{"id":475,"date":"2022-12-27T09:33:48","date_gmt":"2022-12-27T09:33:48","guid":{"rendered":"https:\/\/savingscorner.in\/?p=475"},"modified":"2023-03-04T18:47:15","modified_gmt":"2023-03-04T18:47:15","slug":"bitcoin-basics-what-it-is-crypto-trading-bitcoin","status":"publish","type":"post","link":"https:\/\/savingscorner.in\/index.php\/2022\/12\/27\/bitcoin-basics-what-it-is-crypto-trading-bitcoin\/","title":{"rendered":"Bitcoin Basics: What it is, Crypto Trading, Bitcoin Algo Trading"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"trade cryptocurrency\"\/><\/p>\n<p><p>They have the ability to change the balance of power in the <a href=\"https:\/\/www.beaxy.com\/blog\/algorithmic-trading-its-easier-than-you-think\/\">algorithmic trading strategies cryptocurrency<\/a>. They improve processes, portfolio management and BTC risk management. Multiply the spectrum of investment opportunities that you will be able to respond. Algorithmic execution is prevalent in almost every instance of institutional risk-taking. It involves a lot of back-testing and repeating small trades after raking in small profits and leveraging on volumes of trades. It\u2019s important to know that it\u2019s not that straightforward to find a profitable crypto trading algorithm that you can use.<\/p>\n<\/p>\n<ul>\n<li>Swing traders make use of technical indicators, which are either leading or lagging.<\/li>\n<li>A neutral score of 50 means the algorithm sees no significant correlation between current conditions and past price performance.<\/li>\n<li>If you are a crypto trading enthusiast that feels lost in the world of complex trading strategies and uncertain markets, this article will take away any confusion.<\/li>\n<li>Scalpers will never aim for big profits and cannot afford to wait for the market to reverse to reduce losses.<\/li>\n<\/ul>\n<p><p>Again, using a cryptocurrency trading bot doesn\u2019t guarantee that you\u2019ll beat the market. Cryptocurrency can be unpredictable and very volatile, so trading based on technical indicators doesn\u2019t always work. If you want to familiarize yourself with a trading bot but don\u2019t want to risk money, CryptoHopper offers simulated paper trading. This is a great way for you to get acquainted with the software before risking your money.<\/p>\n<\/p>\n<p><h2>Why go for Bitcoin Algo trading?<\/h2>\n<\/p>\n<p><p>Keep up-to-date with the latest trading trends and expert insights on the world of cryptocurrencies, ICOs, and blockchain technology. Miners &#038; PSP&#8217;s Automatically convert funds.Individuals Jumpstart your trading.Advanced traders Stay ahead of the curve. Another interesting version of reverse trading is trading by predicting the day&#8217;s high\/low and making money on that prediction. The risk involved in the strategy is the general risk of making the wrong prediction of timing the reversal. Quantitative trading consists of trading strategies that rely on mathematical computations and number-crunching to identify trading opportunities.<\/p>\n<\/p>\n<p><p>Arbitrage is the process of purchasing at a low price and selling the same at a high price. In fact, with Bitcoin returning 49.5% since the tests started running on Jan. 5, 2021, every single strategy has beaten the ROI from simply holding BTC. When it sees bullish conditions, is it right more often than not? And third, exchange fees for a rebalance every hour would be prohibitive, no matter how much BNB or FTX Token you\u2019re hoarding. Rather than a sink or swim approach to trading, you should aim for smooth sailing . This way, you will collect many strategies and have a huge portfolio of Expert Advisors.<\/p>\n<\/p>\n<p><h2>Backtest the historical data<\/h2>\n<\/p>\n<p><p>This article is the first of our crypto trading series, which will present how to use freqtrade, an open-source trading software written in Python. We&#8217;ll use freqtrade to create, optimize, and run crypto trading strategies using pandas. Algorithmic trading can provide a more systematic and disciplined approach to trading, which can help traders to identify and execute trades more efficiently than a human trader could.<\/p>\n<\/p>\n<p><a href=\"1btc\"><img 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' alt='https:\/\/www.beaxy.com\/market\/btc\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'\/><\/a><\/p>\n<p><p>Unlike other platforms with anonymous bot makers and unproven bots, Trality\u2019s Marketplace is a carefully curated space with hand-picked creators and the best bots available. Trade 100% automatically with more than one cryptocurrency algorithmic trading strategy and build your account. Freqtrade is a cryptocurrency algorithmic trading software written in Python.<\/p>\n<\/p>\n<p><h2>Automated Crypto Trading<\/h2>\n<\/p>\n<p><p>Unlike humans, machine learning-enabled software can identify, gather, and analyze mountains of data faster, smarter, and better. Mean reversion strategy is based on the concept that the high and low prices of an asset are a temporary phenomenon that reverts to their mean value periodically. Identifying and defining a price range and implementing an algorithm based on it allows trades to be placed automatically when the price of an asset breaks in and out of its defined range.<\/p>\n<\/p>\n<ul>\n<li>You can also read whitepapers on cryptocurrency, information for developers and backtesting results that inform your investments.<\/li>\n<li>Streetbeat is a fintech firm that is looking to make it easier to invest by mixing fintech innovations and software.<\/li>\n<li>The defined sets of instructions are based on timing, price, quantity, or any mathematical model.<\/li>\n<li>Algorithmic trading is all about automating all the steps of a strategy and automating your strategies without having to do it manually.<\/li>\n<li>Algorithmic trading is a system that utilizes very advanced mathematical models for making transaction decisions in the financial markets.<\/li>\n<\/ul>\n<p><p>Comparing to buy and hold Just holding ETH, i.e., converting our entire stack of BTC to ETH at the beginning of the testing period, we would gain 24.93% , but this is not something we can generally expect. We had far less exposure staking 10% of our stack per trade and not the whole of it. It is important to test our strategy in different conditions &#8211; that is not only when the market is growing, but also when it is shrinking.<\/p>\n<\/p>\n<p><h2>Maximize Your Trading Success with Cryptohopper and Bybit<\/h2>\n<\/p>\n<p><p>Algorithmic trading combines computer programming and financial markets to execute trades at precise moments. The issue for many people is having a strategy, as following algo trading crypto strategies requires some knowledge of the cryptocurrency market and its trading. APIs help access the exchanges that your algorithmic trading system should trade on. For example, the APIs  of main currency exchanges such as Coinbase, Kraken, Bittrex etc. allow access to their currency data. Combining all of these data points, it creates the VORTECS\u2122 Score, a dynamic and constantly evolving evaluation of the current trading conditions for each supported asset. The higher the score, the more bullish the outlook \u2014 and the more confident the algorithm is.<\/p>\n<\/p>\n<p><p><a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> is also executed based on trading volume (volume-weighted average price) or the passage of time (time-weighted average price). CryptoHero also allows you to use market indicators, run test trades and change your preferred currency. There\u2019s no need to run back to your computer when the app sends timely notifications and gives you all the access you need. You can also read whitepapers on cryptocurrency, information for developers and backtesting results that inform your investments. Get involved in hands-off bot crypto trading today and try the Botsfolio free 15-day trial.<\/p>\n<\/p>\n<p><h2>Technical Requirements for Algorithmic Trading<\/h2>\n<\/p>\n<p><p>This allows users to fully focus on their algorithm\u2019s market performance. Last but certainly not least is YouHodler\u2019s popular Multi HODL tool. Multi HODL brings all the benefits of margin trading without the hassle.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Advanced Crypto strategies for Algorithmic trading 2022  <br \/>6 hours  2015 students   January 2022 release <\/p>\n<p>\ud83c\udd93 LINK =&gt; <a href=\"https:\/\/t.co\/j84kmHfEG9\">https:\/\/t.co\/j84kmHfEG9<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Udemy?src=hash&amp;ref_src=twsrc%5Etfw\">#Udemy<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw\">#Cryptocurrency<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Algorithmic?src=hash&amp;ref_src=twsrc%5Etfw\">#Algorithmic<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Trading?src=hash&amp;ref_src=twsrc%5Etfw\">#Trading<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/MetaTrader?src=hash&amp;ref_src=twsrc%5Etfw\">#MetaTrader<\/a> #5 <a href=\"https:\/\/t.co\/yahYiflGqH\">pic.twitter.com\/yahYiflGqH<\/a><\/p>\n<p>&mdash; Comidoc (@comidoc) <a href=\"https:\/\/twitter.com\/comidoc\/status\/1488465165985230851?ref_src=twsrc%5Etfw\">February 1, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>The r no longer needs to monitor live prices and graphs or put in the orders manually. The algorithmic trading system does this automatically by correctly identifying the trading opportunity. EndoTech has been a major player in the automated crypto trading scene for a long time. It launched all the way back in 2012 when crypto was in its infancy.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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skMWFKMglQ8k8\/jXqGqbmFH72fkaWTMQcELznyqrCQR8BS6Jh4O7FBY\/aUedJuOpIO096hkT+e4\/GlkTQtQTnuaAs6QSW7IFAZUo0jKt2ppEhbsSYlCCfdST2FOtMOBiysHwwvcMkE4zTO56lYTLLbbTjW3ggKNAi81qyAn2iROQEpPJpg7ftQB5S2LgyE+WRTld9iPJ2PuLUk+SlEikxJsyzkoAoJazydSPNKk3Fzc2UnwlNpzk\/jTCRqjU7K0JjORioD9Jk4OfTvVigLtibWgrfmNDaSCkHbVbLNlccUtTuSTnJPegktOatv\/tqhdH2I7ahw43kqzUvcNcapgPvt2+R7UyhkKQslSNy\/TvUDbLZZn5rYNwDA3Z3k5Camr3bbeqEltGoWZG5QBQlICvXNYutiG\/s\/1ouQHnbGjeeFLS4rOKuiL1KcjqMa9x\/cQVKbcccSTxnAxnzqjIsEYnCZx+fFXHSmkbgmAuRDlW1xOVKxJUNx+GPpTKT0QM3qHf24TDr2npLypW4uID6+Ak4Tn3a1i9ZtQQW0MN6dntNo+6kSCQn8WzS9+05cm7h4Lz8dlbbaAUsElPbOeD35pibBdk\/cuI\/x1CtSSiw6c6hXTW016x+wORlPAukSZyWkuKBHAPhd6Ht\/tmjrPMDMuNdluu71qUzKbWnIcUnglAyDtzn40WWbTd2IcJb+i23WlhtQdTKUlToAycccZ86qE2Bf3pjjjOW21OHY0HyfDTnhPPfFYxvYozCLczZ7tdLUiW0EOMx2lPOJK8KJVn3QMEeGPM96h27ncdqgJj\/IwoeIfeB9aKnWgW2HabPbYsCNAUtJXJUykEvOJCRuVgAk+8e+aEwbZAyma3n4pX\/RW5d9h63e7q64lLlykLSFBZStZIyPn51lWor0SlS7i6pSDuQV4UQfUE00aZQVKIlskJSonhQxx8R64pMxyrn2hk4\/h4qiRTqS9eLuRcFhxwjKglOT8zjNNHpzhdXhtnBUcfoUDz+VJtR8PN\/pmj7wz7w9a19lec97eyfm8gfymgWYlb5LaHW2SgqG4eGBx59qSVNBVzGZwP4JH89bMxHkrUSWjhChw6k9wR5H41hNruC+UQnV\/wDNST\/JQaqmoUnaYjGPkrP8tamQ3jAiM\/539Nbm3T0\/egSB\/gj\/AEUg5HkI+9GcHzSRQbh9pSgPZG8k4wFK\/prz7scPLSiG3gKIGVK8vrScdtZkNjw1feBxj0pW6Wu52hxpF1gvxHJDKJTaXUFJW0sZQsA+RHINA3VIaCcmIjOewWaTL7B7xP8APNIkknKu5pxbIL12ucS1RRuemPoYbH8JSgB\/LQaLWy2dq4SkkgEZWRwfpSZdjk8xz\/j0TPtAWR1rqVfWrPbXTbbCiLBcdbb9xraykDcRwCTmhrKt0+CWBOhvR\/aEB1rxUFO9B7KGe4qS7HnfZWlBIZWeAT71JlUUg\/o3Bn41iQcvLHoaQU52AI+PnVCpVC5Cku5rXfDGSEuc0gTnkmiD046TzdbWC+6oklxi12ZjcXwPdU7x7v4c08FJbYDrS32WXlNt\/fVtyE\/M0lvjkfrfhRns9phaf+zbcb1IjpMu9XBQZWochsBKBg\/QmgjWZdhdKGFk7VKB70iSf3x\/Gt2uApfpSdaGSteOVqx86sseATHaJV+onzPpVaQnxFpQOSo4q9tAJbQnHZIFB32w4W4LrvbDZP7K4g60TfH1m9z9xJz+JruOYz4NjlObgMMK\/krgDqbK8fV1xXnJQdtcP4ijw4vtt1KRzzk4qTvU8+GIGF+5xkkGo\/Ty0m7EqwQT51Yp9qtS5G96ShBI7A4ruKkCRjmvb1etLzWG2ZCm2Vbkjsab0GwcIzS8d5RdbHqoDFNqcW9HiTWUeqx\/LQG6zyUxrQ0hcZLidmeTz2qAuWoLU9LWBBDew4PxNTHjiJb0qLCVpQ3596pq7zb1uKU7E7nkDyoJNF1szn3m6WbkWJwgEgAnnB7VEpnWNw5LQFLsJsT7iU79oUcUBAW7ZkWYNMXp8I8PASUe78gaq6bZa3PuS8Dy5qXuLFsTYxBbvYU2gDDakYPNVpFmjHHhT8fWpBY9PWiM3O8dmYyVNpJAextNO9Q21+clkF2C3yohTCcE\/PFR+mbI83JW637PKATt2OqIHPnSuo7NckS2kMRWoZDQJS26VBXJ55p+hgNPTQMImp\/E1c7TaFM2Yof0suW4pvAkpkqSQT+sB+FUdEHUSBlLiiO\/CxV4tiW49uZTcZmoorxWkKKGQtsJyM49T3NTPwVu6wLwm5yVQYrkZjxDsZU8FKQPQk9zSLbOpknht3v5EGtXLtqAPOLU264CokKW2ckZ7n40pF1Xd4byHgwAtCgoEp7EVfwXSVKitREJj6jv+5toHwXWCAFBPZJHlnjtVatk6\/v3KLHWy4A6+hBJaPAKhVyn6ovkazPT13SxzUqYIcbSkl1IWBnA7buf2VB6Ovv501BDiiLgqUV5B7bUk\/zVznlogetTbk66oZQ4hPsMEylJV3UC6E4Hx94H5ChRRX1nclOdR50A3SLCS5A9lS5KOGQ54YICjg497zPHrVevvswsjblmjxn3rU4mLcpCGUOoeWsKWlxKgCNo2uIyOCEJPma1j1NCmtnay8o+aUp+u4H+Y0nUkxdvCZIdtkF8FY\/ujRHb\/mkf\/wATSIuEcrCnbPEUnjISVpz2893wP4n4VsIRykKUpXYIV+JBA\/aRSVSip1ocYcKbIWl4CcolKIJ9cEHzGe\/9NaBzTyh+kiz0nP6jyCMZPqn5ftoGbQw28v8AggZ+JI\/8aRwPSpVAsfspCnZ7YccB\/uaF8pHzH74\/gKzEt9lnSm4ca5TA684ltsKibipSlYAASon049TigifEUkjaoj5Vn2qUknbJeTz5LIok6k6KyLPEYXBvX5ykNPOw7kmLDceaiykJC\/DDjQUlQ2LQM5Hvbh2GapKtPMknwNQ2t3vgeKoE4APYj4\/jmpLL4LJ0x0vdtS3I3iQ44bNanQqetTmPc8J10gZ9UMr58iR61L9VtWRtX6O0pq3+2W73IcnxJqlLy2WmnAWUtp8glDgT9KIuptJs9IugUvR8a+Q39SamuLch\/Kg0pqIGUBxI3HkbipGfPKuKFNy0xdJvSS2OBlCn7VepTG1DyFBTbiG1ZBB8lJx9RWJd3YHhuEvHLoPzSD\/NVv6Pvh3qBbJs9KFRbaVz3z4afdQ0kqz29QKr7OkdTSXvZ41lkvOHPuto3Hg4Pb0Jol6o0YrpDo9+2R3ot3vupUBp2RDWpYhRUgFxpQxwsr4PwFbt\/AVeo1rl23TN\/tj7scv6wu8acopIXvZdd2NElJ\/eDd9aGf2irsiVc9OJEdhaGYi2UEJx7iFYA49MU36La007pyyamg67tkiQ81Gbl2dTpXkSWiQhsD097P0qH1C8nWnTeFqdTTjdx0\/JciTEEe6tDp3oWPqcfQ1iSy9gavT2lLUfY2sknzNXzpf0uuGvm5V\/cgIasNnUHLg+XMEJAyUp+eMZ+NDdYVknYR8K6e09ebZoP7Ot4tRcbRPusJlQQpQCyt3JPHwCkj6VrK68FJ6idKos6VMvOgLAWrRboTb74U7z7w7j8P2iuouinTaA79lO92yPDcK5jalrAOFLeIH85I+lDWK28GLbp0pKfzxA\/SfwkBSB\/NXTPReRGT04j2vcENrkKWtKfJIyr+cVwyt0ONuu9vj6N6UaZ0c+ypl9okuNg9lbiefoK5zHsn75VHb7W94\/OGr247ThUy0s7QT5BP8A4mgGO55rth3BdNBW\/Q05chvU89bJ2nwc5AJx8PjiidYenHR6dDaRNvzbTy\/NSgMnHbOaABGGRnzrTJH6x5+NWzYNXUvp\/wBP9ONxF6Yu6JDq1A4B71TDJCSU4HHHeqzZFOOXAFa1KCEk8nOKcOXMpcWnd2URVk1B9Er\/AHuK1pSa4HUlXhFI5r5+a4l+PqG6OerygK6Xv+r1KsL7YeONpJGfQVydepSpT0qQpXLrilE\/Wuf88dejbR0JUucpfPu88VPXTT02XJKkLBwPMU06ftEBxe1PPrx+2rukKCHlgOZCf1VA11AulQ3I7ymV4Cknmmy0+R7ipK4KW5MecXnO896aKSFDmgaFJHlUhp5gv3iMkeSwaaKG07TU7oiP4l9aKRnbzQFSQXXo\/swiskBO0KUMZ4qqXRqNbFJTNioO7sU1dpTjjkZTQaYyQcKPBqiTp8FLy48xncUcZPNAz8awu5yjaacW+PZFS2VNydhCwdx7Cm+NPvHkbc0\/sVisk2egIuCGCPeCldsigntToamRUNC8R3Qoj7iNqhiqymxP4yzcAR5DNTur7WuQI7Lc+EopydzAwT86rabHd2sFmYFfxqCy6Ztk5pbhfYclJTjltzaUisXn89IuLnsEeS00EpAQ64FqBxzz6UtpaBPjxX3rom6YUcIXFwpP1qGuF5vzVxkFtuQ6yFkNqdT7xSDxmmw9iXLUTT6EPIcQkqAKyjISPXiie7q69QrYDH1xb3tiHHCw7H2nIQrAGRyo9h86F9i1Hc5FyjxSyw2tSvvPHagY55Jq9XW7XJqzOXORarVIissZW9HeBU3lQT277s\/y1m+iqt6xWkgORgPkandM6jN0u8WIxZ1TXFKz7PuADgAyRn5Cq+3qmxv8PRvnubBqVsdy0eqchx3xGcA4XGBQ4DjyIq3wXDUdwsUeC8Z2hnLe6pxtCHlAKQgjkj0JINNtFPWaTd1OwI7SXW2VqylISRnA8vnTW+\/2Kz4rbMXUU6WhSkqLUh1fukAgn3vTgfzU90NaLdb1zp8RxSgltKDlYUAMlR\/0ax1xAa13MYn6turzjjm72lxIwARgKIH7AKS0lfYmnrg69IdnLhzIzsOYzGWGlusrGCncQoDkJPIPKRURdnZMm5SpZac2uOqVnacHmmRWrjPGfWt63AR2rl0iaXGuEew3yMphftCYsu5Ny2nilQISsCMg7TtKSM9iTnjBkH9M6Vmtu3BhcdqNqVqN7C40naiBLU6S8yhLikqUlOwt5ycBaTyOSLnVglps\/qtjH1JV\/PWzMh1hxt1tZCmlBaPgRzn9lTWvA9FtnmK88iMtbbbyW1LQMpCsK90n6fsNEHS3S1LsdMTVKDFmXVEd+OpKi4YELxkh6S4lGedu7CD7wCF5SPdNJvaj0m6uDZ5fgRLZdmxd5\/syVOIYncFKdpJJThsowSSn2hwj0qrWfWr9rdv8p6GZcm9w34iXlvkFgvK99eMHeSkrGMjlWc8U3bBpcdI6jgXVvTy7PNcmLcc8FtLCyp9IP30DGVJITnI8qIcXRFl6d6Jg9SrjPlrvns7rSbeE+GqBcnFboiySMnDG53HcEI+VQMfrp1EtlkYs7N4KpjCmnmrs6pbs9lKVlxDaHlKJSgbvugYOTnPGIy7a8fnaBtWmzMdkzEXKXcJzkhHiFZWhpDfvLByQEL5\/hU1aLJ9nXWerbR1At2l7RquRarVfZSWrmAoFvwsHc4QrjKUgnd3470hYuj92b6h3eE0hNxsWkHlTLjcWlhLK4rY8RJSpWNxWgcAcnJOMA0Oo12lw3hJjFtpwAgLaQG1AEEEZTjuCQfnR++0IiBonTGgrFFYEeTdoJuN28JS0qdQkBhoKAUM4Q2oAHy+dS9Xr9FW+05dJEvVVqiyFkuRbLBS4Mnh1bZdWR9XBU50W6POdWOlM1tLqkM2e5vXF4hSUgBKWEq3E+QaLqsd+KHHVzXVq19ra46ljWp1mJMeJiNl7Cm46AG2wRgjO1AqIs2vL9pyz3Gw2HUF3t9vuyNkyOy\/hDo47gY7gYPqOO1NXjoES8\/aCiWNLf7mWjbLYpzjD8K4SkQUEPM7yGw2D93KNpUe5UAfKg6q+XpS1uKu0sqWVFRLyuSo5Pn5mk1JgK7SHR82\/6DWngxz9yYn+MhQrUmg8Gp7+ntdHiST945zkYNXuxagvA6TajuheDriJ8RrJSkgDB7jHNDZUMKIIksn+PijF0SsVr1NonW2i5ER+ZeZ8ZuVa2mFjCltE5z6\/eH7amXgGELUdxmy48RcaG4p5xDQJYGeVfD51euqeoGv7PW7E1b4zzUZLMYYBAzxgY+Gaq2gNK3GX1CtdnkxVIcZl73kn9XwsrUD\/AIpqN1jLlStYXO4J3hYmL2LAORtVgEfhSzdHYAltR+ociI5BQUae04h0KzjYVDt+KaqnSDq\/ebb0+11fmHFeDbitLAWvOCsKJx+Arm06\/wBa+2TJ679MMi4MCNJWVcuNjsD8qRt+sr3aNN3DS8N0JhXJwOPpwcqIGKzw+iw641\/Z9dTWbhcoL7TraQk7fPPeq3s0uvlLryCc9wfpUHkcnHnXknKx8TW5NDrjoR0m6O6u0ixKvsxpMpxWFeIRnH1otK+yb0Gl4LF2igkYwFp718\/WrzdberbBuMmOD5NulI\/ZUgxr\/WUQAs6luAx\/yxP8tc7hd+gz9eulej+mV1UxpiSh1KgEnac+tc+OKUpxSh5knvVllahvV7tzky9XJ2U4VcKcOewqsZ+NdJNTQ+uh+w10kuVjaL931GkyGEqXtlo7qSCce58apcj8mr0GWnYq9ar5\/vxr+rrr2OMWGEP73a\/0BTEnP0FUcy2D8nR0NtTSkR7vqgpP7+W0f+7qWH5P7oqlC\/8A0nqPkY\/3W3\/V10hFVhA+NKvqw0f5KDkmR+Te6FSXVOqvOqgVHnExrH\/46S\/2tboP\/wAc6q\/641\/V11aHCBWC4o9uKDk9z8mr0H\/Wveqjn++2v6upbTP5OjofaZftUW7aoUsfvpbWP\/x10yVEg586krS2SsnH\/jQc9TvsLdHH4\/hOXG\/keZElsH\/QqCe\/J7dCXcl2dqM57\/203\/qV1mtokEKbGBSCojKsEox8qDktf5OToG7ybhqUfKY2P+7pzaPydPQyBM9pj3XUZWBgByW2pP8A+OuplQUH7iiPnWWIimlE+6r50HLl5\/J4dFbhIDxuuo2CEgYZltpB\/wDt0za\/J1dHWRlF\/wBVn\/61r+rrqmSxILilISAPQGk8yUDkZNBzzbPsKdK7ZGDbGq9Wt4IODJbIyP8AB0wV9hHo+txbrl11KpSiVKPtTY5P+DrqESnks5LrZwPukU09qSoYU2PxoOdLb9hDot7UlSndQScA5Q5Jbwf\/ALdOrv8AYI6ByGlIVBvkVRKR7kpG3j+J3P8ANXRMV2Gpf6VKwP4A5reV7I6Nrcl1Q3H3VE8cf+dBy0r8nf8AZ\/cORM1Eg\/wZiB\/+lPrN+Tz6JWuYm527UGpGX2woJ3SmVjkYPCm\/Q10eIyCMoX\/PTmLDdCVOIZQ8OxCjjFBzvqb7BfSbUCIrNwvN9\/tbxFIUy8ygnecnOG+f5qQtP2E+lNgiyIkO+6kDMlC\/FBktHPuFI5LeRjJ7V0W+zJQ5hDJbwMEBWa0dU4lhwrOCEYP1NNDkAfk4Ohe4kX3Voyc\/7ta\/q6WH5OXokcJOpdXrSkcJVObUMfIt4rqUlJP3T+NbJCNw2qP1FBy67+Tp6GPOBTtz1GoJ7APsJHbH6rQP7a1\/2uPoMSrM\/U2FdgJqAB\/mV1QCCTtUkj51nBwMYOfQ5\/koOVV\/k4ehBCUm7aq90YGJrQ88\/wDBfGtD+Td6EeV61WP\/AKto\/wDd11cobCUkEY4rHGcUHKrv5N\/oU65k3vVXCUpH9uN9gAP+D+Fan8m10JOCL5qjj+\/Wv6uurD3r1Byl\/tbfQw8fnfVR+HtjR\/7urX1L+xJ0o6o3xi9agumpGlxIiIMdliU2ENtIKiBy3ycqUc\/Gugazk+RIoOUXPybnQlYQDeNVDakJz7Y1z\/8Ab+NaH8mv0IPe9aq\/641\/V11kpStxye3FYKiBkgH6UHJp\/JrdB8f79aq\/641\/V0iv8mx0IPa9arwP77a\/q662KwBlSBSeWyeUEfWg5M\/2tboMTk3nVf8A1xr+rq19OfsHdJOnmp4OotPX\/VDMtne0CuU0pJSsYII8OuicNEDBIpTcltxCwvO0hQyPMUARtv5PnodYFy783K1AbvJekPqlKmIK0hwYKR7mAOT+JodOfk4eh7jinTqDV25ZKiTNaPJ5\/wCDrtOfLek2lUxYSlT3ujb2qteGv4UHKH+1v9DfO+6rJ+Mtr+rrP+1w9C\/O8aoP\/wBW1\/V11bsX+9rxSoDJFBygr8m30GV\/7U1P\/wBba\/q63j\/k2+gLb7bq7jqhwIUCUmY1gj0P6Ouq\/qK2R3J+FBz4x+T7+za5IS6tq8JCUBO0vtgceeNlLSvydX2ZJUdYSL0hZHBTLQCD\/iUe68OePWg5be\/JvdBhGMdu76oS3kkATGvP\/B0w\/wBrV6D\/APHOqv8ArjX9XXXLw2oAHwpGgehWyyQQO5jtf6IplTlSsWuCj\/kG\/wDRFNh8aB2wMJBPpVb6gdSNK9O7ci46tlSIcNbiWhITHW4jeRwnKQcdjVlQMJAHGKpPWbRbPUXp3e9JqCfHkxlLirI+7IR7zZ+W4AH4E0Hr71K0xprTo1Ze1zItqKUKMlURwpCV42kgAkA5HlSp6gWAaYGsgmcq0GN7Z7SmI4R4GM+JgDdjHPbtQU6a3OR1j+zmvp5Pf8K7slzT7yl8qSppCnGlkfBKEg\/FJ9affZv1R\/ZV0ZY0PeGyqdbJzmn5LKz7y2clZBHkA14iP4hoCnc+qmj7NbbRdrrJlxY19kNRYKnYbqS644MoGNuU5HPOOKIEN4R2i4rj0rnr7V7ns9j0M6hlTnhawgqS2gcqwh33RV\/k9SbjauqFg6Z3a2RlN6gtj01qSwtWWnmiSpshX3k7U8K4OfKgKKbsAgguAfAivSb5DhQ3ps1TbceO0p51wnhKEjJJ+QFCTWfVe6WiBrme1pKVEb0U224y9NaU3HuaCjcfCcB55BT2OCU984FJ+0Dry\/r6GW\/Uen1tQo2pkQUSELBU6lqSkKKEqBx2O0nHYmg6YVLhjCXDsJ5qoa36taE6eCMrVtxlQG5r3s8ZwxHFodcxnakpB5ra3m6mOPzy5GXIyeY6VBG3y+8Sc1z19tPiyaKPn+fh\/oUHVUd1u4xy4hp9oE42vNlCu3oa19ge7svdvWqHqLqNbdL6ltmnrneYVtVcmHnmn5zobbUUKQnwwSQNx355PZJ9am9N6i1BMivrvMSO041IW00plZUh5oAbXASP1s9vLtk96B7qHUUHSsVmXfZ7DDcl9ESOFJyt99ZwhttIyVqJ7AAmmr+qLTDMZF0achOzH0Ro7chtSFOuLUEpCQe\/JGfTuaBlz1XO1F9s+x2a5rUq3aZtDr8OLnKA+4wrc7j99hYGfLYKP+o2rRqCPCEwMpcgXCNOjrdH3HW3AeD6kFSf41A8bVGbJClOtEnPAzWZAadKcSUq7+WKEz\/W3V39mmu9FQtFRLxM0jbo8+L7EtQM0utpWG8KzhXvpGBnICz3ABdvdVbzbeouiNIan0vGtcPWdsU+l0qUXYs5KdyoyucH9UA98q7UBK9lexltefkadsNqbaSXfaErKuVDlOPpQ36jas1XoPp5fuoLUe0S2rStxTUb9Kkush1LaSVZOFHJPbHao+4dZ5+nNPdPtVXiAlNu1rIYirKFkKiKfbCmnOc7kk9xwQCO54oCdIuiGZ3sIkbnVIU4hKxyUJKQT9CoD60pPS4iKVuI2+LswfhjNBTR1\/1xdftKa0tFym21cayWmGyhtTawhDK1eISnB++SrknjgccVO2zrBL13pTUertNWxhy3WGTKjwg8pQVN9nRuWrj7iVHIT3PmQO1BesDyV+NZQDv45xzQttHXjT+qpejLXpVhUiXq5lyZ+lOEwo7W4O+Jjkr3pUgAcZSTnGM63jrjdrHpTXWoIelt\/wDYfN9mHtrTjKJoGz3mye2CojODnAOecUBUSlQIO04+VKg57edCXUfWG92ZXT2W1aIS2tdPx2lo3rSqL4jaFq2n9bG447VJa26m6g0d1E0ho4WyDLi6skPsIe3LDkfw0g5UOQoZUM9sAHvQEkqUSTkjJzWUk5z3xzyM0FdYdbtc6S0FK1zctBNQSxefzW3AmrUHXWivCXwUcDPp8ODjvI6t60ag0Mi7TNQ9P5SIDbUJq0S0PANz5sg\/3AEjICB95Q59xXHIFAWCc9wP5P5K8ccYSf8AGqjy9fzbZ1At\/Tq5xI7c272lydCkp3FovtHDrSk5zjHvAg+o9Kp2m+t+qL7pLXuo12C3MuaKflshIcWUSvBTu7905APr3FAasI9VCshIKgN470LXuuEFemND3OJalG6a8dZZgQ1LylkqALi1qHJSgegySR25ImWdd3efqXVOkLbYXjMsEJqSxKfYWiNJdWgkNAnucge8Dj3j6ZIXc5PPBz8aYagvdt0zZJuob0+Y8C3sqkSHdhVsQkZJwMk1QOmvVK89SdB2vUdvgwIt0k3BUGZEcCy2wUKPi853ZDY3DPclI4zmrhrbT\/8AZZpW5aYcUhCblHMdxRPASrG718s0FcuvWvQNmtdpvV1nTosK+LDdvdegPJ9oJAI2gpzggggkedS0bX+m5GrBocvyWb0qOqWmM\/Fcb3sgjK0qI2kc+RoI\/bFbQzD6esNJCWmr2EISOyQAjAFG2\/aZkTtUWfV1sMNE+1MSou59KiFNPBBx7vJwpA8x3NBZEjKgM4rZwnOMdqDOhOt+tNbaetF\/gdOvaRNvqrTMMZ07IrST7z+VclIBH1yPIZe6r63XLTWibvrabo6XDTab8m1+yTkFlcpjxEo8ZpXZQIVuBxj3SPLNAcr0oR7LCjgK+5vIHJPHpVEsOu9O6iv940zapLxuVgLQnsOMLbLRcBKOVAA5AJ4px1A6jRYfUnTvS+2IQ7c58FdwkFzO2LFQOFED7ylqBSB8CT5ZEnSJ6ZL679Y1IQ21JQq2NgLyUFaWnE59dpxn1waAraY15prWMu8QdPXP2p6wzDBnDw1J8N4ZyASBnsRkccGp8LUO5zQz6X63n6uu+u7OmxWq3zdO3YwS\/GSQmW5hQ8VwcHJ2jzJx51C6a60apv8Ap3X96NgtzTmiHZTYSHHCiUWUFWM9052qz3xkfGgM3iH0pRmfCghyXPCA00kqWpR4SB50KX+tsUaG0bqePaF+261kx4UKMtfuNOOZ3KWr96nB7cnjtkkNdSuvaq6o3Hpfc75dbcJul3JMYwHtrK23HS2pa0kZS8hScpIOCDQF6FrHRr15RpuQpyNcn2VyWWJDKm1PNIIClI3DCsZGQORkZqUnNWgsgw1ZWT2FAFGirnO6kdPo9onzpdu6ewpjVxu8o5VLecbS0Gd366\/dJXjgds54o0NcLBHlQbPnKhzxSdbOnKq1oNwvdAhD+92\/9EVoO9YaVuhQv\/lmz\/mitm\/vjPrQPEnCAK1eSgIyrv5VsKQk43cGgD\/TfpBJ0N1Y1vqltRTZr0WX7eylYKUuuZU\/lOcghQABx2XjnmtelnSOdobqfrvU7wCbbd5SHbWhKwU4cG947QeCFnbz5J44NFyvUAk+0FpLV2so+k4uldOP3H81aiiXSUpMiO0EsthYVjxHEkq94cY+tL6w0vq+f140TraJpaYqzWi2S40uT7RFBS46hYSAgu7iORkgfjRWb5Wkeppzcj+kQn0TQAVzpzr+\/wCj+pdl1Lbmrjf75LmJss2Q+2ppEJTYLKGiSSyOCgpwDuUCcpyuktc9LeoGr\/s\/2rTMKxON3i0ItIMB6SwFKLDSUuhKgso75IyoZx8qOnxrIUoDAUQPTNBHWgXFapkm4QnontD4Uyy8tKlJQG0J52qUkZUFHAPYjODkUGftPaG131Ehact2jtJSZ5tdz9tkOmVFaRsCcYT4jqVEn5Y+NH0PpW0hl0cJ\/WHet5EIIjoksKK21cE+hoB3rHSkLqA7Bhat0K1cLOWXC63LW37RFfJRsUgtrPG3eFbVZ4GM9qT6TdPl9OmL5aIS5DNieuJetEF98uqisltIUAokkJKwogEk4wTyTV+r1AJtddL7u31TsfWfRrKZVwtzSodztqnEtmbGUlSMtqVhIcSFnAUQk7U8jnJIlmRPUxHahvttBTchx1zaNpQoK8MDJJVkDnG3GfezgVI16gE+jtNast\/XXXGsp+mZcaz32LAZhyVSIytymWkoXuQl0qAyDjjyqQ656GuGtLFZ5Njm+x32xXmJNt0onlpRcCV\/MbTux5lAokZ7jiqraOnFisurLxrCLLuK5V7fakSWHXwpgONo2IKU7cjA8txGfLhOAr\/2jHXYv2fdVW1tZU01AabG4ckB1vnPrUDJ0TeupOgOkunZEb2e3afEC5TpRWMLaYYSG0ISDkqXkeWEgHJzgEj670Tb+oWmJukrtcZsWDcEBt8xFNpWUhQVgFaFAcgeVSenrIiw2iDYYsqRKagR24rS3thWUISEpzsSkE4HkBQD+2aa1TaetmvNUKtLz1r1baIsOLMbeaAZdSAhQcSVhY2jKspByBxk8Ur086e6h6Z9ONYaDgQxdVy5Up2xyEutobdRJTtT4hUQUFs8ryOUjKNx92iWpl1Kdym1AepFPmri9AQIzaW1IKUlSVpBGSP\/ABoAdp37Md46X3rpxqTS7jeo1WCG\/bb1FZdQ245461rU+0XFJSQlbqvdJCilPGTwSJ1Z6a3vqD061Npu3R\/YJlwieBCZlOpwpxKtwKykqCQraMckgEEgHIFzj3K3oKAq37Nn31NrPvDHp\/50o1PY8dWya60z+ruR4meOx8\/Xmg561n0r6o3G29JXoGiJbi9HPxnLrFMuGl1GxptKlJJeCFD3SB72SfIDBM71F0Lr+\/8AVbpvqm16NmPW\/Tz0t24uGXESpoOtpSkAF4FRBBztyPQmjsi5SW05MyK9vQPeyUnJOMc55wM06anhCihyCVhvhRStJznnIHfzoAF9pHROs9cdP2rBpXTEqfMNwiylIDzDYQhtWVZU44kZ+Waz1r6cXnqZoGDBtLQi3e0zI9yjR5S0gOLaBBbKklSQSCQDnGcZIHNHtF0tTob3L2ce\/k45OOec\/Hyp17DCkNoX7Qw6FJ3FOQSOM4xQCiPa4suVAvzmkGo1wjsb1LdbZVIZK0+8yhYJ5z94hQSeME54D+kOn3UC09Ouqen52jZbc3VEy4vWxsS4h8VLzZSjJD2E898nj411nI0zDQ0p3a2NoJISSMgd8Y4\/bUc5p+Or+5PKT8zmg5hidE+oL2humF8i2B1N86fOo9qti5LBMlvI8RLa0rKN+ACNygDnBIroO0vOPL33K1zbc0hBQfF27ndwByAkqAA7c4JOeMYJlxZ7jGSUR5nun9XOAfpVa6h6Ec6h6Rm6J1EqWLdPDYcVEdDbg2LC07VYOBlIyMcjigHHTfp3M0f1M19dY8sDT9zntyoEQYw3JdRukLx+rnKB\/wCQonOLQVfcBP4UlbrH+ZooiJEhw53Kce5Wo+pIAHbA7eVbuJIXzn60AH+0zonXXUJWlWNHaNmTRZ7kZslxUuI0jYNvup3vBRUcHyxx3o2omPrhmSLTMQ6BxHWpnxD8MhZR\/nU5r1ALfs5aM1rovp3I05qSwrtlwRMlyWy4+y62UuKBQctLV68jjsaoV\/6TdTNQ9CZenbvYfzhrdyeqRJlvy2lKktokhaQ26VYCSgJ2oO0AJIIScA9SRLyw002y9EC0owDnnNMJb6H5C3WUeGhRyE0AovWkNRz+uto6yM2uSYztvds82EtxrxoreFKad4XtUNxKSEkkcHB5xEdONM660x1f19qW96QmLt2qXYjkSUxJilLYbQvKVpU6F8bkpyEnJBPbmjSHFgYBr27JBUARQCPo9pjV2ldXdRbpfNMS4kbUF7VcICzJjL8Rr38ZCHSUnkcH1qu6O0Hr60aJ6qWmdo+W3M1TLuDtsaEuIrxUvNKSjJDuE8kZyRXQBLZ8jWCGyOCQaDmie1qfRfTjpzpHUHTN2+SreCVWqPcmkTW5jR3tyGS0pSlJSN4O0\/re8Mdr1086lMSdeuJ1R0XvenNSXyEtiFcLg4XEyUMJLnsyVn+5jG5WAMEgk80QbxpG1Xm7QL+p1+LdbYlxEWXHUAtCHAAtBCgUqScDgg8gEYNOTY47lyYukyQ7LfiBQj+KEBLJUnapSQlI5I4JOeCQMZNAt0wvk+8aRjydaaOGmrmt57xIHtKX9qfEUQveP32c+tTs8QvGzD+6B5VG0o1gAn1oNFncomsV4969QJRFboMQ\/wB7Nf6IpZIBOCSPlTa3K3W6If73b\/0RTgd6AR2TqBqy2\/aEvHTDU12U7bZdvFxsWG0IVt4K0EgZXjC8H0R580y0F1H1JP646v6b6kvKpESM0ZVlcDKGstBRS4k4GVlJVtz\/AMkr1pt9qO0XOzq0l1d00yTddL3Rplzb3djPKCS2r+CVEJ\/wivWorqlpq\/aW6o9Mtc6Zgl6VLKtPzU9gVOIUUrWR5e86on+BQXrU901dp7prrTViNSvPSIbcyVaVKYaHhNNA7ARtwvKkqOfNJT8anenus4V50rps3e\/Ql3q6W1mQtkvIS64sthSyEd\/POAKYdZ2WoPRLVkRKsIZsMltJPBOGiKE93QxF0t0ATGUEAXOGSQrn3mAVZPxJOaDoyRfbHa38XS8QYmwBSvHkIbwCcDO4j1qE6odR7Jok2xuVcWEy7vPiQojZWPeS46kLX6BKUFR3du3rQZ1nMgXhHW262aGYDsO2ots9ch1bq5rqWTtU22SEtJA47KKu\/u021ZLbnaD6HvKQT7JdbEy86oZyTEaVyf4\/n5g0HQd0uH\/+fm3O1PtvKREddjuNkLSpQQSkjHB5FBXqdrbqX046e6KuD+pEyb3ervEi3F0xWw2EOtrUptCQOMEAA8k4z54o426U3OircS2lKEvPMhKe2EOKR+3bQJ+1+6ynT2jEeKjKdVRCQVDgBDlAR37veNN9R3mr7qRtOl5NkcmMiWG2xHkNPNpcy5ge7scB971PNWy26xsMzw2LZqG2yhIY9rSluU2sKZHdwYP3eR73bmoHqn4C+merXPcUoWC4pSrg946+AfjgcfAUH7dY9A2b7N9o6gX3TrtxkwNJmCfZ5S23PCf4WncDhOSs5UQSBny4oOjI18sV69piwrnBdmRkh4tNPJU54edudoOcZ4zQ36360kaX6d6hvGmtRsxbzaWEONtJLa1JJWkHchQJxhRqhQnHNN9Yum0eQ+061E0hM\/RMqXjZsCktla1FSz7o5OM4zgVV7mi4j7JOsl6qK1ahdvkpMxKh+lEsTGysn0Hhg\/DYPSgOGqLxdjaNLuwdeWfT8h+VDclmfszNaUBvZbCiPfUTxjv5Va5updPW2c3a7jfIEWY8lS2o70hCHHEpGVFKSckAc\/Kg1138J\/RXTV1h1CwrUtoAKSKlusUKG19o3pRFcUFobburmCf1gy0oZ+R5HxoCpbrzaLuwuTarnEmMtLU2txh5LiUqTwUkpJwR5jyqNka2siLlb7XA8a6O3BwthcAJfRHABO93acoRxjdjGcDzFAgqhlPXe3Sr6m0NT7nHipllwJbZW80E7lnICUEkBRyOCatGnmLHq\/VXT9Vp11pou6MgPNvx7ZdmZTs1Smm29qEtqyG+ColQz2GOSQF16sdR4nTe3WWbPdEaLdbuxbX5ik5TEbUFKU4rg+SCnngbs84wXapd3nTbHO0XqaNdbSqZi5BtbclSo5bXsUhxBwML2Z75HbGDlHqw7Yf7G48LVFnZudouNxjwZjDjZX+jcJTvGOUlKtqtw5G0nI70JNSfZ9tHTO5WfXHR693S1z27tEbNuTKU61LaddShaEj7xASoqIJI2pVntmgMcLq1Zrj1An6DjXmMpVtgNOSN60gF51ZCWkk91BKckfwxUu\/rTRy35QGqbQfY3m4749tby04o4QhXPuqVjgHk+VCvTNwNv+0d1EfksMlT0GzoQlaQnduWEZT9VeXnTHR+j9La56odYbZqW3onRV3W1r8MuKTyhgqGCkg9wM474Ge1AaZOoLDCkGLMvUFh3cGwh2QhCtx5CcE5yfSq9q\/qRp\/S2oNP6XlXSM1PvctSC2tYHhMIbUpTiieEjISkZ7k8djXPnUG4267dG+pOoLBDXbIUzUyWXI77y3X3ZDbjYU6MnDaTjOwA4A5V5C\/68kMTutPSScWUhkqubKlnGFKQjbyf4tAZpWobNbVNJl3qHHLrYcQFyUoKkE8KHPIJPftT5+\/w7OtKpd3ZiF8nbvfDfiAd8ZPOM5rn3QkG+6w1z1Xtt7mswF3piK3H9qiqe\/tBxhaW1NHegbE58hjdnODmttNTbDoDXjMi89SbRMcsummNPKbu89mA44pKg4l9pLrhBbWhSQTnOUjlXkBSv\/Uu73fQL8zSmrIOj1qltoYuF8jNoacaQtOSjcdqkrSfdUM57cdxfJWqrJCjMSr2qBGUtacSQ4lhLyyM45POcZ4Ncs6\/043pf7Jsq2o1DBvCXrlHlIkQXg5HAcnIX4bSvNCc4B+fA7Vbb1\/ZCftC6PWuQlm1q0y+i3OPNKdY9q\/9aAApI8TZt884xQdDHVejxEYns35UaPI3bXVyW1trGD90n73l28gayq+w9jcm1XSNdIywr9MzwApKilQ4J5BBrmdzp9rDSOo4kDQfUaEL8\/IvM6LHnwCIC4rzsZx6OMLWpKkrU2oEdwVcDBokdHLxdrlpeZFvtgjWi42u6zIkpuEsqjuulzxVutE87VKdPGTg5HlgAhqvqxqm99Qrl040TdINslxNOJuUaVIUlaFzVyUoCVDklKW0r90d1KGRgclVrWthhNMxL3qG3tTktth5KnQ3lZGMhKjkAnOKBltfbP2rL2ncnjRcYYPr7VUDo3xo1n63p1ahQuBu09Sy8MEwjGHs2M\/qbchPxzQdNXHV2lLU9GjXbUNqhvTXEsxm5EtttTziiAlCAo5UokjAHNKQZunb8yuRa5kKc2hxTK1x3EuBLiThSCU5woHgg8iuMrxHvaOmPQmDq9TybidTW5LyJOUupaKz4YWDyCGykHPI8+a6V0npq06JauDel2PZUXOc7cpSfFWvxJDhytfvk4zgcDjjigpHWLVd\/wBI9aOmGj7HcS1a9Vynmbk2ptCipKVtgbVEZT98066g6qvuies+htEW1Yudt1al9qTHU2C9EKCMPpUnnZychWR7pwRVC6\/XAyuv\/RgTA06lubJyheMH32eCPpUx1k1DN0T1K0HdumkZEe+Xm4iBc7bGSC3Ng5SVrcbAwkpzw6ADg9yBigNE4WyBMTbpF7t7ctW3DC5KA57xwkbSc8+XrTO8TYFg3C7z40ZQaU8EOvJQpSE9yASM+lBHp1ZbtrbTvWLSOotSMWi4XbUssSZEqGp59pktt+zuJPioG0BPu\/LOakLVqLTll1Xru5XnqZpyTNv1oi2ZTN6ujEGTGksMFtZW04slLS1L38ZOSrg8KIWXU2pLndLNY7lZ9TR9GKfuTXjNX1hLTslgLKVNIQs\/eXjKSO4IweatszUlgt9wZtU+9QY02QlamY70hCHHAkZUUpJyQByceVB3qvpljR\/Q7pTpkahYvfsGpbU37c2sKbeG5Zyg5OUDOE8\/dAq4dZLfapv2huiMeQhBbU7fnFAHzRGZUjP8YCgusO\/2K4RXZ0G8wZEZham3nm5CFIbUnulSgcAjzBpvF1fpOaiM5C1RaZCJrnhRVNTG1B9eVDagg4UcpUMDzSfSqb0ktsR\/qx1rjl0IbausEoG73eYp3H08hmgxFtbEX7FmnrtGcCXndQtOqIPvBYuTiQR6YCR2\/noOo7herPadoud0iRPEBKQ88lG4DuRkjOKQn6o05alxm7nfbfEXMKUxkvyUILylfdCMn3ifIChrabJq177RuurfdJDDbL9jhfmj2tlTrbsHGHg1haeA6Vbu\/JHwqodSNEvaJ0f0l0fOvX52TA1ZGjJlKa8LxUAr24TuVwBwOTwKA+J1FYFtF9u9wVtBxTJWmQgjxE43I4P3hnkdx51W7tq64y7+5YLXDuIt7lmdnMXuIhK4iH0LUktrcORuG1OE\/FWfKqrqzQF703qmPJ6OXK3Wi9XP264TIdzS49Fnb1s+KsHJUhYV4eAngg+WOVNMakg3HSVr0TrJEXTNwvF2uVrdgQniETHG1rU+lhfJShRV3BBG7AIOKC09HtbTOonTeyavuMQRpc1laX0JBCS424ptS0g9kqKCoDyBxk96uVN4ECFa4LFttsVqNFitpZZZaSEobQkYCQB2AApxQNLQrdaoSvWO2f8ANFO6ZWT\/AHlt\/wD8q1\/oCntA6ZYiSGS1NjtvNqwSlxIUk4ORwfQgGl3rXBlFK9iCW1b0FQB2q5GR6HBNIMk7B6UoDtBUDz8DigbT7Kh9hbUqM1JZI95DiQpJHyPeo5VotK0soVa4hTH5aSWEkN\/83jj6VOuyVBrCVZGMd6ju\/eg2t1pti5Tz67bFUt1GHFFlJKwAQATjkYJHNNXrRaC0ICrZD9lQoKQz4CfDSR2ITjAxUtbyEturPkKbIUXV7SkfOgTRHS0hLbCEpQkYASMAfIU0l2a1zlBU+1RZKknILrKV4PryKky2Qo4GcDyrUfPNAyMOEtlUVyMyWFDCmygFJHbBHatU263oimAiDHTGUnYWQ0kIKfTbjGKe8FJykcd6TI8wRQMvzRadzSvzXDyx\/cj4Cf0fGPd444AHHlT4sW+Sgx5VtiOJe913ewlXiDj72R73Yd\/QVrWUq2nPwoHkqFYZb0W3xrPDLDbiNqTHRhKhjlIxwaZ3i322Vd3JjsGM480spbcUykqQBxwcZHAreM6tmQ26jG5KgRntTi7soZnuhkEoJCs+pI5\/bmgpWuNEjUmnJtptCIcJ+attT6vCCRJbSsKWy4tI3JStIKCoZUkKyMkYqMc6Q6J9stM20aIsVkk26W1L9qhRm2nUFBz4bZQkFSVcpO4jjPunyvnY5FO22\/Djlb4wM5TkdzjIH7aBKdb1sLR7RHGPvNlXPI4yPrmm0eNHiOIejxGW1o4SQ2Binkyc9PUgv9kApSE+QJJx+Jp3aIrskLLD6EqScbV9j9KCOW3DnTEzJVvhrkoScSCynxNoBIG7vjPNNo1vt0V11+NAjMuu8rW20lKlH4kDmpm4xpEdZMltpGUHBb88kVHbRsJBzyPhQM3LNZnWXWnbXFUmQoqeSphBS4T3KuOfrW67RbH0MMOQIi246tzSFNJw2T5pBHB58qcKCgE+737fGs4PiceVAku3xFvB12E0VJQUJUpoEhH70HHb4VSZPS62XbWV31Dq6yWjUkaa2wmCibFQtyAEDC20JWkpKVH3ivIV+qQQAavaFKSk4J7YHPalUr3DsD6etBV9J9P7Dpm2XC2x7Lb2IdwuLk8QGWgY8clKEhKEkAAe5uIAAClHHrVkchw3mmmXobDqGTuQlTYO0jsR6GlsjIBzj8a8RyE5BOB2oEXIcFZRuhtENJKUjYDtB5IGR8BW6GGWR4MdKEJycJCdoye\/atyFBfKTyawOSD9aBAWy3iYZ6bfH9oV7peDSd5Hpu71o9ChyXy5IhsOKVgErbBJAOQMn605Tgn5eYrAWrOQTgDPNAzkW63z3kOTYMd9TatyC60lZSR5gkcH40unlQwMDtj4UohwFWVNjtnisNlvdkEjHrQMX7RapUpEqRbIjrzasocWylSknPkSMil\/ZIYme1phx\/H27PFDad+303d8UulCSrIWCe\/pWqUqCwSnzoEXIcEyTIVCZ8UgJU5sG4gcgZ78GqHG6T2F++3+6aw03ZNSO3SWZEWZMiNuPMslACY5StJCEII4Ukkq3ElIPchKypRyMZNYVyo45oK9pDQ9r0pYGrI3BhKYblPymo4bC2YpccUvw2tw4SndgYA4HYdqsqlNKfZlSLdEeeY\/uTi2EqUj5HGR9KSWoJAyoAAc88VhqShxre0vIC1IJII95JII5+INA\/jSbWwt1z8zRG1yOXlIZSC4f4Rxz9aVbRpdyKIK7NAEdKtyWfZkbAfXbjGajkvBSSolJHrmkJk+FADbk51LIdcS03uPKlk4CQPM0FrS7aHnGXVxo7imQQ0VtpJQD3CSe2eO1OVQ9P3PwzOtcR4skFoOMpVsI7bc9vpVPS6haUuMrylaQoc44IzSiZTyPdS8R8M0FxdtdnkpC3orKlNghO5AO35VTbvabOqcw4LbEUqGpS46iynLKlcKUg490nnJHenTd1lJO3eO2eT5U3fWpxwrV3NAnXq9XqBjYiDY7cR29kZ\/0BT6vhuvrn1oZZS031b1ihKAEoSL3JAAHYAb6811562lSU\/uvayPbP\/pyT\/r0H3SaGGwK2c5RjGfpXxZZ669YIcVqQ91V1gQRzm9SFJP+fxUXePtC9YXQlUHq3q9HqBepH+vQfa7JHGTXq+HKuvHW0qKv3XdZZP8A8ck\/69bjrt1rIz+67rL\/ALck\/wCvQfda2NhbK0qPCq3\/ADU6wfEZO4V8edLdcOqls0o1OufU7VTocWASq8PlR+pVUlcftKdSLbb\/AG629U9TPDPLDtzeJ+h3UH1rdTIbWSW9oxzSaXEJQQpOc9jmvlBY\/tRa3uoDUrqFqVpWMqBub+B\/nVKTtda41C34kHqxqxlSxwpm9yAB9N9S3Q+peEKbKtyc+nrSamDtKwPd9fIV8g75dPtAxEqdtnWLV0pA5Cfz3JCsf49Uyf1q+0HaWXIMzqjrRlKu4Xd5H7DupLsfaspIGcZFYr4qD7RfVj8zGArqPq\/2ofdkC+SfXz9+lW+sHVx7T6rmetuqRIb95bH59kpXjOOPf5qj7SnkVYLemPMajNuKSVEFoox+qPP+WvhUnrB10dhqns9WdaFkHbuN6lAZ\/wAfFSOivtJ9bNKX9i6yeo+qZ7aUrbLUm9SVN+8kp3ffxkZyPlQfatxhQVuwEpWohGfMA1vcVZlKSDwkAD6CviJf\/tD9ZLpfpkxjqnq1pl14ltDd7kgJSDxjC8dhTBzrt1peUpQ6x6yyT2Ve5PP130H3BI8+9LR5a2DkJSseivKvhwrrh1vbCVHq5rMYHlfJJ\/8A3qx2P7UvWi0sKhzte6huTZQEhT92kb0AZ7K3fHzFB9qZEtyWhSiCANqQknOO+aanITjGMmvjBd+vnVaRbUTI\/U3WMRuXMeWltq9yMoSltASASs8bio4qNHXDrMpCBG6z6tUT2bfvEgKPJxzvI8h3IoPtkMhwJBPlWUrySVJB\/Ya+KTnWrrUla3nep+tGUkKwpF8kqb7HHdZ57ef0rVvrV1mLLi2esOrXCSE7V3uSlSR3zyvGePImg+2CPDI7EZPzpQJI4GD8q+Ji+tXW1thsO9VdZJUVqwTepPIGOx38+deX1v6070pT1a1iCQkY\/PcnzH\/PoPtmQQrBGDgcVMLt4\/Ne5oDestOKJ+PYD\/HH4V8PmOuvWw3IIY6s6wUlTu0J\/PMgjGe2N1dIyftI3jS8e9Wy6a9v7slcKAYzCLw4HESUZVgHccIUCwFeZG+s266H0gmRvYJbkdLu\/wAPHvAYycZpuFYOCkHivkj1s60dVR1S1JHidUdVWxuOW2ksoucltrKWm0707VdlnKgcc7s+dUFHWLreI7riOq+r3R7qQW77IV3OfJeR2qy7mx9rBtO5IJBxn1rQIAC9rgPGMV8TldbutLcdwnqxrFK96U83qTnzP7+tP3cetIiqV+61rAqLgAP57k+h\/h\/EVR9s0tqCVEjyrVIwFZ74r4v3bql9oHTsKFIunVLWcc3JlMqOlV6khRa3KTkjfxyk8emKYo6+9ahGWXOqurFkqA5vEgH8Qug+1yAeSPIVlokK4NfE9HXbq45HdWrqtrRpRKUjbfJJH4FdYY61dZlpdca6yauOE8BV7kjv\/HoPtRcYjd1gSrY+pSUS2XGFLTjckLSQSPjzVKc6RWVwubbzdGkuA5Q24kJBJVk4298KI+QHpXyIa61dckrJV1Y1kQEk5F7kEf6dIt9c+tRdShXVzWI5\/wCO5P8Ar0H19uXSaNIX4kG\/y2FFzcpC8KbKN+\/w9owdoXyOc9+e2MTekUZTDnsN6ksvvPJeUrgpA9pdfUgD97l9acHPCUZzg5+QKuuvWrccdXNY98f79yf9etneuvWsLIT1e1l\/23J\/16D6\/udJrVLjvImy5LKpDb7LqYbhbbw6lsKUArcQctbu55cc77qeMdMrGhxl5TrzjscgtuLSgqA\/S5Gcefin\/FT6V8dj1462NoSD1c1eeM+9epP+vTy0dfuriJTTlx6n6xdjpWC6lF7kgqT549+g+uTXSi1MFks3m5I8F1t7haffUhBQnd7vPBz862i9KbNFjmP+critOWyAXQANpQcDA4Ctnveu4182bd1YuWp5aXY3WLWUFgISFoVfJIIVjk\/f9akV2nq3eJbo039oHVrjX\/q91+fOePisGs8tej6SPdP4U9anJt3uDzy1KUXCtIVgoQnbwkAABsEYGQSo+dbaT0Lb9IPvvQZst4PRo8UodUCkBkKAVwPvHccnzr5G6i6h9d9GXmRa7j1f1e4ppPBF7k4P+fVXd669at2R1c1jz\/8AHJP+vWh9v69Xw9\/d162f+93WX\/bkn\/Xr37uvWv8A97msf+25P+vQUCT2Fbw2lrWlQGQOTST6iVbT2FPo2G4jigR8iKCelKUu37GkhQCRko\/nFVY8E0vDusmMo4XuT8akUPWe4JIfR4Lx43Digh63b54+NZkNJZdKEOBYHY15nlQA75FAZ7do2dqDSUFiDjc3hwozgq+FV+5WCbDvCYs6IYjC04O8YBNJztYXzT0W1\/m2UWlIRkgdj86fzepFy1XEBulpS\/4AwpxI5HxNTsNbXHXZJSpseK26jkLwMgj5VLpulhdYXIgLkW+TnKCwrKM+eU1LW6x6dV0le1Qq5FNzDhCWAvunPbB\/ChtIskyMfaYr6m9\/IBPHPxpLsFFq96jtsQTFBm7xE4ClsLw6nPqk0sjU2nL3uh3FpLbn3SzKb2qz6c0OLau5IhOy3paELYO4o37FKA8wexp49rhvUFveg3GPCmOuD9Gt9IQ62r1CxVFhu\/TDTd0Bdt6lQ3FcgoOUmqPeul+orXucjNpmNJ5y2fe\/CmcTUurdNq2eK74QPCXPfQR8DRN0Zqu836Aq4t2pWGVFKy17\/GOTtPlQCJF51FZ4T1oDzzDD6VJcZWjjnv3+VOdOXPTcOJIi3uJJK3QdrzJ+6NvAx88UcpULT+qY6EybS0A46hlTzje0IJ4Oc9qrWqOgTbJdkWl5aWUqUkOJG9o4P4ipsDHTVgXqeQ8034LamQCMrCFLycADPFRb9rUxKeh+Mnx2VlCm1cEEHnnsfxqavHT\/AFRYleMYi3m0nh1g5+vHIqLtV0m2O6N3NtCVyGSTh5JIJIwcjv51Qg9HlwnSl1pbRHGeRn61abbrOxORxD1PpSHNG7JktJDbuAAMDGB2A8xzmoe76iM+4t3G329i2lLaAppgDYtY7qKcY544xUyNV6YukFTF80qwiWEK2y4oCCtRzjckYwAT8e2MUERd3Y6Y1vaQwQwppbiUlXKQpxZHPrjHfNN22I7khptL+z3UjDgPpk8j5+gpxeoy3JceGyQVx4rCFIPByUJJ+Hc00Lbjb7hcSpBTvHIwexA\/moF44mxluSW1LQoI3b21ZHJHmPpW6ZQUylL0Zle5R5CdhGABkEefzz3Pem8cqajrWklKypIBBxxyT\/NUjLi3KNGhS7jAUES0KdacebKS6ndgkHgqHHeg94rWEtMyHWEFASUr95JBO4BWO45\/e\/SnS4zguHhlhmUhKwkORjyQkkZGPukhB4UnOPIUzCIi5SNpU2AU7kq94EADPIx+GPrRM6VWK32u2XbX19gOPm3tJk22QhfuKVvU2o4AJyFY4I74PmKluhOWnoLDtV0utzvOonWbXbIJlxpBY2+Msg+XIKU7VBXIPY9qFsaLcr7qFTq0+0u3GYkFSCFblOOj07dzU\/d+rWo7jak25El\/abf7FNLqjl0rkKecwUkEJV7iSnttBHnW\/Rxiz3DqJpZmVuhKVe4iwsLy0stkKCCk8gqVgZ3Y94e7WZuTdCPWeQ871K1b7QlaVNXQxWwsEHwmsoR\/mpRSfSzRF01Xf7TITa1yLOxeIjVwcONgbKwVJIPf3N5OPIEnij71j6a2if1F04XbSZsR+dIf1DK4S4547q3W2++cpQlxII\/VSM44pldNVdOun+mr3J0NHKlpZittrbbJaYnOtOMoKEqxuOxlxSlc5Kz61mZ9dAOda7XadKaxdsFhcL0dlll11TyQQp1xtLito52pG8AAHjFMdBaLm6mvcRhyzS2YsRxMuc+ynAYYKhhZC\/InA+tHTqj0FvV86j6fvBfiu6eYtsJma8Ubdq46Qh1kjPvrUUnt6\/Cqr1e+0Db5tlOntIWlMaQ6h2HImBrwx7LlKW0Jx94FKByewxWplvUGftFyLZrTp9o\/X0B8t+NNuFvw+lSS4ltacKz2HH7c1z7IiyGoqCWyQoqIKfeH7K6Quui7rfvsYWS7RnVvmzXR+appJB2srVsPxGOFfImuaXluNJaShSkkIzwfU5q4eaGpOyKEkYKln9lYQcRl\/FQFOH5bhZaQ8lDnBV7yeefjWFKhqjoSUrbJJOQcitBFh11pDim1qTkY4NKR5Tm8lxKVhKT3FZEZJjKLT6Fkq7Hg0mll5pDiltkDGM+VB5BjOOgLbKcnPumsONNLcPhvjk+dJsjKwR5AmtQklQ57mgWlxlpKUYyAByDWWm1hkpCDk5wMc0i+6pLqtqjx8as2j9Xr0pcET1QWZje3apDg+vBoKthQUQrIOTUrbtUaitCkqt93kMlPbauixYtU9Jbuks3y1tNOyQonKRhKvwqTldFOnF1tEifZdTNtuNoKwjxO9Z5fYArPvFxu4dnXKSp51ZwVqPlUGceVS1zjC3oXDDgXsWRuHnUTWh6vV6vUCPhF6QGxwTUg8hcSEWlDOT3HavWa3uTZOUK5SM9+al1wXi7tlMqKU91Ac\/UUFRBIrdtZJ2nnNLTw2mQpLYGAfIUihOT5jNAoKcQ075CEjuVAUhT6xtl25sIA\/XFBOasUPao7IJ\/RtDjP\/wDelKWRM5FtkSIk1tGBhTau6hUfqZ4OXl3IwEBKR8KdQEQHYDbJS63LcWA2vnarkfjQFXVz1vidILNa5FkciS3VoV45HBHGfrwaocY3mPGUYDiJ8MHKm1cn8KIHV9y827TumbRPdjzYvhhxAbHvcDOOPmaHLTcCQgv2m4LhyEgrU0skJ+QqQJzb1aX0q2xHYrwThTZGUE\/I1XSq0y\/vpVEc\/fJ5Rn5eVTadSRZahHvsBp5CcpLjY2r+eRUTeI9paDb1ukqdS5nchQwpH186osNhtjabcszbo60FHLLnhl1lSfQg81NWrUt46cvIegvMIZkq9xyKQ6y4fQtnkVcdCX+z2bSMK1a70Y+ba43uanNI3bc+Zx2qp9SWNEQLrbHtGvKnNS1FSNrgC2lAjH\/kazvd0LBebzM1FoV2Q0W0uS3vfDeUDcFDyPY\/CqdbdWa00yFwY1zddZcBSYzuQFD5Hg\/Sil08s9u10lzT9+cdZVGTl5a8Iw4e33eCeKcao6D320tiRZJjNxjOKKUtPYIJ9AfX8KcpOqKPaup8NRSxeobkVwj0JB+h5\/lqZkWvRWr2PEWxFfJGd7ZCVj+cVTNQ6VkxkOW67xJVtWoYSVo8RvI\/e57D5GrJ0e0vpR1Eu16yntAPL\/QyWlK8RrAGCCMKAznNXfWxBXfowlzLlguYz5Mv+f1qlXLROpLNKQzPtjoQpYR4jY3p7+o7fWugNR6UuWmXWEaf1LGvDbpT4SHSSVJOcAOJGc8diD86jm9TiGA1fYDsMA4Up1O9oH4rGQPrim9gd2GPm73C\/W6\/WduW+\/IjIgzM71NeRSAeSeEgY\/Gnt1VpOLNdh6nsjlllSEhQXbtjjC0beCPIArT+8JHIyec3O4aH0TqhHjmIhp1YyHo5xn48cH61T770UvKAHrLckzm0jCW3jhaR6A9v5KnKWiLf0CxMt7cuwXiDcEbkeIEOBtxC3BwkpyQANpyTt7jsCCblfr7a7xpxnSE+xSYr8K2ssWtySypA9oR7qkoIBB3FR5zgkd+RQouFiv8Ap97E6DJirGUhYBCT5EBQ4qSZ1tqAQDb5UlEtvwfASX2wsoRnJAJ7jIH3s9qocaJsCdQ6qaiTGXBDbKpEs\/dKWQfj2yVJH8bNL6yu6\/HFgjOtiHZ2EQm0sH9GpwEFxef1iVJPJ9BTiDf9Nz5u9xpdjXLUtElUbhoMloDYkBJHvLTn7gxk8mtBoxU+E\/NtD7E1hqM3MfdS4GvCBKgUKHvJCwcHG4cEcDJwFaEt72TDwS6kuAAODJ4HYHuByPOpfS0os6gsTttDsec3PacYKSVBTniJCR3ChyB2NMbtZZ9qWIExpTLjS1b0PIKClRxwSfd+7tVwTwoHzpq+iXb3mDh1h5tKXEK5SpJPvJUD9QQR8Ko7R+0fq+227Td\/t0K5RHLuxEhxmGG3giQ25IU4XXEj7x\/RJRyP33xrkNOqbna7KbDHSW8SWpZcVycoaUkJ2kYx+kUfnUZdrhPuc32i4zH5TyG22fEdWVq2oQEpGTzwAAK0VJke0Ka8Tekr27VjcPTsazjjxmgUj9pbXLkKLZb26ZcaMp9xakL2LeW4AQVcYO1Y3epOeaGslEQyVot14LaQdqWpKdvAwAMjKSfw7U0LsKRNJcZUgKc7oVnjPof6a0EdD8vLMhCwpecK91Xf4\/01ZJB0l9mzWWrZmsrP0rkR4idOvx58eQUkKQ4HE+84Odu4KSkA47UKJPT8Wfra3oWQVu+x3pqO6nwyoKZDicq48tnNVDT8y52rUsGVDdkx3hLbILLikKOVjIBHrXfeqtAaVi61Y6gCA6m6S2SZLqjwz+hHuj1JIPNYt45f+jiTrdCt7PVHUbdihtswGpikNIZ+6nHfgduc1R3xtDaSMYTVh1VMtV31HdJ7br0Nx6U6sD76MlZ8+\/xplMhzFKUUKjzG0DgoUCcD9tbx8EUsbWUfHJrZDzjbBCVkblAc80vMaaaUhpxh1haUjII4pNcf9Ajw3Erzk+lUYakAJWXWkqG3uBg1qymOtwDKknvzWpbWlk5SRk4rRrOVE+QoMuRitR2LQrnyPlUgmx3eRCXJjW2S6w3ne4hsqSn5kcVFNqJeGFHv3q36c6gXfTMZdtQEPwnyC60sckZycH40FTdjSI5G5hxGfNSSP5aUanTIyCGJLrYUMKCVkA0XGup2jb8WLbdbK0ywCAtWwDjz\/aacdQNH9KjptN40pdECWTy0Fd\/wNZ3\/AMAcnqJQhJJJ+NMqdTyfESD5Cmh7GtDxUB51jxE+hrQknua9QTFttl3RFXcojSw2nuQKtFo1XbpMX2G8xxnGAvHI+tTOhNR2YQ02qY2jC+CeKf6o6d2y5oVLspCVkZGzt+FAIbwiILi97Krc2VEpJpkElKgcDFSN6sN1sUhaJ8ZQGeFDtUelYUM4xQbVMaWa33Vskfd5qISAoehqy6MgPOOSZoT7jDZJoI67LU5c5KgQrLhFWSEiYpNphT2EKhvSEYUge9jPI\/ZVUWtLspbhJG5ZJ\/Gr7oiIqTqyyt2d72xQX4imHOQkgUonuri4J1Fb4mnZq1JjxQVNuqPuLwPI9u1U12Rb5jiIt8imC6AAH0Jxn4n1qd6sTWbpr2X7ax+bnWkJa2t9grk5+X9FQqpVyiwyi6QUXGDjalwc7R657ipj5BXL1AjQJhYYmNyEEbkrR6fEetM2G3HX22UkHxFBAJ7cnFTjNlt14bP5tmhEok4YdOMj0CqaWy1Ij3+FFvYXHjKkIS+onGEbveIPyqjqSJpDqvoLTsRX5mh6usDkdCillP6VoY7AHv8AQ0B9cqsl\/wBcR41sjDT6FpCXxIaKPCd5OCPLy5rqKwaW1bZYSb30S6jM3m3lAKrVOd8RGMdkq7j65rmDqheZmqurU+Xq23fmh8uJYkR46grwlJAGR5HnmueFtoMPQiCqMxdZEpk3AB0MrcQc7gONwPnRUaWyZsdNomqQUrKw3I4S2rPA+tc2aL15edHy241nvkWMlSA54EoYQ7knkqHKTgCifZutWmbxcW4mr4ptUlLIK1JO5shXIWFp48\/PFTLG72CbeEwLncGomsLS220psh0stpVuz2Xjsao+ovs96evL\/tWi7mEuOk7EMqyoHGeUH5eRq2255cqcmTYJqLoyG9yNygQ433I9DTxItD8xDUhT1hlJHvL2lTe7yOO4+lZ3Z4AO5orqLp24sRpZU7GQ+nEgJKi0QfvFJwrj6irBdntXKgD856aTJafV4bFxjxtyXcKPO5I5yEnggcUZ2V3eGz7RNgs3yE8pQKveWUnOM5HIPGQfjTc23TF1cXLs9wVaHmx4iGXiSA5gjKVAEdjxu8zV\/wBKAfatJ6bvcFqVab43arphZLTai0F4yQEjBQvsO47mm8aRqmEkvJYbusVvHiLa\/ROoBOBkH3Dk\/EVc9edDtbPOnUtpeacDjaMoShKA56KJTwVEnuQMmqPa9Sax6ezwu5WpbBVhCvEZBbdA8vQ\/xSKsvISrWpbLPcTbbm2lt90f7nmNbFqHwCvvfxc1G3jpZo695ciIVAfVyFMnCT809qkNR6w0zqizOqFjZ9uVucdbSP0agArgIP6x93kDOc8+oSsuutT2FxKWLgtxCDhTEgFaePLnkfQ1rjdddCx33orqe3BT9rU1cWB+891Y+nb65+lUp+NeNPywl5qTBfHIzlBPPceootaZ67oZV7PcUOQUvJ8N5SEB5tY+OfeT8xnvRL\/PvT3XcaQ47BhSE+GNiIwBBXuxlSVEkcEZPH3Scc4pLlPRz1aepV\/t8Rq2T\/DuUFl8yEMSB2c8PYOf1k4CcpVkHaB2JzKR7j071A3Baksv2aUyysSVlxSm3iCjYEg7hwneACEDgDdjtdbj0Y03qF0IsLz0OcoDDDYK0kqBI93k+R7elD6\/9I9X2UlbMQTmB+uwckfNJ5\/DNJZRLXDpg27P\/O1qu8O4Wvcy6+9CTgo8QklCUlRQpSdpG3eCeO\/eqbJ0xerdczEmQXmHm9zhQ+jwz7qd\/nweOeD5imLUu7WV1bbMiVCcPC0hSkE8+Y8+R51b7R1au0dtcbUEJm7suutOurcO1xQQEgJPdBGEJ7pzweeTWu4KG2040+PEQpJAKuR3wDWjHDgVn7oJz9KLNvuXSzUzoSHhp2TNkOIey3+jaZUDwAdyD2TyAgjOPm2V0bmSWnJNgUq8pkB5ET2QBKjsJO9W47Snakng55HFTl9FG0VJdb1TZ1BJeCJrKi0TwvCx7v17V07rnqDeU6A11qr255DsjVybdAIXnwWW0HxEpB4xnP41zTHseotOyfzuiIuM7b1B9tUhIQCpKxjbnhWD5DNSF06kX67aLRoufGaSw3cpF3W+lJC3HnRznyx6VLjyuxU\/CalSPERJG5a8kL486TcbkoeK0hQye6aTj\/3QE\/qgk\/hWzDriHklK1DnJrYdLu8wOKQ6oPJGcBxIPlW7si1yChLsVUdWE5U2ePjxTRUgOOlTjSVbj3AxWX0srdOxZTjjBoHvsgMdHsk9twqBUW18Ec9qQMd5lpwyIhAzt3J5FN5DDzYRjnCc5BpRm4TI0cAOqwScpPIoEWWGVrwh3bx2NWOb011QiLGnIYZdblfc8NzJHz44qHiz4z6iJMNJJwncnjFdr9KemfTvVOj7V7LfkNTUsjcPGxtUe+M1nLLiOJbnpy9WZe25255knOCU5H4imUZS\/GCd6toOSM8Gu\/bh9m6+wpq5gdZvUUpASlYBIHfjHnXNn2gdCp0jdWVosP5vKk4UAMA1Mc5l1AFJatzxPpSCjgYpR5W5xSvU0iv0NbGter3nXqDePLdaUFoUQoefoau2ltfy7a6luU4XG+2T6VSVMYO5vnI+tapUUHsc0B0k3Gx6wYQgBvce+apeoelbmXJNoUAEnOw9jVMh3WTDWHGXVJV86vmneoykJREuJyjzVQUR2xz4qViW0WVt\/qrGM\/KpTRqpLsx63pkhlL6CCSe\/FGV6LpfWNvDWEEkckdxQ51N00u1lWZtoUp9kcgD7yR\/PQVufp262uWELjl1O73VpGQat\/TfY7rqMHXvzU4w2VFeduVCoG1a0m2xxMe6slxCDj3h7yautifsE64O3ptKH3XWC34auCDg+X1oKnqi6OS9TXV+5H21BfLanwPTgH50iw3KYje0WG5B5s\/fjqPvY+XnW8qyX+ylyWhgLZdcUS0Bn3c8VGuqtUhLj7DjlvlITnZ+qT\/NQN7rMjOJSpqCqLMQrC9pwlX0p5pe8THrvBYfjO3Bll7xVRwncVY796h511k3FLftCwpbXAVjk1P9NGL49qVt+xNtKlRkFYS72WPSgNVoc0zNWbv0\/1VK0xeWzvciKUUgq9Cg8Gg67c5dw1ZeblfoqblIkOrQ9J2EBDmeFjHA7UTL3fNH3uO5H1jpt2xXthB2PpBQlagPJQoW6Rm3pmPP8AYj\/aEohqSVgKySeO\/Y1J9EnKcjsJcRcdOKmxQ3sDzZw42oJHmPLJpnpZq5uT5D+m5DSltgJTGlkbn2\/NODwcUsyXZF1eNnvfgTC7tLDvCF4PGD2xx51H25yyPLuDt\/8AbGJK1ksSIv3G3RnKSPPJx2qif0jrKbZr5LWb3J0+StTiEsArZQsd2y32xweR+NGy09dJQbis64siLtBcSFifb9ywjPA3ge8g\/jQEtEW6tadduMm0MXa2Sipb7ZcJcYUnOV8e8k+fnmlbUw2HUP6I1K7EluYS7DluBsqIT5L+6oZ7A881LJR1\/p276cvrJu+hdUtIeaWn+1Fu5IVkDv8AXsoVLyJamHyzq2weGpY2iSygIJ7+8CPdUec\/SuPnr1It9wjvals8myXFJK13K2nw1uhQ4KsHYrnGRnnHaiVpfrbrmyxjFfkw9X2ZtsAuJKWnmQvcBuaWcbhtzxjuK5X+fwdHWhmYmM8dN6nSthtQKYz6gkr4BGEHPO7jt386r8+3kOPW28wAScpcZfbBz9Dwag9MdQ+n2tXkRI1wTYrkCFqakNqQ4hXGE7PQnncM49avbtw1MwBGkvpvkRIQsODLycLUcc9wSUqHOfOsdwCy+9G9LXcF62FdrfP\/AAQ3NH5oPb6EUONU9Hb\/AAlF2TaWbxHxgPRwSsD0I4WPpkV0yw1pu7PoZiTF210tK3+1YLZdBSAkY+4CCrue\/oK9ctP3OzlLim\/GYIBS+0CUHPHpkHkfjWpnYOHJ2hUeItEGYplaTgsyR2PpuAz+z+mo22Wa+Wq8QX5ESQwgyUI8ZsnYeRkb08dvj512ld9JaZ1MgrvVqZdcIA8ZI2uAf88c1Sp9vhaLtlysVvcbfglYkK9pIU4hRAykn7pBG3uAeO9an9Nhxo\/pz1FtMSLrvR10YuykDw3o81oKO8oKVpyjnaQtQ5Scbu9TMvqRpiS3+b+oPThzS1wLqyu5RwoxCSgjcooycFYSeee\/HlVLsGs9T6ZsqdTW29RHizDEiYiM97LMZKE5d3ML9xxIUDjbtJB8+av2lftH6P1vEVF1RbIV6W4tK9zSvZpqMJSgJKFH3k4HZBxz+GLLew3u\/STp\/q6xy7vbL7AvMOPFVK8XwQAnancpG4HIVykDjnPlQPvfQa2Tgp\/TdzUwpXIad95Py9aNustE9JmYovOg77OtsiYFpktM\/wBrute7k70AbVJPblJz6mudbH1xnwF+z3uImS2FYDzPuLI9SDwf2VvHf4KlqHphrHTq1GTalvsjs6wNySPl3H4VCWu\/X7T0lD1qucqE8yrcnw1lO0+fFdI2DqfpvUCA3GuLW9QwWXztVn5Hg\/SnV60VorVCCqdbGkuqHDjfCufjV5\/lgDmnOtMy3ojw9RWGHdYjQWlSSNqnNw5J8ieSc\/GpzT56SaojG3KuJsEuY2sPLU2AnuFJTg5Gc8AjHavah+z66Cp3Td0C09w06Mn6EUNL5ojU+n1qTcbU+EjjxEgqSavV8Fzd6Mzhb3J9ucFyS8lxEZMYpSsqBykkE4KSn0PnVJOkL5HfeadgOtKYQtS\/FG0e7wQCeCfgKQtWqNQ2J5py2XWQwqOrchIWdqT8jxV+sfWxXhtQdV2ZqdG8TxHlIAClnzyD65Na7gF6ErS6kKSQM+laqJKj8TRqtiOlGopTs23vNW2VIfKWWXBhCEqyOUnjgfCoi7dE7gxdZKbfPYnQ4ywpbrI5KTjsOxPIpsC51Sg4disEYFbuySGkJWlKhjOcVI3zTdztE5yNIhyG\/eyjxWiklOeDUdcYkuE74EphTa0Ae6RVDyyw4VwmtR3pSYiXV4Li+QmiFA0Frizz1jRupluoQAQtlRAJwDjGSKFzWfByrv3qTsmttRadVi2XBaAlWQDzUvYOemPtIdc+nTyot3jSJzLB2qJBPA+Paq51v69vdYGmXX7f7M61gLykDtWNM\/aAZZHhansrUoOAhS8A\/Whrq66W67XSTcbZG8Bh9RUEjgVJjN70K5nPPrSa\/vUpWqhmtDSvV7tXqDDLikk80o44lznbgj0FbzUpTLdCUhI3HAHYc0jQePwrIUpP3VEVivUEvaNRTrW6Fx31J57Z4NFDTnU6NOaRCueEL7bz2NBilGnFoUADwTQH+86F09q5gSI4Qh4p91xv1oc6i0fqfTs1p5DZ8Br3fGaB7fECtNGaovVtntx48sltXdK+RXQNnCLpBSqY0he8cjHFZyugD7frR2GtDF4QmQ2Rw8jnj4in0\/T2n9TMKkwlIDqx7q0HGD8RUp1T0hZbUy7dLcyuO8RlQQobVfMYoW2mVKt0JVwhyXG3EubcA+6R8qsuwtfNGXSzqKvC8ZryWgfyip3pNZHLrdnksX782TW0gxl7gAVehz3+VSr+oLivT7U8qQHSsAnbwfpU\/wBPdJ2PU8K8TblF2vowtDjJ2KQoDuCO1USGur7qi2aelWjXenGpii0UR7gwgEFXkVenzoW6bglqA3PRcm1F93Y5FBIUnbyFHyI71N6n1jqFFpu2lX7gqVCZIQ2XxucSMj9YYpBmwQbfZbRPjl0O3CMtb2V5GQMcenepOoI2Q6huOpN5s3iZ5ZlR1AFIwTtJHB7jvTi0NagRpOcbU5DlwXULMthQBcY4++Aeew7io2ZIk6fnPwYEhfgutKSUuHeMKGDjNS82xQY+jo19i+KzIdSEOBC8IWCcHI+NUIQmrMu3INmvMmFdfCDbzDx\/RyCTg4V5cY4NPbo+tDhb1lZBvLqUJmxClJCUgBSQoZCuPI\/hT7SNjtmrLH4N1j\/pYe4NSW1FLu3P3SeQRz6VWbferja57lvakeNGakY8J4BaV87eR8vTFBbGEXmLp+SLLdol9shGFxZOA6hIO4jYo5H3TyMfLtUc7G09cH0qs70jT04Bbi48pR8BJAzhCsBSCcefBqR1fpu2WjT7GoLUHYj8g4W204Q1zxwO4HwBxWun5CtYmbD1ChuSIcVyQy4E7FpVgYwU4wPgKDZ+TKtqG06u07GucL3cTWsh1tSkgjDqeQcYJCgO3Jzk1a+n\/U3WtlcZZsmrkXAI2bodzSQT7qyQlzJKgAAAcKGVDj1o8uZL0bqiXbbPJWY6WkuFt7C0qJRk5TjaeCRnGcHvUjcbLbrrFZvqIyILz8FiQ41ESEMqWt9SCdhBHYfjUsl9HRVg6+6G1I41bde2aXYrmpKUNOPqLKdg+6ErxsI+JxkdhRItKpsTdcNJXtubEHhuAnahSjvOPcJPbaCTx3rh+x6suygzEn+Dcozrwjlmcjx0JSSDkbuQfQ545x3NWR+73rpaYMnSN6mspdjMPOMPOeI0pakFRO0jAOQORg1zuGu4Ov5E+LKdQ5cbMmC6pK1FTKVIS6Sk7TtPxI+73rnG9mVeepGpUwyhTm9qI0F8oUoqCQCMjjI+FGbQWvb9q3QsWTevZ3HJTAyUtkbMLT905z+r557mgTAYNy1TemnH3WjJvikrW0raoBIeUMHy5ArOE9Erf4Fpedba1Np6ZYnZZ8SVIYzJhvIKDtc8EgnJXtJIJ4zyDVRvfRXxY6Z9hlw5TK1e5Kt0lK2h7qle+0shSOEKOc4GO1XLS+qbrM1M5Ybwpu6xEOexhMxJWS03vCASCMkBR58uCMYGLB1O0RZdJyI1008qVCedKD+jfOE7kqzg9z6ck8E1qWy6ATY1D1I0vG9lEhN6t7YKFMvAuqbT2IwcON\/Tioudp\/RlytluuTE1+wSbl4gTHkJMhjKFbThYG9IJzjIV270aYsxevNKXgajZjuy7UtpMWc0yluQgFKlEbkjGCUDy9aGdsKdQOITeG0yVW1SFRnFDC0ZXnuO4zzg5rePc2KRetB6lsaTIXDEqKD\/umGsPNj5lPKT8FAGt7H1B1Xp\/aiJcluNJP9ye99P7e1FvqdfnYWio12tNvg224s3BDJmQ2fDedRsUcLOcK59RTKFp6xa4VCbvdqjpkO2tmU5KjJ8F1bigck7fdPbzTUmW5NhDT3XaE4UtXyIuMvjLjWVI\/DuKJNu1Xp\/UbAMeRFloUORkE\/hXLmpbaxZr1Kt8Vbim2V7UlwgqxnzwBTCNNlwXQ9EkuMrB4UhRB\/ZVuMo6dv3SrROogp0w0xXlfrt+6c0MtR9Ab3CKnbJLRKaAztX978a00D1H1U\/KRAlTEyG+BlxOVY+eaONvlvrZDhVyRmue7iOTLppy+WR0t3G3PslP6204\/EU5s2ttT2Hi2XZ5AyDtUrI4NdbPW+Ddmy1PiNOpKedyaFnUDpjpJpC5UeGthzk5bXgfhitzLYrcHrj+dJQf1jaGpSktBoLbTjsCM1NrsvSvqE5ENuuf5vmug+KFHHPl\/PQUuUVuHMcYaKilJ43HJp5pKM1M1Jb4z4UW3HgFAHHFasBgd6M2i1tO3C5ITItcdG0vMOHJIB5OO+TVeZ6MW+9W9yZY7234oBWhtSgcj0x3rPVefP0c+NP2Sc+3BlsBTrS1lYJwO2fmaGls1BebS6h+BcHm1JOANxx+FZ1dCcvvSzWVhjqly7Q4WEZJWjkCqy+CmM2gjBo12jqhqu56Tlwpz7DzZb2+83k\/y0Frm4XHyogDcok4q43YaV6vV6tDRSCOR2rTI9RSi+1JbE\/vRQf\/2Q==\" width=\"302px\" alt=\"trading software\"\/><\/p>\n<p><p>The trade, in theory, can generate profits at a speed and frequency that is impossible for a human trader. Haru Invest offers an alternative, especially in the form of Haru Earn Explore. This product uses automatic investment algorithms created by the experts at Haru. This saves you the hassle of having to understand the cryptocurrency market as well as the need to understand the complexities of each strategy. The experts at Haru closely monitor the markets for you and adjust the algorithms as necessary.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"profitable\"\/><\/p>\n<p><p>The strategy will increase the targeted participation rate when the stock price moves favorably and decrease it when the stock price moves adversely. Volume-weighted average price strategy breaks up a large order and releases dynamically determined smaller chunks of the order to the market using stock-specific historical volume profiles. The aim is to execute the order close to the volume-weighted average price . To get started with algorithmic trading, you must have computer access, network access, financial market knowledge, and coding capabilities.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Advanced Crypto strategies for Algorithmic trading 2022  <br \/>6 hours  4 students  <\/p>\n<p>\ud83c\udd93 LINK =&gt; <a href=\"https:\/\/t.co\/j84kmHfEG9\">https:\/\/t.co\/j84kmHfEG9<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Udemy?src=hash&amp;ref_src=twsrc%5Etfw\">#Udemy<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw\">#Cryptocurrency<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Algorithmic?src=hash&amp;ref_src=twsrc%5Etfw\">#Algorithmic<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/Trading?src=hash&amp;ref_src=twsrc%5Etfw\">#Trading<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/MetaTrader?src=hash&amp;ref_src=twsrc%5Etfw\">#MetaTrader<\/a> #5 <a href=\"https:\/\/t.co\/OtX7ctcNgs\">pic.twitter.com\/OtX7ctcNgs<\/a><\/p>\n<p>&mdash; Comidoc (@comidoc) <a href=\"https:\/\/twitter.com\/comidoc\/status\/1483046310936821763?ref_src=twsrc%5Etfw\">January 17, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>Trades are initiated based on the occurrence of desirable trends, which are easy and straightforward to implement through algorithms without getting into the complexity of predictive analysis. Using 50- and 200-day moving averages is a popular trend-following strategy. Automated crypto trading platforms are automated software that trade cryptocurrency for you. To use an automated crypto trading platform, you need to make an online account with a trading bot and select a trading strategy to use.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How much do Algo traders make?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The national average salary for a Algorithmic Trader is &#x20b9;25,55,138 in India.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>They have the ability to change the balance of power in the algorithmic trading strategies cryptocurrency. They improve processes, portfolio management and BTC risk management. Multiply the spectrum of investment opportunities that you will be able to respond. Algorithmic execution is prevalent in almost every instance of institutional risk-taking. It involves a lot of back-testing [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[6],"tags":[],"class_list":["post-475","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"_links":{"self":[{"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/posts\/475","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/comments?post=475"}],"version-history":[{"count":1,"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/posts\/475\/revisions"}],"predecessor-version":[{"id":476,"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/posts\/475\/revisions\/476"}],"wp:attachment":[{"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/media?parent=475"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/categories?post=475"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/savingscorner.in\/index.php\/wp-json\/wp\/v2\/tags?post=475"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}