYkbARJil1LmSlIXnmGdoinsdG7dXOgfHUN9E5Cqr8s03LqS2hAz3ARZdcEvKdopKMK+FgDvi/Vo7RkEA7iLDr8mqYryGVKw0ynnX4H1xiX5OFJCnaw5C76YtUxTlrRL+dy5+DvFzW8BPyiXWkkOp2UnG4+SPNYlbtKtyLzkjNMzTaE4JbUFDIOOoMVGiVCRVVn2pRvlbQShzl6KI6bwcMDKylLHYyvS8VS48/fO/iIjtxVOysvbAnnqmmVVJtuONIHV1aylASPSQo49MSdqkm2uXLiRnCenyRr9446s5Mah0mjl1SWZSnpeIC+gLhCtu89IzomdLKoW9TtpqYubzWH7empJuoqk5qUPYLwQ8fN5gQcDJ9J/J6ozZZzDcxTWmJYuNzKX0NIK/NUhtScKOR3qJAIPeQeojClMaXMMjmWjkKUlKchR28Yz/pJbrlRkEVDsFTSEMNKUnmKVgY5sjbcjqM+EdtSckKs0mzclbX+GTTym2Hp1ImWc7WbnWEOTTgPmlRyrlHqKj+MxmEHMRk4SdVpypyv2M62yszlNZLrEwtW7jOfNSR1Bxn8RiTSenSJWnIMYwoGqa4Su1L6hCEbloWkv3Vj9t9Vv5Dpf5sxi3g9BOsCgAc/Uab7v+u1GUfdV/wBt/V/5Dpf5sxGjTbUSuaW3Kbrt6UkJmb96uSnZzza1t9mspJOEKQc+aMbx2UEzaapjlfyByobiCgludrno4fpPaQM9pUqaz+3Ht8//AMaX/RMxjriy5vs42vzZwKXIlOfH37MdPyRj+Z4gr1m9TJTVZ2m0QVaRkjINS4l3fe3ZELByC7z833RRzzfJFG1D1YuTUu65K8K9KU2XnJCXalmWpNpaWuVt1biSQtalE8zis4I2xsIlqm6QSwSRtzlz9Q6ttlS7PwlX0FfTVM2nTHB0Z3/8t+SlBxkHOmEoc7mrM/1HIjfw+1aSo+sVtTM+8lptyZVLpWo4AW4hSE5Pd5ygPlj26mcQ16arUBm3bgpVDlZdmZTNBUiw8hZUlJSASt1Yx5x7oxgCQoEbeMc1wuDKiuFVFuG4/BSnDPDdRbrDJaq4jU/XyOdnKX/FbpXet9zlCrFoUpVSEi07LPstKSHE8ygQrCiBjY/k8drfkuFe1qNpk9dd/VCpSNXk5F6cmmmJhvsWynmUlO6DvjlB36k4ixrQ4sNUbXprdKnE0yusspCW3Kg0vt0pH3vOhSeYelQJ9MW1qTrvqFqg2JGuzstK03IUZCRbLTKlA5ClZKlLOw6qwCNgI7Kittsr31JaS9w5EbAqDtlg4qooYbS2VkcER+m0nU5uc4x7VKHhwcKOHqVUw4oFKJ9QI6g9q53/AIog2VKdJcWSpajzKUdyT3kxlayuJC+bEstFjUilUF2RQl9KXpmXeU8O1JKt0upScFRx5vrzGPrTt2duy46Xa9PcYam6nMtyjTjpIbSpRABUQCQPHAPqjiuFaysihiizloxhWDh6yzWSqr6ysI0SvLhg59EZ5+9T703qUjqXpla1eqOJlxCZeZJO6kzcuooUfQeZKs/xj4xG3i2vBVZ1OkLUYWFStutIQtIP/wAQ8QpZ+RAbHrzGdtKLNd0A02qibyueWm5WWfdqC3GUqDbCORIKE82CSpSfAZKvExCau3BM3Xd05c0/5r1UnlzJSTnlC15CfkGB8kTN5qXMo4oZBh7sah14HLKovBFqhmvlZX07tdPFq6M74y/nj1DZTm1+s+vX3pTPUO2pczE/2su8ljmCS6ELSSkE7ZxuAe8emPjQC1qxpxpPLU67y3JvS7sxOvoUsESralFWFHoPN8477ZMfWu98V7TvTxu6bbcaE3Lzssgoeb523EKJCkKGxwR4EH0iIs6i8TGoWotHXb0y1T6VTXwBNNSKFhcyO9K1KUTyf9UYz3kx119dS0FUZnkmTTgdnJQfD/D944htLaGPQKYzFxJ+kCNiMdeer81lfg1mWZ6p31NtgpafmZd1sYx5qlOkfLgxZ1521WbB4iaffNzySZejVG5Evy8x2qSlaCsZJAOU8oVncDpGJ9PtSLu0xqq6vaVQSy46gNvtOthxp9I3AWk+B3BBBHcdyIrWp2t94atStPkrnlaUy1TVrca95MLbKioAHm5lq2wNsYiB8oQOomROB6RhJHZucr6X5s3CO/z1kRaaeZmh251ABuNvaPcpKcVmnF26h0W33rRkHJ96mzL4flW1BJUlxKAle5A2KCP9bwzFWvplVicMc1Qa/MIM2xbTVKV3gzC2g2EjxwonBHcnMR2sfio1Msylt0Z4U6ty0uAmXVUUOKeaSBgJDiFpKkj/AKwJ9MWpqXrHfGq0yhVzTzbckyoKZp0mgtyzasY5sEqUpXpUT1OMdI7pbzSHpJ4weke3TjbA2VeoOC7yPFbdVOZ4tTvLw4Z1O3zgjq/zmrI6CP0L8Iv7V7Sf/sfSv+GRH56N8b9Y/Qvwi/tXtJ/+x9K/4ZEVNfYByWXYQhBepCEIIkIQgiR8r6R9R8rOEkjEEUdeJxxu3JyWu+5pNVToxl1SMg02QXJKeWcpcDatllQHLzdU9emTGu/XSbqNFYplFrH6nmpVP1PclEK5eVstn7qTuVLIAJI8MdTGxfX+n3TWbjtduoSclK0WXdmw7MOPc6CtTRSnzSAAvlJAz3k+o6ttaJ2t1etoq0+hT87VJn36vIITLt4SnsxnrjlUD1JI2+FEXWblS9ByWJL1P1ZcZkpYsplSOVt1S8BQHXrtkHGMxRpxNNo8m/JEMAFpDZDbgWVlJKubOd1bkeqLlvtuUk5NDEq63yZbDbZ/ijnPy7xjuqKk2JdTLsuc/erGygSOg9G+0KcF7AFsqXBjyTzXns2uuU29ZWqNhSFFXKcbY3yOnpAjZhp5WUVilycyhQWl5pDiVZ+9IGI1iuvyEi61NSy1KdQ6lClKHmgZ3ye/YdYnBw63cV0dukqeCnqYv3uoE/edUn1EdIxuDMt1Lt4enMT3MKlDMTslTpNT826ltpCclSjgCMI6malSDEnMz9IPavNJ6o3JSc5yO8bRfd60mp3dbiKfLTKWm1OJU6rnx5o3xGL561nbbmnWGLaXUHJgAF517DQx4JG8Q0Q1O3VyD5J3CNnWqDamqtRTSl+97bPvuXZUUBtYQHQNwnGNzuT649VlX1qWzO1CqVWSmUNPPjs2C2Ryjqc/ki86RKVyQlkCQtmiy/P5yjgeaT98MIHo74rMpbNzz8wh2ZrymmebmdbYQE8w8ADkmOt8eWbra+3yMGt0ivuxL6auylvCZlHJabl9nWnElJHgcHxiCnG1LtjVyQmVqSAuQCOvTC1xPajy8rT2FpDJCg1y5KslQ7smNefGRMv3BrG5LSBCvqfLNpSObGVbqIHyEwtgzMcKs35x8WDXdqsukPGYpqFtlkPMNkqUrB7NHQIQOnMSc9+BEmNFLvRS6ZJ0v6iuvTc82lxCQoL7Vonl5RjfORgZ6eqIzUOWkqoJVmWQEOpyt0KBIKgBnA7jt19cZq0q7eqVWnzFIKmnpfJS6DyFCOpGR06kA+IMdE7iHBR0DdUe/JbB+HNx68NWE3dJUlNP95SrkpNSzbK0CVbbylKVqVutairOSB02AAiYqBtk98RF4ZNTrfavGXtSVoj9KXUaeiVmEJT2jT822SQ92g71pUrOd8p6xLpHwRvEpTY0ZCgqzPSbr6hCEdC5Fqy90G4NuJfWniRqN9aYaWvV2hP0qQlm5xFXp8sC42ghaeR99C9jjflx4RGz7W/xs9fsFzH84aR/i43v4EcwTGVof+1v8bP8Bcx/OGkf4uH2t/jZ6/YLmP5w0j/FxvgjgwXh5LQ/9rf42+/QiYH/APoqP/i45+1v8bP8Bcx/OGkf4uNzOu9x1u09N6hW6BPLk51lyXSh1ACiAp1IOysjoSIi6de9Widrymf93Z9mJegsk9xi6SIgAbbqkcSceUHDVUKWrY4uLc+jjlkjrPcoEfa3+Nn+AuY/nDSP8XD7W/xs/wABUx/OGkf4uJ4zXERqdIsl+dvtbDQISXHUMITk9Bkp6wleIjU2eZ7eRvxcw3nHO0hhac+GQmOzzYqdWnW3PrUH/Fm1aOk6GTT24GPflQO+1v8AGz/AXMfzhpH+Lj0U73PHjopFQlarTNFp2WnJNxLzDzdxUgKbWDkKB997EGJzTfEbqTTuT6oage9u0zydslhvmx1xlO/UR3NcQGqr7aXmL3fW24ApKkMsqSoHoQQncR63hiq1Ya9uR3rF3hXtPR6nwSaT2gYP44KhTcnA97odeDLcvdGmdaqjLR5kNTN0UlTYOOvL77xn04igD3N/jaSco0MmUjOcC4aR1/3uJ7/Z71aP+ecz/u7Psw+z1q3+Gcz/ALuz7MZu4ZrXnU54PtK0w+Few07ejige0dgDQPdlQjq/At7oVX5IU2uaa1+flAoLDEzd9NdbyOh5VThEUX7W/wAbP8Bcx/OGkf4uJ7HXvVoZzecyMdf1Oz7MDr3q1+Gcz/u7Xsx6eGK151OeD7SkfhZscA0xQvaO4NH6qBH2uDjZ7tCpg+P/ADipH+LgPc3+Nn+AqY/nDSP8XGwSia66rTVcpsq/d8w409NstrSWWgCkrAI2T35ibTOS2knvGYiLja5baWtlIOrs7lcuGOLKPilsjqRrm6CAdWOv1HuWiL7W/wAbP8Bcx/OGkf4uH2t/jZ/gLmP5w0j/ABcb4IRHK1LQ+fc3+NnH7Bcx/OGkf4uNzPDlatesfQbT2zbop5kaxRLap8hPSxdQ4WX22EpWjmQVJVggjKSR6YyPHGB4QRcwhCCJCEIIkIQgiR8KJ5SMdY+4+VDzYLxRJ17qF+PV2rVOtzVIm7dklrZkKNPFxtqb5U4VyqQcqdB3GR4GNfV9yNZrTr9fnpI0uTmAHpQFSnWlN9SA4R5wwnr1z6zG2/UvSly70TU3Sn5ZuZmpZxjkmUcyEqUMFxPelRGxI6jHy64uJbRi77Kv8TdWkkyNMekRMNy7LnO3gKIeLX3uduYjrhQON8RFVsTvpKaoJmD0etRHuU0qvzLmQUCWWAlSFboJ7j4g/jzFpXPSFqbS7lRU0S3yHbHd/wCsxku4ZOksNz0vLJ52iVFvkwnnwvKcek+Ppi0bmkXqROe96g12qpRSe0So5SvmTzAk+GFARjTvIwt1UxrgR1lWLRpWkoE4/WptKEsgJRL78zqjttj/ANeMZxsy4nrLcte9VlSabWZVpicO+A6hIAyB3nBjBtRlTOzkx2TDy1pIUlkElXLgnmSB1x/REkNP7Vbruk0tblYByhtShgfra8kgjI7s/kjorXBrA53I7LTaY3Oke1nPG3vUmbPvuZrLCGqHIvVAuNhZCBgNp8SScARWnq1JzMymUn5d6nzq9ke+BhJJ7grcH8eYxbwfytUtyQuBmvOqdQ3OJl2HF43QlGQQfAkxImdt+mVphS0JG5PMggERX5W6HHSrzSSl0Yc/YqyJ+01zDDbwrExzjlJWnAGAdxt4iKpSqNTKX+rZNx8rOyu1eUpO/gDHjeRWrUW7MSks5UKadnZfPM4z4lvxHiM+rwii3FqTb0hSX5ztk87DZWpCT5w64SR4gg7egx4MyDAW+SQMGSqp9clUrdxP2/b8qXBLNgzcwf1tvPRGe9R6+gERr31omriRq5ccvW5ZvtpSoOBxSDsAkgDB8AMfix4xsf0mpjVE04Tcs2gicqbap6YV99zuZVjfw6AeAAjWnUvq5cF/VVyqzSluzlSmErcc3JWXlHHd3npEnb2BmSOarvEONEYHNXJZFGmnVucjrdOUt1Rbe5Q4ntA3zY5fAgj15PhEptMdB663pzK39OSsvKyaB2hW86hJWrPQJJ5juMJGDnB2iONItuYt9uYnZ4JcaZf7EAuLbVnoc/BIOc4IOMpOOkTe4Lbhqt2WS3Rq45LzUxbwekqf9Xmw+h5lR5kpSoEFDuAQlR2IGPQd+gSSYKiDI6KIaVIXhuo9KuKuSV6iQblqmzJKTMtNS4bbYb+A0nAHwlcriyrvyO4RJ1HTbxjF2mNgNSdGlqg6r3s47yLPvVfKhxtJKm9/hdFdCdukZSSMCJGJoY3ChZ5OkflcwhCNq0pCEIIkfJ74+o+T3wRYp4mf2Iap/pEr+fRELh0iaPEz+xDVP9Ilfz6IhcOkX/hT/ZO+9+gX5t8Lv9cj/wDmP+zlg3jGz9iNn+WZb+o7GEOGTWOV05uN6gXBPlm3quMrdJJblZgDzXCO5Kh5qj/FJ2EZv4xf2JGf5Zlv6jsYTtTQ2e1N0akLhs+VY+rspVJpl1LroaEzLkpxlR2BQdxnuKh4RwXTxlt1D6b6TWg47VZOEPJr+D+guu0Ukhbk42J5HPVy2Vma0akTWqF8TVcWHG5CXJlacyvcoYSTyqI7lK+Ecd5xviJpaX1el0DRS16xWZ9mTkpWhSjr7zquVKE9mncn1nGPkERN1t0qb0qtWyabNBlVYn0z81UnWznz/uHK2D3pSMjwyVEdYurXCuVKU0H0qt2XeWiUqNMRMTABx2hZZaCE+oF1Rx48vhHNRVM1DPPNUDLw0HHecKWvlroeJLdb6G3kNhMhAI7GBwJHrwVmFXFro2ioe8TP1Mt83L76EkrsfX15senli+7i1Ks6gWR9kCZqfviiLDfZTUmkvFfOoJSUgdfOOPREIpOSoc7p23S5LRyvTFccAeRcDbj60qVz9A2lHIUcvm4+XOYzVwyUGdr9k3Lp5qNa00/RmZhiclWp9h1oFSuYqSknlyAptCsDvUT3xIUN5q6l5hdglw2ODgHvVdvvA1ltUArY9YbG8B7S5pL2kgEtwdjk9fuWOtEtc5+1b3cq2oV216bpS5R1stOvuzSUuEgpIQVEDGDvjaJtU2oS9WpspVpJRVLzrKH2VFJBKFpCknHqMQW4aLQtq89SnKLdFJaqEiJB50MuqUAFBScHYg95idklKS1PlGZCSZSzLy7aWWm05whCRgJGd8ACOnhp074HGR3o55b5z8lFeFaO3Q17I4GFsukZ5adONsd6q9u/5R0j+UJf84mNirP60j+KI11W7/lHSP5Ql/ziY2Ks/rSP4oiP4t+lF6j+isXgZ/k1frZ/+l9whCKevtqQhCCJCEIIkIQgiQhCCJCEeKq1qlUOmTNZrVQl5GQlGi8/MzDgbbaQOqlKOwEEXpd/sMQ+4k9Nr01Ms2rU9ty569PyinlyDKKciWZbJ385ZSklOB3KJ/HHZefupPDBalbVSZSbr9eYbyFz1NkOZgEfue0UhSh6QMRiHVf3YqyJCnLltHtNKnV6g55iZmtuplZZv08jZWpfqymMJGaxgrZHIYnZChbd8m0iScknJBmURJ/rk0cgFxGxOSR0IxGN7onyaKwmXn5CZ5U9o6WnUr7QndOEnztk7KGNjHh1i1iubWi6nrquGQpFMcmFqcXKUeSTKy3Oo5KuQElSj3qJJMWWtKEvJKWcLSAUqBwB8nfHPFS9HzXVLWGXkF7JiuqlqgmbpEwlMw4wptbgbKSjnGDynxx3+mJc8P1Lp1z2lJty04GmGpYc4CsHnzgg+ByDELGUmYqrcspwI7ZaUc2Nhk4z+WNmGnWk1hWRbLFLt+Xl5mYUEZUuYUFuKxlbrhQQTnYADGM4GMb8d2c1sYB5qSsOvpHPaNl6JLT6eo9PmGqdUHGWJjKl8pSQVdM7x22s3qDb00627cyaowSktB9HK4kd4JGQr0bDYd8e2apNXZnCKPUlMNLJSqXAKm8+CeYkj5DFw0STq8kW0T0iQC4CXQMg4658Ir7ZXHYq6xjO5VQkqhOOOLZqDam5hY58YxzeJBiwdWNFJe7Kvb85T5lcopc82KohBwJiXCSpOR0B5gBnwO/QRlytssOdmtsA+9yAkgb5xvHS+FT042cjnaa5wPSOkZxPLDkL2Utc3SeS77pQKJbTdLZwkqQE+ger5I1k6mUWpSN/VmTdkSGUT7r7C0eaVIX54PyEkfJGy26JkVhLJAwEtnnSodFdIg7xYMtUaosKkVJbm5ocyVpO4A67ZiSoidZHaoG8PbJGCTgBWLNX79VGpGl1SnOBbSmXBzEkc4Klb/ut1qwc9+CPGXPCpPvXbqdQqZLW/OsTkzMJQ252YTKdm2jmUpfnZPKUhQBT8IRAJm45mXlQ3PJbWAoFt1ZOQoY6b7dIzvw/cXeoGjlxS9xyHZVOXkgptMpPtBYcbWAFgOY5mycDzhnG+xyYlugdqDlV/GxoLFvXp0ozISbMjLoCW2G0tpT4ADEekeqIN2D7rXw/V4tMXxQbitV5Yw46WPf0sk7DZTXn43/cCJPWjxFaFX5KNT1p6tWvPNvgFCRUmkOb9xQshQPoIzHZhR6yPCPOxOysykOS0008hQylTawoEesR3hWcwOUXMIQgiR8mPqPk7nEEWKeJjfSKq47n5U/J2yIhcCMdY2J3DbVFummOUavyDc5JPFJcZczyq5SCOngRFpDQXSIdLIkB/rL9qLLZr3DbYDFI0kk529i+Ucb8BVvE9wbWU0jWgNDcOznYk9QPatX3E7aNyXrpq3SLVpL1RnEVOXfLLRSFciUuAnziB98I7uGm0risvS9ujXNSnqdOfVGZe7B0pKghXLgnlJA6Rs7+wJpAetjyP+0v2o5+wJpCdhY8jn+Mv++OgXyiFZ45pdqxjq+ajfMC+eRfInSRaNWrOXZz2cuS1H8WWnV633MWu5aFtzNVTIInUzHYqQnk5yzyZ5iOvKr8UVu5NEp2/tCrWtOdbRTrhodPliwXzkNPBoJW0opzhJ6HGd0pO+I2q/YC0j/AiQ/Gv++H2BNIRsbHkPxr9qNLrrb5JpJnNcdYwRt3d674uEuJKejpaOGWJvi7tTXelk89jtjG56lpIpNI4t7JkhZFCp9bakmuZtnsEsutIBJJ5HznkBJz8IYz3RJjR2kagUSw5Wm6mVJqcqrRUApLinXUtHHKhxz/AN4sZVuNsEbkgmNj/wBgTSE7Cx5H/aX/AHxx9gPSMfBsiRHyr/vjyiutHRv15kdtgA4wPxWd+4Rvd9g6BzadhJDi5odqJHfhaP06E8QGmt2OVCxqfMPFBcbYqMjMM8rjKu4oWoKTtjIIwD3nrE0ad77EhKie/wCkdgjts9eflGem3XPSJ4DQTSLvseRJ9a/aj5+wNpCD/kRI59a/ajbb7zQ24u6IPId1bfNc/EXBN+4mZEKp8Icz/wAm6gT69lCq3CPrjpH8oS/5xMbFWSOySM9wiwpbQ/SmVmG5qWs2SQ6wtLiFgr81QOQevcRF5TdTptLbCqhPy8unGynnEoBx6SY4b1dI7o5hiaRjPNTvAnCVTwlFMKt7XayOWdsZ55A7V7siGR4xY1X1s0noQUKpf9EYUk7pE2hSvxAkx6bK1UsHURL6rQuaUqJllFLiEKIWn08pwcenpEOYZA3UWnCu7a+le8RNkaXHqyM+5XjCPlJyI+o1LrSEIQRIQhBFxuBHU9MJYQp11aEIQkqKicAAdSSegiInGvxwUrQqmTFi6fzcvPXtNNFLjhPM1Sknopfcp05ylHdsT4HVdcmuGpt1Tc3N12/67PuTuS/28+4pLmT0Kc8uPRjEZNZlanSBpW1LiP8AdGtNNIyaBp2mVvW4Aooe7CYxJyuNvOcSDzqztyo+UjpECdfuPLWbXm1X7IuVFLpNDmHkuuytPYUgvBOSlC1KUSpIJzjoSBnpEaX6oh9ZWpnlzhKkg5x6R/dHifnFOnHURlowsekyup1CEzBfLvNn09Ipk82G3MIGAvux3x7SoZOdo6Z1vmly56djGLmrJr1SCk5j2KwWg6kfCGI84IByem8elACmGhnbJ/FmMeS2k9aytwi0K3qzq6+iuS7D7kpS3ZiSQ+kKSHudscwB2yEqWR+OJtPWUFlK6atctMAEofaPnA/L1HrjW3Z1z1CyLwkbppi1B6QfSvCTjtEdFoPoUnIPrjZroxftv6hUGWrlCmVTMq4oJClDdCsDLattlJ7wfREDdonag/qVqsE7NBiPNV+17bqUitl6qza5gjHnFvl5j4xf004h9kMpQnBbwrA78R7Kj90kkMjGEgEERR2XiFkY6GIbRjmrKZOpUlC1dmttw5KVx802YSKoor72lf0iE+rsZtwDbn3AihVGpiQm2Xufk5kLyfQMR5nsXhdtusRcQvEbO6S1tm36RRGZ6ZnZT3wFuPcqUecoYI6npEK72viu3vWnLguKY7V9eeVAGENg/epEXBxBagfX9qjVKhIuqXKSqhIy6uoUEZClD0FRUR6MRjkMuKUAsgknEWyjp2sjBxuqHca180rmg+j1LqYYM492zqVBCVeaMxWXlBLKUpPKEp2xtHDbHIgZGI89ReCGOQHBOwjt0qKyu6kTLilLfSoAJz5wAyIqchcDjRCiSvfYKJIxFIUPeFE5AMKfI9ePGOiWUSjm3wO+MskYRxysj0zWK9bf7NNDuCoSay4kNJlZp1rl/wBkiJe8Pvumt8WE4m3tTZd+7KWSkIccmMTkuN88rige0HTZZ6jqBGvyWUH6swjuQoqj3Pv9lNOvBWCggARmNxkrWSRyX6AdFuJzSLXuVUuwrkSueZR2j9NmkdjNtJ71FGTzJz98kkemMrnp1j87WmWpdy6cVZF621VpinVCQcS5LPtLwQvPTHeCNiOhGRG8fha1yl+ILRyi38ppEvUloMtVJZB2amkbKwP3KhhQ9Csd0YOZjcLY1+o4WXST4x85OcgRQb9upqxrMrV4zEouZao0i9OrZQcKcDaSrlBOwJx3xD+he6J1C+6YajY1gyjjaSEr98zalLaUeiVpSAB+ON9LRTVh/wBEZUbdb1SWaMS1jtIPXjKm8XNt4+S4BEGKlxaa81YlMhJ0KkAffIZCz+Nalf0R4bc4h9dKdWma1V7plKiylWHqc8yEtrQSM4KAMHwOe+JVvDdcQXYVPl8KFgieGl5x27bfjn8FPlOFDMFeaMgGKDZdzIuy16bcSWOw9/y6Xy0VcxRkdMx9Vm8rUoXMitXFTpFSPhB+ZQggekExBuie15jxuFfI6qGSFtQ1w0uGQe4qkVzWPTK233JWuXxSJV5olK2lTKStKh1BSN9os6pcW2hdOyPrwE0R1EtLOL/sxGser1abn+Ma96cibcdoVVrFRnGUbqZdRupC0eI27oy+iRp7ayUSEuggb8qBjHyxb6LhmOpjEjnEdq+ScWeEqo4eq/FWRh2RkEb9ZHb3LZDat429e1Ibrdr1ViflHRs40rPKfAjqD6DvEdtd+N+jaNaqq0kNtiaqqpKXm2Xn5rsmnS7zBKBgHzsp6HrmMYaQa2yWikzOe+benKlL1HkTySi0gM8pJKuXoSfk6RaHFZw63XxD6i0biU0dmWripzaJGTn6OE9jOSgZXkr5V4C9lbp67ZGY4ZLQ2hrOjqBmPqPV71YLTxi3iW09NTO0T4J0DBO2dxnnyysk1DjK1enCtum2dSJApOPuhUs/lIi2J3iW4haysoRcEnTUK6liUb2+U5MY4q91UGiXq9p5VKgJe42F8i5BaVdohXLzYO2Pg7xe1hWTP6iXIzbNLmGGJh1tSwt4kJAAyc4BMW1lotkUZlwNI3J5r4lVca8W1FUylOpr3nDWnIJzttyUkuHPWu6L5VM27eiZR+bp8sH/AKos/cw6nmxhSSNj6RtEYvdUr3naTPaczlqV9IcaVOh9DLoWgg9ngOJGRg74zFrccmnF4aAWHbNyU+8eWZnKyZcpk0qRlIaUrCifhD0ERalk0mj3xYdKrdyU5E85UpVLsyyskoKjtkZ3HTxiGhtdNU1ZqKJw0dnVn2r6PJxTcuHrLEziOLL3ktO++OruOyr1Bo1LmqPIz0zT0du/LtOuEKVglSQTt4bxkHSVlFO1Jt96ltJlHHKgw0tTOQVIKxkH0GMp0S4eDy1aBTmaiWpqdZlW0PMobmHihYQAQR02MZM0lvfh3vWdDVkUynStSl15aZmZLsnzjopHN1+Q5jrq7xG2B0fQOO2M4AHrVUtXBlbVV0dQ64MA1BwaCScZyB1Dlss4M7pBPXEdsdbWOXbpHZHzzmv0oBgYSEIQXqQhCCL84F2Vaeqj7lRq845OzUwtTrrzqipxaycklR3Jyc5Ji03HV/rqXVFOdk94ipl73yhbDpypI80+MUV1Jl3Sn70nvjcdt1xAg7FesTSpmWD+OVaTyq9ee/5IJWQI8zS0ntQj4CxzEenGI7E5LeR1gMr3kvtatx6YKUVy6kq6D++PjKV4x1T1jvQ3mXPh/wCcCMrIOCpBG0extvlbbQe5MdTLClAlQ6Ej8setaFciVd42jDGVs1rwLZPbLI7t4mV7n/feWK5ppMpbShp5NVl1AbntAELHydmg/wCtEQHWiHcAZChvGW+FK52bS1npfvh5LTNTbXJEq2AUcKSPlKQPljjrohJA4KRt0/RVDT27LaM2oGXCF9MbCKVNhKCVITynriPdKO++5BDqMYxsRHgnEO82c9TFTecK8xu1jJVCqrmVpcxkjrGL9aqlN060KjUJQHnYps24j+MGyR/RGU5yVLgWkd+8WTqTQ/qpbbtKXke+WHWRkZB5kkEfljWwhrwT2ra/Loy0c8LWYzT0oSX3FednJ9cd8qhC5jzhsBkRzU5WbpdQmaHOtFD8k8plxJ2IKTj+yPpjCQCB0i9swRkcl80fkHDua+5hagFYBABimAGbnUoO6RgRU59Z96KcI2zvHmobSSh2eWPNbP4/CMtOTha8pX1hLolknKWwEj1x1oQWJYlXeMYjqnOZ+ZbWs7qXzYjvqai2gp2j3GUz1LzU1SjPl7GAhJVHExMKU9yZzzHeOZNfZS8w+rqG+Ueskf3x105ImHlTS90NDmI8YDYABNiVUQXpiYlqa2QGmR2rx9J/8o2O+5UarPyWolc0neOZOtUv6pyyc/rbsuUp/K2s5/iiNcUilTSlNKWC6o876vXvy/IIkv7n5eSLY4nLYrzjpTLzs6KGnuB98JLf9PLGZ3aQtbSGuW4HiPX2eg1/OD72350//aVGpLhBSUW9cCs5zNMj/wC3mNs/Es4U8P8AqEtQ2FvTv5oxqb4RNrYr6h/861+bi0cJ/wAw+v8ARfNvCucWKX1D/sFLWxNGb21FkVVKgMSvvRDpZU688E4UACdsZ74sziap1T4YKFRaxdjLVSTXZlyVaZk3d0lCOYlRUMYj3U+/NTLakfqNaN4PUmnrUXHWmkgL5z99zcufDvizb8tuf1UkhTtR7qqVeZQVKZMy6pamVkYJRzHzT6os0huZqHFhGgE9W6+LWtnBzaON1cHulI9L0ts+ofNXPpjqTeFAFPvO3LkqMuiel2phUi672jHIoBQQU9MDONsRiXiJuisPccNUpC5omSqr0giZllDLZCpZBPL3pOe8RNHSLhd07qFk0QOXZOvONSDAXLtOthbYCQAFDciIQcR7KJf3QWflkZ5GJ+TaTnwTKoERBnpaisa2EemAdW3XkL6TZ7ddaO1Vcla4Gnc3MQyDgAE+w4x3qR2g9hWdcGqNIkqvQJacbCXikvAqWj7mdgrOQIlNqbpnYNuaV3dP0m06aw/LUKedbcSwOdKksqIIJ79ojzw15Vq9Sh0+5Pn/AMBiVeuB7PRm+FDqLdqH/Drjg4mkfDXMjjJAIGwOOtdfgpp4rjZX1NYwPeHuAc4AkDA2BPUtQfCXOz85J3K9OTsw+oOy27iyrbC/Exsw4O0j60a0Fb/8ojfH/wC2mNZHCCc065T4uSp/IuNnPB6P+ZtaWev1S/obTEnef6OSe0fmoWyDT4Ri0ctJ9noBa89bz2vuhVy4AHLU1D8UsIlnwujOrske4Sswf/DES9Yfuvuhd0p7xVHvySwiW3C4kfZckv8AQ5j+qIzh2s0n3f0Wvijfji3/AHm/9yrb914S+vS+yFNsuKaRXHVOKSglKfuJxkjYZ7sxhXRkH7Ftt52xII+Xcxsw1Tqel8tbblI1Xfo31IqgUwqWqYSpuYwMlISobnG+2/fEd6fP8D1iyLVMpCzNykuOzYYZEy+htOSeUegZiGsF18Si0mMn1bq3+Enh83+KOKOdkZDgTqONsELAaafT2+d0yEt90+Eotg5Py53i8dKGUjUe120ICEt1NgpAAHL50YJ4uawq6tWqLcOjTdRkrOl5aUlZiUlgpr7ul5RW4poHcFKk+d6Iyqq7X9KQ3qRUaW8uVobqZn7o2pCHFJOQnmxjJ7u+LYKhlbTP9HSSORxnkV8XqrBVWSvpdNR0wc8fQyQACFsqbUOUeqOwHIzEKLG46rqud+RrxtGmTVtzZIUuUeUHUjOCQVHGR3ggeuJgWxccjdVFk69TOf3rPNJea504Vg+Ij5nVW+oowHStwDyK/Ulr4ht92lfBTPy9nNp2I9irEIQjiU2kIQgi/MqpSkuBSVY6bx2zraX2ykJ3xkmPE84pBwUqx446R6JZ9K0YKs+nxjeRlcA23XhlVrQ+lsjG/JvHrl8JccY/H6I659nsnmZxv9b5glePCO1IxMgjcKAyY9xhel2eS+OTsVrQPkioy+Pe+CN8f3x4ZkEuJWPvo9zSezaTnrjeAGSsXO2XjUg9m5y96sD1x6MEEbbR1rGZhtpJ8Vq+SO9e3dBe5XU8jm3HWOuVmZqmzbFQk18kxKuofaVnHKtJyk/jEd+cjpHmfT1JEYObkYWyN5acrZ5w5ayU/U6zJObl3k+/GwGJ1j75t8AZGPA9R6DGW3G23Dudu+NTui2rtV0fvBusMLWumzJDc+wk/CRnZSR+6T3fKI2a2LfVMu2kSlWpc4iYlptlLra0nIUkxUrjSmnfkcirxa64VEek8wqrNM9kV+Gcg+AiiVqTemJdAdwR8JCvCLvmJMvo5kpylQzFDfbfaCm3RzIHTbpEW5pIUyHaSoF8X2l6reuiW1ApbGJKrfcpwAY7OYA2V/rJ/KkxgRLoLYGd8xss1Vsel6gWpUrZqPKlM4yUtuAbtODdKx6QcfljW1XaPULXrU9b1XaKJqnOqZcBzgnxGe49RFptFWJY+jdzCp18o+hm6VvJy8VTfKWAyN+0IioBnsKUw0kec55x9KR0ijMhU7PtIzlIO4iuzywH0tJ+C2kIHoiaH9ygXOxhq8CW+ecTt8Ebx11pJy2E7+dHrYT+qyeoMeeqAKKT0wqGNljq9ILyzSFIpvZI+Et1I/pj0AJp8mmWQMuEggY6qPQR3oZSuSS84PN7YHOcYABjo/VNRmD71SEjO7g6IHfj0wDV652Ul2XFOe8pQ87q/Ofdzsgd/wAsZh4bez+zvptS2F9k0i5JB5ZH7lL6Dn5YxOXZOmMiUlu8+cRuVn+6L70fmpmhXpSbjXlM61NsvNDPwORYI9Wcf0xmG5Wsuwd1vN4olcvDrqKegFuzhz/3ZjVJwipzateJ2/5Qb/NRtU4pZgK4aNRZgbpVbU2sH0Fs/wB8aq+Eba1K8nwqDX5qLPwmMuJ7/wBF848LO1jkI7v+wUx9MNBq1qZSFV2SrcpIy7b6mD2qFLVt12BA74xpxlScxwsUW2qjT5qWuCZr0xMMLQtJaSx2aEEEAEk55u/wjrdmrhLJlpC6KjIygyfe8u+tKCo/fEBQ36RQapZdIr7Bl7hVM1RCgedEyoLSrbp0yD6c5iyyxXJ05cH+hnYYH5r4xaa7hCnpIxV05fLgaiXHn3AfNVHTWv1STlaZe1Fn5qnVSclmZsrl31AAqSlRSU5wpO+MERYPErbVzUvjqRcVcoU5KyFanJZ+RnHWlJZmkiWSFFCvgnBCgfCNgGk3DRpUmw7fmXqPMPlVOY+5vTKyEjkG2xEZjrlmWtcUmxJXBQpOosSq0rYbmWUuBpQGAU53B9MViuvVMyoY6Jhy3Id1Z3X17hfhG6x0VSyplHRzD/TGSQ0EHq6tiPcoI6a39I6ZXTK3nU6fMzkvKtOILUuBzqK04GCdu+L21D4xnL+s+u2dRtO5xpFap0xIKfdmApTaXUFHMEpTvjmzjPdEb7s0T1q064oKxN3HRamu1anNz01Rn5ZS3pMsrJU22MbIUlJA5SB0jJ8hp5etRI942nVXQrcFMsoZHrIiafT0F4LauUgHGNyqB47e/B6DZKLMmr0iWtPM7Y5E9SxHwscPepdOXcklIUN6oMqXLFt5pSQFABe6gTlJ9EbEeHCxbmsO1qhI3PTzKPzM52yEFxKsp5EjOx67RQOFeyLqtFNcXc9FmJAzZZ7HtsAr5QrOwJ8YkAUk90V2+XQu1UEeDGDsf82X0rgvhzxyZnFFaHMqXggtIwBj0eWM7gZWmzU9YX7oZd6goYFWmR6v1NEu+Fv9luXONvecxv8AIIyRqnwQaaX7qdLav0SYft+5udxVQcYHaMz/ADoKOZxBOywD1SRnvBi7NMOHKl6bXIi52rim56ZbYWwG1tJSjC8ZO2+dvGOpl4pfJjqcn0yMYx3LjvfCVzreK6S5QsBhjIJOQOTifWo6e6w0K6qhplZ9dt2lz77FFq7sxOzUq2pQlEFrAWsp+CM7ZjB+nCGpuxaJOTjbMw9MyLLjjriQVKUUjJJPfG1eakZeelnJSbYaeZdQUONuICkqSeoIOxEWzTtJdNqQAmm2RR5cJ2ARKIAHqGMCOCz3xluYWSMypzjjg6p4oYwUswjIO53zjHLZQItuSdfrVN7KTW4EzbIBQ0ThPOM9B0iXfFDoGviE0Xn9NqZWGqNOPOsTktMKZ52y60SpKVgYPKT1I3HpjLcrRKVIJCJKny0ukdzbQSPyCPaE4T3Rput6NfIyRjdOlZ8F8DnhWGZk83SmTHVjGPaVrl0f4R9crNtFm1KvbDJmpKYeSXkTTZacBWcKSevKR6M+iJ46XUGo2xY9GoNVQlM1JyyW3glWRzAdxi6xjEfQ5e4RorrxPcImQyAYb2KTsvB1DY7jNc6dzjJLnOSMbnO2wXMIQiKVtSEIQRfmVbcUpPKtsEd4zHXMSawgzEoNsjzBFOYv15pIDlvUd7A5fPbd7vU4M/LHZP6iTM6y0y1btFk+yXzc0s06lTgx8FWXCMfJn0x0CRq4vF3jkVUpV9uYR2CkY25cHxjrBLS1IPwkHlP9hiht3c+24l36k08lKuZQ5FgL9BwoQqV4TdSf7c06nyxwU8jDSkpwfWomHSNKdA/GArhb+6hrnGcjf8cepw/dg0nu6xbFMvaapqgpVHps3yjlSJhDhAHo5VpjsVfT3OpabfpaSvr/ANIP9Lpj0StC88Xf1lV2V+7OuzB6E8ifQB/fHc5FuSN9vSSORdvUmZABA7YP7f7Lgz8sdjGoEw12ZVb9Jc5Dvzh883rHa/0YjDWFl0D1XEY6GOuY3ScRSFagOKf7b62KMkfuB75CT8ge/tjpmr5fmXFOJoVLYKhjDYewPVzOGPNa9EDgV7HUknB6ZiU/Bfqe/KuTun85Mqyx+rZEKVn7mVYdQPUog4/6xiIybxfDJZVR6avI+GpDuR6R5+O/wjutPUK4rKuKUuigOstT0kVFsqb5kkKBBBHeMGOSqiFTGWFSFFK6llEi3c0Sfl5mkoeOBlAOCYs67bsp1OeTT0trem1IW6W0EHKR356CNbklx78QdPYMtLVKihvGMGmpP9seGm8bGtNNuF26B9b8zPuDl5pmmBxKR4JGdvkiCdaZ8eiQrJ5bgI5HKnpNV+qzID6bYqhbWrAPvdXefV0iL/FRphV6vVjedMo0xLusSf6tS80UF7lxyhHcpfKSceCYthz3SriYdb7FybtdSOTk5TRUYx4dYsy5OM3WS6ZWdkqqbfVLz6VpdaRTAEpKk8vMjfKVAYwR0IBjbT2+pppA9pHfzXBU3NlXEYntwrJtlnMwXlDoDHsWvtHXFHcqJizkXdVGluqb7BPaqUohLe2ScnEdabpqSVZIaO+cFHWLJraG4VcMTicq+WU9/eBmPHPJK1JB8YoH1+1BPL2dNkEhIxyhLmD/AOOPIu7Kit4vdlLgHq3ynl/pz+WBkbjC86B2cq651KRIsJdeDLfaEq3yVYAGPyx1CacXLiXkWVNtdB4q9cW05dk48pHviTlHUtpKUJUleE5Oc7KyT64+5G86jIudoJWTfP3odQohPqwoR50gXphKu+VkmacEOzIC5le6EHfHpMXhZaHjVGp5aiA2rmyfvlRh83jVC449yS/aLOQooJKfQN8fjj2ympNySa0ql1yyQk5ALOwPqjY2VoWBgeV+kqetmiakaWG1LkaceplfoyJWbQ2spUptxoZAI3B3iJ1j+54T2mNQrlPtS+GX6HUZtM1KCbYJmGEhOORZSQFY7iMRAOke6x8XtFpcpR5KtWv73kWES7XPQ0KVyISEjJzucAbx7Ptu3GN1+rdq/QSPajZSXCehfqgOFxXmxUd/pTSVzcsOM4OORzzWzWm8G7Ywatezq094l5QJz8qlH+iLppvCTpxLBPv6Yqs2R15pgIz8iQI1Q/bduMYf/jdqfQKPah9t24xv37tX6Bb9qOqS/XGX/wBpHq2UDTeDnhmlOW0jT94l35lbxaJSJOh0uVpEghSJaTaSy0CrJCEjAye/aPaUJUMHMaLftu/GP3Vu1PoFHtQ+278ZH792p9BI9qIkkk5KurGNjaGMGANgt565ZlzZaArv3jnsGwMBOPVGi/7bvxkfv3an0Ej2ofbd+Mj9+7U+gke1HmepNIznG63ohpAVzAbx9YEaLPtu/GR+/dqfQSPah9t34yP37tT6CR7UFkt6XKIcojRb9t34yP37tT6CR7UPtu/GR+/dqfQSPagi3p4ECAY0Wfbd+Mj9+7U+gke1D7bvxkfv3an0Ej2oIt6fKIcojRZ9t34yP37tT6CR7UPtu/GR+/dqfQSPagvMLenyiGAI0Wfbd+Mj9+7U+gke1D7bvxkfv3an0Ej2oL1b1IRor+278ZH792p9BI9qH23fjI/fu1PoJHtQRb1IRor+278ZH792p9BI9qEEUK4QhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBF//Z"

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