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	<title>青葉幼稚園・二葉幼稚園｜岩手県盛岡市の幼保連携型認定こども園 &#187; Bitcoin Exchange</title>
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		<title>Bitcoin Price Btc Inr</title>
		<link>http://www.aobakids.jp/wp/2022/07/13/bitcoin-price-btc-inr/</link>
		<comments>http://www.aobakids.jp/wp/2022/07/13/bitcoin-price-btc-inr/#comments</comments>
		<pubDate>Wed, 13 Jul 2022 08:20:48 +0000</pubDate>
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				<category><![CDATA[Bitcoin Exchange]]></category>

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		<description><![CDATA[By introducing this new address type, users can also sa &#8230; <a href="http://www.aobakids.jp/wp/2022/07/13/bitcoin-price-btc-inr/" class="more-link">続きを読む <span class="screen-reader-text">Bitcoin Price Btc Inr</span></a>]]></description>
				<content:encoded><![CDATA[<p>By introducing this new address type, users can also save on transaction fees, as even complex transactions look like simple, single-signature ones. A hard fork is a radical change to the protocol that makes previously invalid blocks/transactions valid, and therefore requires all users to upgrade. For example, if users A and B are disagreeing on whether an incoming transaction is valid, a hard fork could make the transaction valid to users A and B, but not to user C. Another point that Bitcoin proponents make is that the energy usage required by Bitcoin is all-inclusive such that it encompasess the process of creating, securing, using and transporting Bitcoin. Over the years a large number of people have contributed to improving the cryptocurrency’s software by patching vulnerabilities and adding new features. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and storing card credentials. If the platform has this certificate, that means it passed the regular checks by independent auditors. Thus, you can be sure that no one can steal and use your card data. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. “Bitcoin”, “bitcoin” or “BTC” includes assets supported by IFUS from time to time in connection with IFUS Rule 24.3 .</p>
<p>Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time. As of 2021, miners receive 6.25 bitcoins each time they mine a new block. The next bitcoin halving is expected to occur in 2024 and will see bitcoin block rewards drop to 3.125 bitcoins per block. As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. The live Bitcoin price today is $41,533.47 USD with a 24-hour trading volume of $25,396,354,418 USD.</p>
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p>Cryptocurrency wallets vary from hot wallets and cold wallets. Hot wallets are able to be connected to the web, while cold wallets are used for keeping large amounts of coins outside of the internet. If you would like to know where to buy Bitcoin at the current rate, the top cryptocurrency exchanges for trading in Bitcoin stock are currently Binance, OKX, CoinFLEX, CoinTiger, and Bybit. Yahoo Finance&#8217;s Jennifer Schonberger discusses increasing crypto trading risks in emerging markets, plus why cryptocurrencies are outperforming crypto companies. If you want to exchange Bitcoins to another cryptocurrency, go to the Exchange tab. What you should do next is just select the currencies from the drop-down list and click Exchange Now button. Right after that you’ll have the desired coins or tokens on your CEX.IO account.</p>
<p>
<h2>Bitcoin Usd</h2>
</p>
<p>Holders who store their own bitcoin have complete control over it. It cannot be accessed without the holder’s cryptographic key. To check Bitcoin price live in the fiat currency of your choice, you can use CoinMarketCap’s converter feature directly on the Bitcoin currency page. Although HODLers will probably not notice a big impact, Taproot could become a key milestone to equipping the network with smart contract functionality. In particular, Schnorr Signatures would lay the foundation for more complex applications to be built on top of the existing blockchain, as users start switching to Taproot addresses primarily. If adopted by users, Taproot could, in the long run, result in the network developing its own DeFi ecosystem that rivals those on alternative blockchains like Ethereum.</p>
<p>An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. There were also a range of other developers including Pieter Wuille and Peter Todd who contributed to the development of Bitcoin Core – the first client on the Bitcoin network. A client is a piece of software that enables a network participant to run a node and connect to the blockchain. No more bitcoin can be created and units of bitcoin cannot be destroyed.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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MhEtMNpLzf3XEpwodMdx376tuXU3JM+7JGg0EIbr6nFEq3MMbcxKm61bKW+SeTj4yjI9Wu50rbpQnZNizW40dTrilMjikEnAdST0/LTreiRZeDKYQ5wOU8xnB99eqm21J4qSCPb01wTzPv0oqWvbMCL943jBmZLDiHBuk3io0ynLBKXG1IUnulSeJx+emxWKclQV8vf6auNXbNoFxRzGqMFBV14OpHFaCfUH+zt76rXuHaMy0qy7TJR5tqHmMOYwFtn+0EYI9/oRqk6thebw9Z0qztk2zAWse0dvDnFkU2uy9XPRgZV72PEdhiGoNequ295Uy/aC2VyaY9zcZzxTIZPRxon05JJAJ7HB9NTJvNQqdKmxLuoGFUW6YqanEcHo4oAuoI9D8yVY91Eeh1FFxww8wtAT3J1JO0lXRd+w9ZtCUsqqNiTRMbB6n4J3kQfwGHx07BA99MNIX9q052nq3Azo7wLkeI+kck4kyU03ND91XcdvIw07gtUbw7JXVtfw5VJEVT9KLh7SEfM1+GVjj+CtcslVKe50eddygHihzOUZ7gg9jkdtdXbYmmhXfFkebwbePkrPoQT0zrnh4rbLbsLxA3dSI7KW48qaanHQM8QiSA70+gKlfh+WpjA03m6WTXv8Q+hhK9oNOTmROpG+h/L84mHw9eCd7fDYar73StwnKM1TFTwmGKf5xcTGb5k8uQxk5HbUobx/Znw9rdn7j3NibrVCoybfpDlTVBXS0IS4pCQpSeQXkDv6empb8H920il+B+mW7b1Lqlw1eooqC34lKgOvIbKpSg429I4hhhXlDIDriSQRjOdWIvOk7p7p0CtbdVKnWpb8GtUt2JLQ9KeqEpEd4ON+YAhLSATx7cjgg9Tq326fLqbF0i5hRap7CmxmTraKU7FfZ5C/dk7b3Or+402hqrlMFY+BFPS4WozgK2lFRWDlTXBePTljSrtX9n/S772ltrc6r7vyaGiv05moqbdgt+Wy291bHNSx1KVI/M41YfcG3pzW2G5Yre7txy4VkUF2Emn0VTVFgsPog+YlKTGSJPypW1lCpCkkHGO+tzcmhbCW74R7R2x8Rl0N0CynaZQ6I445Nci+fIjMtvNsh1HzgkxSo4I6IPXWf2bKjdMZfZsqPwxXm+vsyV0mgVS52t85XwtKp70tTaqWBzS2grIJDnrjUA+ErwtO+L2165dsW/DbwoMpmE6pUHzfOUpBWf2gBgcevXvrodvXu7t5UPB3el6bcXRCqVKdtGot0d5Dhy/5bbjA4BeFq+ZJGcdcZzg51V37N65ZW2fg8vSuN2Rc1SkTKpUqmh6PBDMcRG4bSEvGTJU0ytKVtu5CFrUOP3c9NYqpkqT8MYqpkqT8MQhZPhetC4tkKzvLcu/NLt1umSKs2zClNthb7cN1xpJGXAQXFtKAGO5AGdRV4b9pr58T95u2Zt6/EZdixTMmTJylNx4rWQAVFKVKJJOAAOp9hki8vjGtuk2F9m1SqHSbdis1KtxrdiPLiQwHnVl1qU6pRSMnJZWok98+51DH2W6dyNs5tZvyJtTXa9a9cH6OqsuChlDlOdZIcSry3VoUsBKwSEAnBBGSOOud6lyoIsm0c71MlgU2TDwk/ZgXo5a9Qm27vRb9Yr1O5pXBZjqDJeSnPkqcCiUKPQZUn1HTRYn2aFwXFbNu3NcW8DFH/lDDYfbgmkr89p11rzA0SXMcgAc9PQ6tnb1J2X3/ALAuO/PC5uMbUqVbkqVMr1tAxnP0khGR8dFdSAteFpKg4gL4qGFDIOmj4h98KTZVE2Ym0CoSKzT6fe9DYrNXjx3FU9EVxKozqzL4hhSv1qiEpWVeuAASNwpEle+SN32TJX+GKAb1eHy4dqvEnQfDhR6+qt1O5W4C6dKVHLaVCS4pvkoAnCUKbcJOfupJ1KO6ngpqm2d/WZtZa+4Eu7btvBMyWzTYcJhlbEKMgFchann0ICeSkgZUCQFkBRTjV19xtrLAd8W9n+Iu669RobVqWtLpI+IltpUJZfzH+UnlnhIlY9c4Hrqt/hW3RR4k/tH773ThOmTQ7ctmTTKE5jKfhESGmm1pz6OFbzgPsvrrD7GkgdU77Rh9jSYNynfaFDbX7P7feGgTLnv23KT15IYjl2W59Ao4QkH8CofU6+qXuM3tlufV9rqnX0T5lBlJivPNIKEuL8tKz0OcY5Y7ntp4783L9njM3arje8W7lVpV4RHG4lUiRa/WojbSkNp4pKYxDQ+XGSn1PU51zDsa+0vbi1Kp0+RMVEXNkyI5kPrdc8kuHygtayVqIRxGVEk+pOsXZJiUbzpFo8dk2ZNvOgW8Y7VW1cFOuGnNK8xGFoBDvfyyfQj1Ht7a9KxTghSok+OlaFDOMZCkn1SrVNNj9+lxVx48h8K6AKBI66udZ950avQENylpkQnBnCeq2SfUfTXGyhNrsHQ/h9I6JeZbmkDPvEQ3rswzU3xOpJQCDkJ9dYs/Z9ht0mpseS0MFQUchR9v4anOp265TCHvOD0R3qzIQMp9wFH06arx4qNy63alsix7PmKiXDcDS21Sx1VBidnHUp9VqGUo9AcqJ+UA7VssNguui1vLwjdJ0JVRnEMMIupR0/Xs7Yae/Hi62atCxbosu3EIuSosSP0IiAy+tqO69wCnVLcbUFFlvolRSfnUSgZHIjm41TKtNcW7FpTgQsk8GI6+CQTnAGCQB/wdWJtiyLWt5tJiUxp6R3XJkDzHVq98q7flgae0F0gpQ0OpIACfXS9N4oQ1ow3p26R9AUL2aolGvvnbE72EVQh0uRFeQqfDdSkH5kqQRn940rICZDxdSghPZIx2H099XOpNlsVJjlWWEOtqGSzwByPY6XIGyu1j7RacsCllK/mOGCF5+igQR+R0rTWPpZpVnmzfssRE2uhsU1X3Ss3hFMaUqVEkR5cZam3m3UqbWOhBBH+7tqd7I3WlVDci0Y9JitQIJrsBLq8BTjiVPthXU/dHU9uunZe/hPgPRHantw64xJALgp8l4qbXj9ltxRykn05kjPqBqILEpFWb3AolKRAdTUWKxGT8M62UqS4h5JIUD1GOJz9BnWTdXpeI5dbrBuUg3GxHeI1rl5eaQpRFyAfpFzfGhac6tWXQahTIT8mRAqhQpLTZWry3WlA9B1+8hGqmv2zXaY2F1Sgzmm/5y4ygB+eMDXSbcCmqm2vMRxHyKQsH2wr/ALdQVPoqkshwp+VxSh+7H+/VfSNfcobQkSgFIub63sf1MRmFKg0ZEsLA0JHnaKjxmYRcCvhmlk/0QrppegQ0PhJZhJUkgdUtZT/VqTq3tVAlXE3VklLUQgrejIGAt0dQQB2GM5xjr+PTZkUZplPFphKEAYCUjAA9sannMRMPJSWuO/ZD5LOSqRZtIHhFa94JlMpLbK3KW0lilQpFx1JJHAOMR1IQwyQO4dmPRkH+jy9NUZq1Un1ypyavVpjkmZOfXIkPuqKluLWcqUSck5J1dXxVx3otBvoxzhwUaitnIHL4Q1FRdH4eciLn68dRB4GfDq54lfELRLKqDPK36aDWa+v0EJkpyj8XHFNt/gsn0OrrwslP2S0sfiF4+dsczAmK6/lFgDYDusPnvEpeGHwY2KNrJXio8WtXlW7tnAHm02mIWWZdeIPypR+0G3FDikJwpfUgpT82rXeHDdrbrevaXdq5Lg8N1iWPsdatHdYpx/RzYfkPJbVzC3SAla+PDJT8wWpIySdVH+0s8S43e3eXtVZbgj2FtqtdHgRmPlZelNDynngkdOKSkto9OKcj72oR2upniP3qpUHYHbSVdNboL9QDiaJHkO/o1h9xWfOeGfLbHQqK1YAwT76YIUoid9bReWtltSEFSuIKskDPTr69Malnw5XPWYt4fyVpNQVEm1QplUZ7zCAzWIwLsTHp+tUFRjnpiSSe2pa8RfgMi7AbHJ3VVvXbd01GNXW6BU6bScLbjTFIK1shwKJK2wAVJUlJwoHAyNV12hVJb3WsxyEf8oTcFOLOP5/xLfH+ONeLQlxBQvY6HujFSQtJSrYx2fsOaL5suh3jASQxWYDM1AByE80BRGfXBJH5aNKPhUtpcnYK1XhGY8opmCPxXgeQJjwax9PLCNGvmuc9myPeXMi7DMbd14qV/BV3VEHS5+sZ3FuI1u46hUEqCm3n1Bric/IOif4Aah296ypuO62hQBxjv9NPKsvrXniSOmmHXad8Ulzmc599LcoozEwZh/VSiSe8m/5x9kOoDLIZb2AA8orrVVGRU5C3jlXL5T+erQWN4vNjLKtynUi5LgqEeXTqexHcabo0pwKcQ0lJCVoQU9wepIGoWqtqNIeW4WxkqzqG7yoyPjn2gkZKs6tyiVVMubIGkJ85K31XHS2wfGxt/cEKnUi1KFXagXxlh0xfISQrKgTzIwOurI2nXHK/RWao9G8hbxVlvJOMHp11QDwy2hFZtq3Z62k8lwI6kkJ9206vjYAKbYjo/mrXj8M6cn20dEHRuYWXkpB6sRz4n/FDbvhkpFCrFyUmdMYrkl6KhUUA+UpCArKgSMjB9MnSBtn4zbM3IaZfo7XJt4jHXCgD+I/t1Af2wcxUTbnb7ihS1OVmYhIHr+oTqBvBrbdcp8CDImNrSUrLnlhBOApZUB+QIGhmT6RAXG9CWAwCoa6x10pNXh1iK1OiOFTSwcA90kdwdRn4hqel624dT6c4soNZ90rSen70g6dG2bUlm20KltlHnLU4kHuBpt+ISW2xZ8WMpQ5vTkED6JQo/wBuljFiECkzCVbBJt3jaN9GGWpNZOdoq/V0eY2rp2zpd8Ms+NA3gdoE1KVRrlpUmnvoV2WAnmnI9furH5nSNUiCg9+x/r1obfTTSt4LNqCcgprEZnI9nVho5/651WOFJroKg0s7XAPcYeayz0su4kcoXLlhyaRLcYfyp+nPFlSj+0ttfEn88aqp9onRGk3xZl6pGU1yiLjuHHd2O4CSf9V9HT6auhvPCTDvC4I4HyuTFugf6QCv6ydVY8dERFR2XsStnq5Aq7kLke/F1hSiPwywnU7QkKkMQdD2rT9fSF7EwTO0Ivcgk/SNXYX7Re2/D/sTTdpHtqalVJMd5512YzPbbbcK3isjiUkj5cJ7/XTpp/2vVIZ3Sn33M2jqv6Ml0KNSRBbqjZWl5mQ+75pJTjql8pwP5ozqjNFlMBSKaWvMckvBLeUZypXQfxx+/XSmJt7Y8aKzGFoUVQZaS2FGC0ScDGSePfpp9xHjpvCjbQdaK81xobbd4POKAr2NkYYbbDrRXmuNDbbwiutM+0jhHZjcSwLksKqTK7uDWqpVpU9uothlhEtxPFhKSnkUtsoS2n6JGkbxp+PKj+Krbe2du6Ht3UbfRQqsiquOSZiHw7xjOsoSAlIwf1pOrS/4PLCWTysihkj72ae16/6uvP8AwY7cpfW+ixaClbnRwiCjr1/DSr/3olSCFSqv4h6CFz/u9LEayyvMekQr4UPG5bfhw2ai2TfG0qroiRS6uHLieR8Q22+srcad8wfMjmtRHXoFYPQDXz4mftPou6e26totorBl2jRamlEarvPuNJeMMKy5FYbbHFCVj5VKz90qAAznR4wqba9jbOOzqDQabAnzKnFiMPMQ0BaRlThx09myD+Oq+7EUKHdtx2uxWKdGlOT6k2X1OMghbSHOSk47YKEK6adqJi9NTpCqqW8qQVaHeydeUNtHxZ7/AEtVTKMqQVacerryi88L7XrZ2BTINvzNlrmcZhxmm8LkxVgJQgJBxn2Gk1X2xdixroZFG2aqyrZeiFMlpTzLUlMvmeK0ccoUgowCD1yBjShI2o2vAW67t9b2eJ+YwG+w/LUSeGPbOxLh26fuauWdR5r1UrU59h12IhRbYQ75aEJyMADyzjHvpfY9q8m9JOTxYUAgpSdRqVX9DEGz7T5dyTXOFhVkFKTrxVf0je3O+1MtOPtjWbC8Oey67HqFwed8RPPkNiO48OLr7bbIAU+U9lHscHBwBpl+LTx12jvtsDQtkbU2/rtAVSX4LvnzHWygsxmShASEdQc4I/DU4VrZDa6VS5zcawaG1Jdjuhp1ENAWhZSQFJIHQg4OqVbAMObs3jDt+tQYzvJ5pbyktAExhlTg/HCSAfdQ1L0XH0tXZR+babKUs6quRsQTp5GJaj45ZrUq9NNtlKWviuRsRw8jFpNyvtJrUkbE1CwrA2qmW1d9eoDVP/TLZYQhouo4PuJKAFg8efHrkFST6dYz+z98Qll+FNq+Nw9wqFVJrVajQKfTxTg2pYS2t5Tv31J7lTWMH9k+2rEnZbacpSlzbqhqU30SVREHA9uuq8+JS1bTpm5O1tgW3blPhtVucsTmmmuKVsqeZSMpHTGPM9PU6i6P7TJauTSZRlpQVZSrm1rJFz8hEbSvaKxWJgS7LakmxNza1gLn5RY2b9qF4LK1JeqVa2MrEqZIVydffoVPdcdPupRcyTrmdb9beq92VquMxURxUJL0stoSAlrzHCvgAMAAZwMD010aHh72TypX+DOhtkDuiPj8u+ss+HvZdleU7eUtrkcEoQU59euCNRc17XaW+gt9Cv8Al9YjZn2q02YQWuhX8t777xTe1rpmUySz5TyyeQAAHr7aufstufUaJLhU6VI5peaSSCemT3T+Wo53V8Otp0OhS71sGlqizqO2uW5TzIccYkISMqxzKlJWACRg8emMdQQbDxmbxahTo4cwSMBXRTas9e2mDDdbl60z7zKE2BsQRqD2/lE3h+stVZn3iUvYGxvuDHRS2bxbh09T8nEilOt8nG1dQkY6kfX6arJ4wb9oVFqLVm2jUFzJlXaRUpc91pvz4UBxALUBpwIStLSikuFJJUeWCeKiNTDVID9I2qqWFqCk018jkMZyhQ9dc+DXqnft2tVOuyC9MnfDsvLHZSGmktpA9vkQkflqbrFQUnNK8coN+w39I+i/ZrR/fZj31Z+DS3bpa/Zv5Q57eoMiqBD7pLLOMhRB5K/AH+vUhUS2oER5D6GCXG045FRP547fw15UiKgBKEISkJGMdgMdNThsbQER5ky76ww0aTEhusrDyQpDqjjoAe+MZP1xqnZ2f6dzKVZUn5Dti8KvUEUuVU58RA0HM6aeMM+i096S61GjMLecWQlKEJySSdSRKtc0+GyqKoPqirDc8pUVeU8oZA/0MdAf5wUPbX2q+47gdTb1rQ6Up3IDqEgqCfcAJHXr650o2HUmqbVlfpVgPwJ6CzNSvqFIUeqvfIPX9+kYutzE30D5yoUbZuR4H93n2Qjz07Ouo94KcuXXLcXPPbTbbtjUp8UgpSrIP11Dm8lKs/bHca3N5atPjU2N5xE9Tq0hDikJKeYBPVfBZOB1PAaszcFkvW3NStoF2A8csPd+/Xifr/Xqk/2mTzBtCw7dODKlTp0sJxkhttpCCfzLycfgfbXLhqnz0pi9FHmrtlWZKrcU5Sb9oPAxEN1pGXp2eslQIt3js10+sdCp0Rqq0N4R+KkSo2W1J6pUFJykjUT1WhldEpzjTSleZIkgYTnPRvpqUNpZqa9tPZVZyVfH29TZJJHcuRm1f26jfc7c7bjb2zqLNr1wLjomXBLokFLMZ5xcicF8PJSlKT82UEZOB076d8V4ZmmwpyTbUvK2rYEnRaPmRm8oU6PVPdncgP4vyMa1J26j1CBMeqkpMWS63wp7Tvy8nAclRB64x0/Mn20wKpZlXYcUwumSSpJKcpaUoH6ggdR9RqRqjElKWHHJCytroFcskD6HWlPqNwIb8oVJ4Jxg8cFR/PGTqsGK/wBIhDSEhJAsTrc631/Lyh5kZycbcK0rBzcDfS3K3Pj5xTXxVbW1JUGPUZcLyI1wwH7XnB/CVNec62/CfIJHFKZseOkk+jnr101/sg75snb/AHhv2yL9rcWgV24KW1DppnuJZ5PMOr85hKldA58ySEHqfLPtq2N32lT7qpE+iXAyZcWpNLZktrJJWlQx37g+oPcEA65++IzwyXLTaqzPqUgt1J1Xw9Pr0tKY8OvEdWmpD+A2xPCMJKnClDwbCivzCor+k/ZnixiekxTH1WcR8Pan1H0hKxnS3Q/9oJ1C/itwPofrEzVT7LWzLPuqr3pv34nrUoVlJmOy/OacS3LktFZVxBdVxSsjp8oWc9ge2rIbH7lbPblbCbobOeA9ukWfVqHETTqPNqq/hn56nUcVz1lQLp6cwlawVBXEkJ6DXGa6KddtJqSqXeUWqxZ8UlCo9RQ4l1s47cV9vQ9PQjSbBqE+nPfEU6Y/Fd4lHmMuKQrB7jI64+mraOkIcXirWx2yfhWobSfFJvEjcmtsSnalB2yteprciGctASXpzwOW0nCc9ErWEgfMARqvGw1IkVvcx696NbYUqlyw7RqayCtK6vIcLdMjI5EFQS+pDhyc+WwvTPtLbK47tbdrs9xFHoLCz8XWqkShhKscuDf7Uh4j7rTQUs5zgDKh078Fvh+pVkWbSt550JDFOhxFyLbiKR5khS3eSHqtP45CXyglttsfIy0B3WXFKwcUQCALmMVkpRmAi3+2dm2vtdt7bm3hqzIVb9MjwXP8qSnK0NgKOD16qyfz0arXcm+cmFXZsVm7zDbQ4eLKn1AgEZB6Eg5znIJznOjSirBFNeJccQnMdT1Tud44feJr9v5QoTUqWrtpCmxwScjTlko69tJctrIJI184S5sI+gHhDDr0JoR1K4DPXVfrsjBdVeGO2rJXC3iMr89V7uZGaq/ke2nmgrKlG8L9RAEXL8PUJtqwLYUE9VUqKe3b9WnVsbHPG3WB/SV/XqsOwbQTt9a3Tp+iIv8A7tOrOWScW+1n+eofx1b72sojuEI694T9xdqbG3TapzV721Bq6aU6t+IJTQWGVqABUkH1IGNFA2tsy2whFLocWOlAwENtBIA9MY07Svp3xr5Lv11xJuNj9YxBNrRlKmo6OCAA2kdAOw1Wzea9WLpuFEKnOhcGmpU22oKBDjhPzrGPToAPwJ9dWKkxmpTbkd9AW26koUk9lAjBGq/bubat2wBXqI0oU55XFxkY/UrPbB/mn69j+I0kY7bnnacEywu3fr87DbwvvDHhn3VM3mePXt1eX/uIiqByg/npuxXVR7no0ho4WzUojqD7FLyT/YNOCepIQQM+uc99IlKimfeNBiJGfPqkRr/rPIH9uq7o1w+gp5j6w2VDVtfcYmXxBJSi/q4EjH+YP4EsoOqo+L7i94bqe4RnyrhjqQPb9U8P6latJ4g5gcvq4FpP3Cwj8wygaqh4uX1f4vVFgoSpS5dwsBKQMk4ZfV/8I05pF8UKy/6p/O8K1SsMOG/7HpFRtsqcKruNbVOKeQdqsXIx3AdSSP3DXTwDAwO57DXO3w10cVPem2w6tIEaSuRjkAr9W2pWcfiNdD5cmNBiOzpj6WmI6C464shKUISMlRPsBknUF7VHs89LsDUhJNu86fSPjT2lulU6w0NcqSbd5/SKQWdbm/lb8TlQuGnwbsp9FNwyZLj0tD7MMQfPOEgrwhYLeAEpznV5D3GCPrpgv7/7JNoK3d1ra+X0TPQo/hgEnTrtu5KLd1Di3Hb05MumzklceQEKQHEhRTyAUAcZSe49NLGLJ+fq/RPzMp0KW0hA0Iv3kgXOmkL2J52eqnRvPy3RJQkJvYi/ibcorF9oNVgxaFq0UKOZFSdkkfRtvj/8w6Z3hMpIcvu3EkZEOJIlqHfGWlJH8XRr7+0IqrqrhtKigtkNxX5BzkHKlgY/9UaTPDlufRLIuORV6/CmPKRTPg4kamxFyX31qWjKQlP0QNWtSpV1nAiWmRda0rIA3OYn1iy6dLOtYMS22LrWlZA/eJ9YutfFSTR7Lr9adOG4NKlyVEH0QypX9mmX4ZYCqZsJZLRRjzaYiQoEdcuqLhJ/651Fm+e+N/ztpbjcp+y9epFFlwzCkVOtvIiuNtvqS0CmMQVqJ8zHpjudb2213eIu7Nvbda23sW2KDRW6ayzHqVWqCpLjjaEBIcS02E8c4zhQVqv0YYm2MPlDykN5nQVFS02ASk2BsTrdR037ISEYcmmaGUurQgqdBJUtNhlSdNL69Y6bxZL76SQCUnIGPU9R+/OqX+E+m2xYN47gXxeFxUuiwKdOdosMz5TccLcCytwpCz1KU8AAP551Ilr7Gbi3fHls3n4ha65HjTZMaTBoTIiIEjzCpwBzPUclE/c7H005qN4WthbKiyqzU7cFRMVLkuTOq8lUhXFPJalqBwjoO54+nXW+nu0qgykzS3JlTin8os2g6WN912Gt7badsbZBdMo0rMU1yYK1PZR92k8DfdVt72vaNeq+L/aKNJFOtlysXVNUeKWqRTnHAo/QqAz+QOoSdvKsbveL6xpdWsyqWx+iY6QiBU0FL/BHnOhwpIBTnmMfQA9tWQ8PCKRL2wpty0uiRaaituyaglphlLfFtx5ZQnoPRIA/LUOWmlNx+O65JiFhTdGpy+o69Qw21/W5rvo5pdOdqDMmwQtlpwFalXN/hIAAAFye2OylfZ0g5PNyjBC2mlgqUq5v8NgAABqYtVMmNwIr8x37jCFOq6Z+VIyf6tUp8LG5++V57qsw59Zq9WoXF1ypiSFOMR0FKijCiMIPLiAARnt11dp11DLalulISn1UcAfiTpOdrluUiKuQ/V6bDjNgqccXJbbbQkepJIA0m0GpiQkJqW906ZToCQq18tgdtDrrfcbCFSiVEScnMMe7dKXQADa+XfbQ668xChVm2f5OVd1xKeDcF/nn28tWmt4VbIg2vbM+6Ky+1FplPZ+LkvOAgJQhJJP7gdRxfXiFti6HFWBt/U26g28tKajUmTlrh38ptWPn5HGVDIxkDOciVd0IlSonhGqrNIbdS7UlNNvBsfN5A+ZX7wjH56uj2dUZ6hUh2anUFKlkEAjWw0H1i9PZRhd9tpLUynKt5QsDyA3tziP90fG9WLvbftq0rYjQqIJLC/iJTi1S5DbTyXOJ4kJQlfDiofMeKiMg6gOk1d2DUmKiz0LLodCR9CDj89MuNJACSD0UM4PcaW6a75z7bfJXVQAAHcnp/bpimWkzCitzcix7t7fOPsqkyMrRm+jlE2H1Ii7W1cOLXRDqsenM1Bl9KVpbdUvgc+4SQTjtjPpqSo26W192orFKf3XtNti0ozkirQYk1tLdNZaVha3QD8oSrAJPTOoZcuaneF3wzXJuLV5YVWHYpj0qKpXT9IvpKGUJH9Hq4r1w2r21zPduyHY8OQu07ldrcu9rSVEuNSgtsRZb8suLZGQOZS20zk5IKlqwfTUZRsHydRbU66cybm39dkJOMMTONzoQ2m6k8Tw7htHYq191PDbcdUiUGg77WNMqU55MeLGRWWeb7q1AJQgKIypRIASOpOAMnTxuy6NpNto/nX3uPbdup8wthFVqDURx0jv5aHFBSx9UgjXIrbzb1/da8tqNmVbd0uw5/kNVaTciS6uVV4ix57bxxlAJQkhA6fP0JScjS3tXZm4u6d/bl3ba+ylp7ktLrzqHnLjlKQqKpTrq0+XxebKuSe/f7o7a65n2aUaYPWBhRXimfc0UY7a7bXLaW49kRZVGrMGt0p5H+Sy4rwcafbyQFoUO+CCM/TVfPEntR4b74valWFuNflMpF+ToaGrdakVMtyVpcdUGwmOo8HEqcSUkgAkpIBBHRt7A2i7R92rFt+nMxqImk0sPTKXTnVfCx1hnLjSByVlIWsgZKu3c62ftUNiaruPtHRNz7FgTXr22/qjcmnfo6Mt6W8y6tAW2hLYK1KStLTgx24K9zqRGD5WZQw48oh5m6UuD4ingFc9N4i01B1pwqbOhN7RN22+6ezth0K2Nlq/uXbUS6qFQYjEikuVBtMhppmMklak5ylIQjkVHAA6nUVb0Xx4cd7/5I29t3u5ZVeqts3e1cq4FPrUd91xDaXVPLQlKsr+9yPHIHftrnVufszu3QdhWtyK9SKzW9yt3a+v9LiNCcdkxKc22pz4fy2wSguOJSpWAAEtoRgAHLk8ZGw+1+yNd23TsjV6VRrgp1OffmtpluvzKmUeX5DqWmwslTnGQCr5UkHHYDTOZJpTZaI0ULGOUPrSvON46a0fcvZC5rNq+41C3Ntup2xQFFupVKNOQqPGUEpUEurBwnopJ/Me+tq06dQd0aJEuyyrjplVolRKzHnQ3Q627xUUq4FPQ4UlQ7+mube3VtVSyvs3byo9xqbteo3LWlNJRXFmAClS2RnDgClZbbUQACSE9AdTT4VKf/JZOytqUus/ELbpzc91MF5ZQ+l1tcgqCehKT5meoHfqBqrZ32T4dlmC8q4Qm5IHHv4+W0SzNcnGz1TqYvLD24tujq8ySlU19IzyXhXX2x90fxOkS+anZ66LKtus0iHVIclotu01xlLrTiT6LCumP+ANKNyyLg/R8idKHwFPZQp11x51LKEoHUlS1kAD8wNRfaVSpl72yxdcWp0t2HNekJjOQJqJyHG23ltBQday2okoJISTg5GSQTqpqtVXJFtSqRKKZYSbZ1AouewqsT5+EMMi0icWFzz2bsH9GK7334ZbMrUrzrQl1K1YKQQ1TGi3UKcgY7JjzUupQOg+VvgkegGoUk+HtVt1qTBTedNJR1W5As2kxHUk9ePmBlRCu3Uau7d9IrBprottTHxZHyGQ2eOffAPf2z09xqsS3ZC5DwmqUXi4fNJPUrz1z+emHCeMa1ONEe8lQTpa4J8bgn5xZFCwnQ6mS46yOrwub+V4r5uPR6TT6o4hudOqL1PQln4uoSVSHc4HIJz8qE/s8UBI6duuddL/D1bk1fhJsSkSOUOe5R2pHBTZbUAtSlpCknBGUqH1OM65oV5jzarOg9VlbziOXc9M5P8NXP+z33pqFXt2rbDXROU65QmvjaM66rK1QiQFsZPo2ohSevQLx2SM3dR5hagEOqJURxiucc0tmSdUJVASk62HDcQn12n0dFXlomSK1AfS6Q5HYIShCvXALKu569+5PQdgamG6ItCkV+a89SYpcW7lRKXCScDqfnT1P4DRqazrEVh0BMNJ9IB66SJndWlqUByUP5pIOkeYBlWvkxjXSPoJ7aGfcOTGV+eq/XOMVV7Ix21YK4ilEdRKgMAnVdrulst1eRydT+/T1h4XJAhbqiglNzF6NhEE7e2scZ/5Ii/8Au06snZJ/5BbB/nr/AK9Vt8PTqX9u7W8tWSaRF6ev+aSdWPs04obfXqFrBH56uJ0WlUA8hCWqxMVv+0B373G2Hte0qltzMgx5FVnSWJJlMKdSUobSU4wpOOpOq3bOePzc+6az+h7vWx56EhZeiktoUM/zVFX7s+upV+1Up1Xq1i2NGolJlVCUapK4tR2VOL/zSPQDVTfDp4b9zpVY/lDcFsy4Yc4pabdbxxSOuTn1z/VrCVY6U9gjrU62zLAW6xjqntfuG/dsBoTSFqdb5Nudicdwfrpy3nTmq3atVpa0pPnxHOHTOFhJUg/koA6j3Zmz6pb8Jt6e0Gg0jghJB9e+pFrcxqDR586Q4ENxorry1E9AEoJP9WuWpstqYcTwym/lGlhRzpVxuIpbMfWpsEnKT93r20q7Q079NbtWxECOQbqDUhWBnHlkuZP/AFBpvynAlHAHOB6e+pJ8NTEaLd1avWen/I7YpL8x1f8ANJSQB+aUrx/onVI4Zl+nn20DbML9w1P0h8rDuSVWvsPmdB84SN66sJt2XFJSsFDtRdaSAevyHy/60nVZvF3UUx7Jsy3Mpy9LkTiM9R5baUDp/wCf1MdyS5VRlsokuc3pLpdePutasqP71HVavF5WxNv+mURtwKRR6YhtSR+y46orVn/VDf7tMVCBnq17x2qV/XnC9idYlKIWTv1U+vyEaXhNpLMzdwTggc4NLlPhQHYqKG+v1+fVnt6Km3SdobvnKcA8ujSQDnHVSCnA+vXVI7G3lrGyj9Sr1Eo1PqMqTFSyUS/Mxw5hXy8FD1A9+w17bh+My/dxrNqtk1Gx6RCaqLIZddjl8rQnkDkBSiPTH567K/g6p1vEDU+0kdCgoB6wBsDc6eMfK9awlUqxW2p5pILScgJuAbA3OkQbQaZBqYKppeZSlQBIIGenXv651c3w42hc9+7bxqY3vRW6TRqM+7DTSaZHZYfaClKcBMkgqIVyJHy+hGemqmWdGU3T3luQ1r8xSkpUlBPXGPXUh7aXZfu2VSVX7RqDCHSlKXoMkFbEtP8ANWkY7dSFAgjTvimUmqnLKYk1BKwbpKglQuO8G3fa4hzxNKzNSYUzKqAWDdOYAi47wfOLR3b4MNr7shtmTW7rTVG1A/pKTU1S3Vj1SoOgpx6/KE9f3akbarZ61No6W5TbdMh5+QfMkzZJSp54gdB8oASkdcAD1651WsePe6m3/g5O08X4hJ4kJqiwCfoPKP8AXrFf8Ym7FwUZ2LbNhQqFJdBHxi31y1oT7oSUJSD9TyH01Us5h3G06yJGedHRX4rTb5da3Z8orGaoGL5toSc64OivxWm3y1t2QoePfdGCzRqdtPTpiVzZkluoVNCFjk00lP6pCvYqUQrHfAB9Rmx20FL/AEHtXaNJCOPwtGiIxj/yaT+/rrmtBtav3Hcz9w3VMkSXHHPin3H1lTkhZOcEn0z3+mrDSvHNcttqTQW9tIi24aER2nTOcHMBAAwPLPpqeruCplykStHpFnMiitZuBckb6+Q7ImqzhGYcpMtSKXZeQlSzcDU8dfIW4RNvhpuIXDH3EJd8zyL4qHl/RtaGiB/1gs60fGNfP8jdlahTozvCVcS00poJPXgocncD/QSUn6K1V3YXxNT9o27nVIshdcRWpyJznGd8P5DnzBXdtfLOR7dtJm/2/dQ3+qNFTEtxykRaW2ttqKZHxBcfdUApzkEJ6cUpAGMjr166xawFOHFKZ11H93SUqvcbpSLC17/EOUYMYImziVM04gdAmxvcfhSLC17/ABCL77N0oUXaa0KZ5YR5VGiEpxjBU2lRH7ydQN4YmP094i94rvwMRpXwKSO2FPr7f/040nL8fNAt1DVF/wAFsxaYTaI6VIqqAlSUJABGWu3TUV+HrxKwtoot2z6nZU2ryK9UUTXX2ZaWktj58JOUnJytR1xSmEK03J1Na2fvH7BIzJ1BXmVx5RxymFauiTqDimuu/YJ1GoK8x4/WLZeLGpfozYK6XPMKS80ywMHvydQMa58W3bFKuCEZkquGIfMICCyV5HcHP56mXfnxe0veCwHbKp9lzKWt6Wy+4+9NS8OKCTjiEjrnH7tRNa7fl0hn5SnJUrH4nTfgmjzeGqKWptGVxSybXB0sOV+UNWEaVN4fpBbmU5XFLOmh0sO/lE07G0G26FXYTyqj+kB5nFQUgpCTnorXTKhsUOsbWSotfa5QG2C49gjkEpTnKTgjPQ/j29dcsdupoi1BlfLGFa6N7MVqTcm2tYthpPnuSKe620nOVZKT66b2XS8hQc10OnhD7QZhRnWypZGo15ai5jm7WJ7EuuT50OO3HjyZTrjDSAAENFRKU9MDokjW/QqoIVRjTVALSw6lwpz3wRrTuqgzbZr0yjzGFpWw8oJJHRSMnioH8P49PTScy8pByDrhSlLjYy7ER9QAqbNlRfqq0TbTfqw6bLq1FRdUemLMuFTvi1tM/FceJDqEKAKkgn5Vf1HTdvHwu7cXgmFdFQtau20ywllhVDtlEJLDy0KWoPusriOqWrKsHKsfKk4HU6jfwmRkTBck53nxZ+GaBC1JAJ5nqARnsP4akqz967Iu++art7RF1UVSked5hc5payysNqKVBXufXvqvlYtqOHZh+SlW+lba1UbHRJ156d8fNuPPaJT5GtzciJJbipcJK1JIsLgG5003hWuDY6379j2gPP3WpLtiRW2YL1PmsRlyg0tK21PtrjFtxaVDICUJGCRjGMRhP+zr2x4OSqRSN8XH3ll1ZRIjFJUT3PGCOudTTcs52iW7XK8uS86/GhPzPNeWpZR5bORjJ7AJGNRJ4Z98N1Nz2alDvi4jOhwSx5KA0EELKVg9U4z0A7+upOQ9pk3MST1Q93SW2rZusQdeWhELEhjiQqtPnKiy2pKWBcXt1tOzb5xPnhB2+3DtPdqMidZNepFAp1FXERKqsNaC5xShCBzUAORCcniB2PQasl4itlaL4hNtKptlc1XrtOpE1CX3l0SS0zKdW2eSW+TrbieCsYI4nOfTXP2n7vtP+JK49pKyWlM/oyK/T1LwSJAZC3UAkZPJCwev/N/XUi0S7d9ol81y1JF0PyNvH6Y0hiO8lJCStWCw2R1ABSvlnPyKSPXUoPaRLp/85ot/dpdT1r5wdkjQa6284im/aIw1f35kt/dhxOt8wIFgNBrrbzhbtjw/u7ubewvDdf8At7c0C1KVTg1Emy0rjPNuMJIZV5oSElRJOflIOT8umJtj4L7P2JutdSjbQ3rcdZDTkBmXWXhKaZbWgoPlKZbbbTlOQFdSAehGlizLuol0z64u247aWqDUDTVS2UgFbwbSpziU9QBzCe/XGmbs/ulf259x3fT7ruB2p0O2ZS2KPHeSkojodkPZwcdflaR1OcD8dam/aUtUrMvuShQWQkkFX7ZAA231jCX9oQclpl96WKSyEkpvqcxAA20NteMJt3fZw2JZtciVhVlbjVr41341NNTUW5kIOE5Lbnlseb7Dq4SR3UeuWluTvRvFspuS1Ip1JTbNZagFUVM+Dl1hl0FCVNtL+VPyggEpUB2wNSbuLvfuJs3elv8AC6lCxK5Hk06ZTn1oSxGWsFKnQSMoGF8x6fIr31E++95UPcGp2xZW3Dap7b81a6w/TaN8WpETiPma+Trk5w4k4BxkgHrJMYxdnkSy22fu3gpRV+wE7g6b30ifpuNJda5SZEupbbqVKUb/AAZd76a8uEQJuNutuNuRNVO3Jvqr1xZUSlM+aVNJOf2W+iE/kOmp98H/AInrl28pMrbybSYtat6KHJkNCXi29FUtzLiUrwoFBUoq4kdFFXXrjSTfXiJtbw+oj2Xa2yhjzlRUuhVTfaacKDkBxwI5uLJKT0UpJ6abtd3UsK+pNIqta3fhwK3KEdKRSrc+FjRErUnzESnnCtxxITyGArAUAe3eDqaV4lkvd6nJky6zcG+Y6bKCUA204kjfjrDRSvaIozbb81T1JlVE2IVdRFt8qBoO8jxizF/+MGOlr9FUmktUlbyeS3nZQddbT6kJwkA/U5H01C1Q3UprUdb8ALkvuZUnn0TyPqVZ7Z9tSBF382pt25LesGx1Q6rHqiFOzKlCmtJZgNoBy7JWe56DPIg4PqSBqvfimvmy4G49LqG3FcplRYmRlCrt095LjAcC+ivlJSFkE5I746+5XMJUiWamEyTEiplKwVBRN7gXHW4pvbQGGvCPtsXNVX7NVTly7LgJSsklVgbDMDtflePqhzW366VzFjnIDnFSjjDigf6+2Pc6kPw11SZbniesVUFfD9JVE0p4A8eSJCFN4P4KUlXb9kaiCll2VU4imOqUOtuqUD0SlKgST+7Uy+GS26xfHijsSnUVTjP6OqiatLkJRktRo4Liyc9uWA2D6FwasuXQW5pARDTi5SFqueI/WOosvZu0JUlyTPmVFchxXJwtyQhOfoMHA0a2KluhYdPnvwZNTkuOsq4LU0044kkd8KAIOjTf0sVd0d4rjdlJfo1bnUt8EKjPrRnGOWD0OPqMH89NSZy5EDUyby09U5umXuy2PJqjARI4f97kpGFA/QgdPwOoPrcoMsuKBxga+WZ2R9xnVsI1Te6TzSRdJ8iLxcUrM+8y6XFb2se/j84Y9+3BFpMB1bjgUpIUAjP3jjUj2d4X9pryt+kXFcVImOzptOjyZCkTXEguraSpRAz0GSemqxX5WHZ815sOckN8iQffXQaw4piW3TowGPJhMN49uLYH9mrYwZIIaQtSxc6fMwpVl8uKy8IUrO2ZplCo0KLbE+ZFiRGEx2WllLgDaPlCfmHXoBqTaJT10mnNw3XPMWjOVYI7n2ydeVvYRRoySoj5eXU9c5OtxyQ2AR5qCr9lOepPtptmHVLJQdhEGhsAaRq1ejQKyGROaS4GCVIynJBPfB/LWq1QKPFcStmE2CkdOnrrZl1KNE8v4h5trzDgc1YyfYe+k65bno9qUl2u16pR4UBniHJDy+KElSglIOcdyQPxOtAsgZjG3Lm6oFzCmpXBPBsgD0B7ajHfe7maHZr1IZfxMrIMdCfXyunmH8MHj/raQbj8S1utMK/klGXUnTng8sFDIPvnGVfgP36gyu3DWLqqrlZrcovSHU8R7ITkkJSP2UjJ6fUnuTpGxRiyWZYXJyaszitLjYDjfthgpVHdW4l58WSNe8+kJz7qQjt1+nt/x/XqZ4ERFh+Hdx9xIRUb2mpCs/Kr4RvqB9RgK/8AxNRxYdmzL7uyn25E5pEh0ec6kZ8pkdVr/JOce5xpz+Im8ok+5P0NSDmm22wKXDZRjAUMBxQ+pKUp/wDNp99K1DaMjIuzp3I6NPer4j/xH1iUqCveppEsNgcx7ht5nXwiMoKjUbgU5nLTHck9O/vqie7tzJu3dCtXHClBTUp9fwy0KyFtpIQj17cUg/nq2m6l1s7f7V1WqCT5U6oI+BjKz2cc6cvyTyP+rqj0dmGiQuS24hCEJCUj3Pqof1fnpwwTJmzk4Rv1R4bwj46nApTcmDtqfoI95MZyeymREQQ/1QUfeCcdCAD6+udb8SC1GcKgkHm2lKh68h65/s1qUx8sKW+4R8PIcKf9FSex/A/2aVEqHQhWemnxW0V2onYx8oakRFf5Gtstd/LWrBBPfB19fpFTbqI7kRwOuEBHzDir/W1h6SllGRkrUcJCe5PtpTtyjv1Oc27JTyfJAACc8QfT8u51zuuBtBWdo0OrDSM52h2bfbcrr8wzpy2G0AFxZ8s4SACSeR9gPw1JVl2LuRu7Q51x2XWKdb9BguuRaUzJpnnqqimuinCskeWkrBGQFDORjoSdOVQqlNYou0Vqq8utXeMz5AGTBpaDl5w+2QOOT36gdSNWelOUTbSy4NNp6G2IsCOiDAjZCeZSMJSB69ion8SdQMsr3jNOvC6SbIB16o3VbtO3ZrDr7NMFs4ocdqVVTdkdVAPE84qQmjx7ptWRcMWGuHcFIfcgVqn46NSEKIUAMfdUBkexyPQ6jO5IZVDW+02XFoIcaWB90g5J/Id9TLcdRNj32m+pqXHaPc6hT6+nult49GZOOo6HAP0z6nqwNw6ZVbSqb3wykLjuqUtKVDkhYPqB+esZOYTLzIQk/dr1T2c0+B+VoUsR0F7B1bXS3/gJzIP+3hDIoER7KpaoRbaeb+YuEHzM/dwn6D1+p0qz1x6fHK0R0JeeR5bWAORWexSMemkCVdlReUQiMzHVnqW0Efj3J/hpcgMwS0iYg+Y46nl5jiiVfx7anlKJMcayTGrKpcGdHj0gR2zLZ4rcWEZCUkYOT/UPfS01SIbFPXCiw0FBSenAfN09frr1t6IHpk98AKKltAAdegTn+s/w1J9t2HJqCAppoq+nHXgClaAx5ZStjFchTm8FJhoBPT7g6HW41CcKQltGABgDU9VHZd5Uh52G2VfPlSCg5ST/AGa2qHshUpLyEKiJBJ7qSof2a8LDitDGfQuK0MQvQGpkN9K+H3TnvjV6PDTcyrfMZmU+EuOgFwk9B641Gf8Ai7TmGPOWGcnsEpUT+4DS3RLauOmyC/NR8Kw0tJbCEEKcPIAZyeg69u+uhhpbBuY3stLZUFRLXin2CsWvWxVd2HX/AIBqnxXZ0/yxg8QOSlNkdyT14kYJ7Y9aPt7eUqqEvW/fNNfbxyCJLLjC0j6gBX/HproTuks1rwsX1TZLT8tbVCkHgyRzVgcgRn+aRkj2Sdc77RYL0JTCVglxooTj3KTj9/8AaNc1SlhL2dl1Zb78RF4YXxPMuywYmQF2IAJuCBYcRv4iJM2Ak7mQLarTVg25RZLL08odqtVnKbYaUhpB4hlCea+igc8gPmHTvrS2WuVe795VyiP3ZUaLUCy69KVblDiU5pQCwk8pAU46s8lBQKuJ/dr42w8Sm3WzFlMW3dcGtuVF6XIkrMSK2tJ5EADJcB+6kDt6aU3fHFs9TGnU2hYtYVMfSfl+FjxG1qHUc1pWo9/ZJ1XM5JVdUzNqlafcuWCHLDhpc5r3GmgFo+ccXSdcexDU1sU053F2bcA5aZlFd73AFrWHnD53Krlubb7NVfa5F1PVW4VUGTDjtqSt6Y8XUKAccSnkRkLJySBpheEpVzRrHuCqW5RGapLXODTLb7yo7ZUEI6+ZwUMDkrI79vfSftx4yKtGjVeqXzZEioMF7mibR2UJ8hKiSll3kQCE/sqznAwRrbu7xrwZdBdpu39qT4NRdBbTKneV5bAPdSUIUeSuvTJAB69e2uFFErEvKu0v3UKU4oKWsrTlvoVaCyrdm+8RMrh/EdOk36OqQzmYIKnFKGXtIAsbb6X3iNjcaKd4mnL4vWIiZVI8twqi0iQUNpcZaKE8HVgnGQkElJz16HONTvvB4jKNBsKY3a/6RTLmeXFXUhCeaiM88hYQ+pISV4CgMZ9+mmr4RPD/AFG96hWdyLspEd1hyBIi0typp5IfmOpIDxBBylJOeWDknppK8Tm7kO8FP7UvW+uO5RKwfiHlSebTvlBSflTxScZI747alZk0+tVyWpyWuk92CQoggJSNNLG5IFrWvvDtiLBgccpZclSpKNFKBASlItYW3O1wL98SH4epVcszauK/T7KqNVk1qc/LYaYcbaBaGG0uLWtQ4oJZUkHBOUEY6aQtt9v6la+012XbV7pqcSchE9yXGgyQ00t+J5gCitI8w5WlQ6KAwo++pVrFbk7FeHTbC+azTkT4lcprMOOwy+USEr/WPEqCkcePznBBJPLtqtNz+J+kUraKpWALcmqqFaZmtqlee35aVvuqWpRH3j/nMa7KnRaz7/NCQZyoddQSu4OZIuTudANLC14S6jQ6y5UZgSMvlS44glVwSpIvfc6AaWAAMT5s9bu0l/2lRNwqTbkWVNdJU+/KcXJdRJSktuJUpwkkBWSM/wBE98aTqRcDT/jDrVBecSkR7OaTFSoZyvzm1LA9jxI/Iainwl1a/rC2JvrcKPZs6s29RpsZ8M+Z5BHPKHltKKVA8SWuQIHRYI7HKVt9X528ficpt00Vl+359ZkIbZC1h5UZCI5SUqxjKTxUSPZR1BzWHpuWm6i4+6TL9GtKFFV7bG1r/hsQdIB7P6sarOS6iS0tBDaiq4uogpFuFtjDxvu1KvSvFzTtw6lbs+p0wxUojJaic2jiK43gqwRkLOcHHf66fPiVVFX4dKxOjW+xTZ1TZhNpjvNIDkdTj7ZUhRT0Ckp5A49RpLvfxH7i7X1R62L32g+HqEdRSZKKgtEZ8An50DyjlJ7/AHj+OdQ9ct770eIqczb9OobrkEPhbcSnsLEdKuuFuuK74z3JA+g1qp8nU55ySnZkJQ1LhPXDgIUlOosAba8b2jfTMIYjn6hIonJbovdsoKs98wQdAEjn/XKNiw6HtZtxsAb8ufbR+t3SmI7J86oUp9yGFuO8WRzUPKKACgk+uTjvqDrOoMzcS5nrjrseM3EMgOyA0ylpogYw22hGEpGABgdANT/4lNwKpYO1cTw51K2I7clNHpLcmoMzytCPKU0sgILQ5ElkZ+bAKvXUFWlU5kO2kRmicuuKcPoMdOv7hqxcOpmJhh+eVfM6tWUlWbqaWKf2QddN4s3B9Fm2ZuaeqTakOlarZlZuqPhtbRIPKJTqdfgRG1RaVFQ0CrgEtI6nsAPrq9fhC2Qq+z9jz78uiCtN13U0lDUXjxXBidFBlRJyFKOFK6dMJH7JzC32dmwkLcKsz97LgkMTItqVBUCFTX4wUgzQ024JPmKOMthY4jiSFEKzkDVnd6qjfkeHMjWpLjpR/wDrTbbzanA1nJIyQQOv1zk5GO7NIyKZNPSLOsMNdqJUotJN+ZjzkWlWpT7kl+7HGHHVlam2GEqQjJ7Anv8A8du2jVQW91t46J5lHiLgymYbrjLbrtTfjqUlKyBlsdE47dPbOjUoGlnXMIXA6QLZo6BWy/Cu6hS7HqKglFSR50Ba+galJ6hP4H6ex99Vp3DiTaKuZTJ7SmJcZZbebPdCgOo/D21MbLjlOmmKHVt/MHoziTgtuA9MfXOMa2dz7OTvHbi7loraRdlJaCapDSjrLaxgPIHv9B9R6DXzrKNpqjIZ/wA5oaf7kcu9PDmD2Rba3Pcniv8Ay179iufcfrHP2pJU9OkBTSlBSiCff/jrp+/46m9lEgqprNMt5fAeWiQuEpLiQPUAL4n92tyXZxakvpcaCVcjyTx7H1Go5vm32YqFLA9fQaZafWFMqys6X3jS7JoWSpQvDotfxT+I69Lj/RK7wRGi+QXEojw0pKTySnAP+tq7GwMe4yiLU7nrkupzH0kqcfX90Y6AJGAP69c1rdrNXtKpmuUZLHxflFr9a1zSU5ScEf6upCl+K/fJEVuHSZlNpyG0hI+Hg4J+uST+7TjKVeXLNnfiiImKe645dvRMdHdx2mJVy2s4TzWwqUpIzlKchrJP1xnr9TpC8RRptb2qqlIEph5an4S+AWCTxlNKzgd+2qLWFfe+d9VRuo1q+57MVrOW20Np8wHGU545AOBnHtqYIyZi2szpjzy1D5uauWTj/fpTxBi+Vl2lybKSpagRcbC/OJKQobnSJfWoZRGixHDSA2AAlIxjXqhoqISArI6Dj3/DW58KOqVJUcDr076mHa/buk2/TF7pblNBikxCHIMN1OVy3B1SQj1BPYHuep6DJrSjUl6pPhtO26lHZI4kwwz88iUbzHuA434CN2ixBsZto9c0spau25mixDSsAKhxz1K8e+MKP14j3zXNS1Vaolx35m0q+8evL3JJ7/8Abp1brbi1bcG5H5r5JU7hplsKJTHZBOEDP7z7nOoi3g3CY2osdyXEW2qr1DlGp7a+/mYGVkeoSDk/iB66apk/aL7chIjqDqoHPms9p3PKIds/Z7K5yaPWOp8NgPDSIM8UN6/y0vNi0IEo/oa3AUOBJ/zktQwsj0PEAJ+h5++ogmtwafCUGobasp4leASPx1rMy5Lq3J761OOSF85KlDJUsnKl/iSck+uttwqW0ryhyJHbHf6atyQlG5CWRLtbJFvU+JimajOrqEyuYX+I/wBeUezcaOiGhhZC0rbT1HUK9T0/HXgp2VCKXEPJUjP3HSf69asduewnPlgMpSnkjkO4HU/jrZRLgutlzkVqzgjiSR/ZrereI8ximmZJnpkNqSsuoHM4IwMj5Rqd9taJApMKVd1fWiPCprRkvLUoZ4gZwPqegHuSNRnY9HlV6otxI7XkpCsdvn6/1anmkWOu+L0pW0sNYNEoIaqt1PAY8xXdmKSO5UrCiPQZPdIGoCpLM28mSbOh1UeSRv57DvjhTJTFcqDVJlficIuRwTxiSPDva81ml1PeO9kqj1S6k+cy27gCDSkf5lvr90FICyMZxxz1zrXtPZB3xgwb23WrUiXT6dHZco+3qgtTYS6w4FKmEdlJW4kIPpjmkdUBWlrd56tXxWqD4dbBcLFWvA5qspoYNOo6CPPcOPu8k5QM9xlI6qB1r7m+IfdTam+63s5s/SbVpFsbYU+DGSioMOOOyWzCbe5J49E9F4+uCcknUdV35zKJOklKXiAq5NgltJAH8RsB2Xj6BnWWpJtqgyCTkaGuXioC58hqf0iJKDKF72vUbau2EWqnCW5Sq3EWPmZktniT17dQFg+ih/R03KbDmXLQJ1iVtjncNq4bSs9VS4R/zTo/AYB+nE+pxKu8sN9EGx/FvFof6Opu4tMhNXfGjkqajTHG0hmUASMAgBJ98D9pXVj30qdbc2nbpUBhLsmi/q57DfaZT1Z5pJHfjkqB9O/prQm063ZuwKibDgl1JspPde47rGOPGFF/t5hgTTP/AJkqAb21Uka95BHzvEGTLMlRp6kS3A0hJPIA/Mdbb8Kg06L5jkVT3THJWVnOew647nUubj0SFLiMXHRuDsGotJkMvIHRSFDP7/p+OoWm1Jt5qfETHBCUFKc/tdCArHfHLpqfp8z720FcRoe/lFAyUx7wgc+I5HlDt2zYjVSX/knKE+gJ5oSTxII6ZSe/4nVxrHpCaBZ8245VIVLMNgrQ2zk+YvGEg+oBURk+g1VrZimNTJCFNo5rZdKSodSoHt/Afw10g2QoRhW8iQ4goK08fz1OybYWq8TMuyV3ANjCPtbZa69Ckz7gp7bbRS2lhSY6mVLV83MFKiTgfJ19yR6akKNZ1vUNh6YxAU+ppBdCE9SrAzhI9z003Lp3XXHqUmhWZFZmTY73GXLk8vhY2OhR8uC64T+yCAkBXI5wlTSqN2bgzIy0VC60Rw4VLSafDS2ACPur5hfQehyDqWCEjaNTtVlJEdCVFahuRzhtTL/u2i21S7jTcapfxkiAp1hcZpTK0OuJ8wAhIIThRAOc9tTLdm2VOrcZb0JgNuZSopOP52oZkW9T3aNHtp6QpuNhstIDZISsK5pUD2CgoZA/hp4RL43JgyG2v0xBnRVIyr4iEEqKwR8pKCOh6nI6jj6+nqkBURFLrLbSVe9lRBOnG0SDbdqtxoki3qpFDkOcyuO8hR+VaVZCgfyJ1zT3d2yrXh+3XqNkzkK/R63DKostQwmRCUSW/wDXQDwUAfvJJHQjXSvbq9qRc65cWctcOuOuBUmG++XEoI6BTClAckEYOAMjOD21ob37I2fv3aq7YuxK41QhlS6XVWU/rorpHcfzkHACkHorp6gEck3KB9rIYsKh1NDBC0HqHlwjlxc+3tMvHjWKTEiyZihzfgqAGVEdVtZxnPcp757dD0ZTFuU626mw7NtqO27FcSryZMX7wB6hST3B9dSluptZuf4e64im3xTkmI9IU1BqUd0KjTUjqFI68kkAjKVAEHp16E61P3PkPRxElLTKZ/mSEJdT+5WdLLiJyVBatmT/AFxi4KfV5OYSFuoBVp1rA+cP60N5NuWaOaTPoAp7S0cXoyIiHI6/fGOpH4gaUv8ACRsRT0Jfpm2MGoyB1RmmsNtcvQlasn9yTphRNwYEVxDzFJpMdaT0cTCayPw+XXlVrh/wgPtN+ewursDhFThKS+13LQAxlSTlSR3PJY69BpZXRmnXcziVJSd7KMNKanKzpS2Ug/8AECLL7CbxVi+rlqVNqTUSHEjQUGFEjJxgBWFdT1OAU+w6npqzm3FkWTX7sFQqdoUSU6hpx5xx+ntOKUQMZJKSScnvrmPaNz1ay69HrFLWWpcNZ5NqBwoHuhQ6Hr6/l6jXR/wwbi0+7LCrG4smEuA3GPwbiXccebaQtZSr9pJKkAHA65HcaT53DKZCvy9TYGVhNlEA6DLrrbe5HHjELiqXSmRWpI3sB3nSJWuOHbVwVaHSKvQKZOp8BxCExpEZtxlGenypUCBgYHT2029x9ktmpVx0mrSttbbVIpcZ1uKDTmg215qk8lcAniVfq04URkdcYycpFMuZmdJXKTNbcWpRdPFWRknOnDuVXv8AlsNhwYRHaPT6jP8AbpOdxhU5qiVXMpSVuPIKdwQFZrgeCbQkN0nLNstt/sn+vnHvblJtQQJFs0iJBpwlNLaTDDCBGe5enEAAZx1BGmLVLfo9o1VbaLaplOmtJKebERttfE+oUkDIIGk2Vcj0d1LrD3lONqC0ODuFA9NLm9lwMzYVr14BLb9RpnmvAemQhQH71K/dqMkqemtURanlFD7JB0Ng4lRsbjbMDy3F76xPy9KXKz7bahdLl+8EC/laGrWqlCmNluZHYfQDkB1AWAffB025NcjRGhEjeUyjKilpsBAz64A/D+GkCo3Ao5w4Pp176rvv5uc0y/EolOlqEuIsyHVtLILZ7JHIdjgkn8tTOHsNvTSxLIvbj2Q6vSsvTGPeHRtt290OHxP3RR3Lcj0p9uM5OkSEu/OhKlhpIVnr37kdPx9tVOotv1y+Lqp9p2pAM2qVeSmHFYbHVS1+/wBB1JPYBJOlcJvXc2tOU62qRV7gqYQXXUxm3JDwR/OPc464ydX48Fnhka2dtlW6G4jbTF9VxlbdNp0hQBgRD0UhR9HnMfNj7ownvy19FYYoX2NJhq5NorbEdZbWsvJAHLn4xI1rP0bwpba0GxKcgyITDQTPkMnDqpa8qddOehWVKUQk9FJwnKf2Yx3Gq+3dTch31A3NFJYnSVLH6oOeXISMrShRIKCoehz3KeJ7HU8WNcq1ORGMNwlyoRCuXEQeaV8D8wH1x19u4PyqViuFPavimz0IjJqK6fVW2pjMinVNaEyEqSCD5CUklWDghxQIIPcYUWp1tEwgWNoq6YWZglR4xNVYieHS6ak/X5jsSQ9MIWtxsOFKsADpgY6Yxj6aNQc/S2HH3FSryuiI8FqS4w5RYr6m1A4IK1TApRyPUAjt6aNc/un+4xy9CIvzU0idH+VwIdQeSFex140yuVODMbrVGlmJVIZ7Y6LHqFD1SfUf7tN6LcsdwgKeQdfciahahNjuAuJ9v2h7a+ZQtbK0utGyxsRuIvbIl1GRYuDDxrlk2hvay9VLdTFoF5IHmTaa5hLUxfqtCjjqr39T97+dqr25+2dfok12n12kvQ3QThLrZHIfQ9j+IOpwLjFXKJMd5yLOZwUONrKVoI7FOO35dtOZveerNQU0DdC14N1UzoPNebT5uOw64I5Y9cZ6d/XTGxUJGqazJ6J7iq10K7SBqk8yN+URq2ZmTGVn7xvkdx3HjFI3bJcQjkI+QenQY170vbdUqU2p1hRTntjV0WbQ8L13gS4VSqttPK7sPArQn/WwsfvX+WlKJs3snE4vI3Yi8B17tg49tdb1NnnB/d3ULHMLA+to8RUZdP8AioUDyyn8ogK3LVYo0FLLTASoDuemnTR7cq1clNwaRTn5b7nQIZQVH2z9Pz6amJVL8O9sAvTbgqNfeQMpYjpUEr+nIBKR/wBcaRa74kYFChGm7eW3BoDCgcOeWlbufcgDjy/Hl+J1CjDjLS+lqUwnuQc6vQHtJjrVVnHRlk2j3qGUephVpG3NobVwW7p3XmMy56R5sWjNkLJWOo5eisEf6Ix3Oog3a3grN+1Lm64pplnpFhtE+Wwn+GT/AEsenTppuVq4Lju6oOSpMl95x5fJx908lqP1z/x2HYabty3HaW3NKXWbimtpUhBKUqVlbih+ylI7nXS7OB1IkKc3lRyHxLPNR49g2jFiUUF+8TCsy+fADsHD6wr0ylvt/rwyuRIcBUEJGVEfX6d9QZu/tRd16Vx2tVVLjvBPlMx1JylpGckD8fX3/dr0208adct/ctiXWolPjWhNkBNQT8AZE5EcJVjgoK6HlxOACO/fpqzM/wAXXhEqjZ+LutwFfUn9ATgrr7/qcas3C2FxTGy/M/4qv5R2dvOFLEzkzPKDDST0Y5cYoZP2snwFuKEVaVqVhSCMgHtpmVG15kRCkR3nWU5yE8ARnPXr3Guj1FmeG/eV56HYV/U16oPfKIkhCorx9uKHkpUr8gdQ3u34dpduodfixyPlVlITnPXvppcYI2hDmJR1o2WLRSlLD3xKmpv69KCAFK+7n8PXvr2aDjU7gxHSoPAcQk8QCO/Qad9wWhJpTRaKVZGc5HX8db1iWU9XKiwkNFXFaSDjODnqPz1FT0wmSaU4rgIhpx8Sjalq5Q8LHcVYlryb7nR0uSUpTGgRgkqVIlL6NoSn9o56n6A6sltlbEHYraefc96ywapIQ5XLimLVlSpC/mLYJ78chA91ZIxnUdbSWlH3F3HTXEgvWpt84WIISAW5tVIHNz2KW8fmeOOmcylc1lV7fPeKg7UKgSmbIoKG7hueSWyhqbxViPDSroFkqHIp64AKu6E6XmnESEsucnDa4zqPIDUJHaeI5kRZvs4oyqFS3MRTSfv3tEDkOHqfGH74PNvK8ml1bfy/oYbujcIh6Ow6kc4NISf8lYH80KSELx3xw5fNy1W/xdPQ7e8QO6rjrgZ/SdpQZaCpQSHXPhSx8uT1/wA3jp7a6NoabYaQyy2lAQAlCUjjxT7Y/L8tc4/F5tve1T37u2p3Lt7ct0MXBFiR7QlUtlbrMZtLABZPEgIKXvMUQeX3irHzZ1XWDK19tYimZ2ZVlC0aC/AKTZIvYaAc9rmGFK1yziHQrrdbU33KSL6XOt9IuVYW3tBu/wAM1u7cXNAaeplStKHAkNKTnjmOjC0+y0qwtJ7hSUkdtUjoVOq9n1yvbM3sgOVe0nvhg4tIPx8JXVl0Z7goKfp1Hrka6AbPUq7KDtXaNEvpzza/CokRmoq5BR89LSQoE9iR2J99QT43trKnIplK34s6mOSq9aP+T1SMw3zXNpS1fOnCQSrylLUsfzQpZ9Ma4MN1sN1aZpz6/u3VqKTfQLucpvyUNPEco7qLPqpD7UyB1CAlY5pO/inf5cYqvbTUqky6js7PVmK4F1C2luZJ8pRy6wD/AEVciAeo+Y9iNMK5bOMSeGWmAXIyvlBGOeDkpP4/16lO9qVMuKhQbltdxxis0pSapS3Sni55gHItkH+cMDB6ZGD00TVQL4tqm39TYvlIlDEhlIyWZCejjZHfor39CNWYw+Zd8TOwWbL7Fjj/AMvreKn9pOGP7I133mWH92mNRyB5f12Q7/Dzb9OqMqMEFKHFkc2uGCk/Xp+OrXXrWXY0mBtzQ50uE3GiqlVN6K8tlaj8nlsJcQQoE8ypRSQcBIzgkahfwuUlD1bRUVNYb8xKCOxynv0HfUoTecq57ikOBQWqoraSpXq2hKQnHt0wPyGrBk0AN5hCxVH/AHaTs3oVEC8akJhEeMuLCpwgNoyEHi2R/pAIJ+vfBOeuvGS7T6Sy8qp1FlKy2VFx7inigdPTHy9R3Pc62FfCQYygtxThQFOBMh5ThGPXKyT/AMdNV6uSv1C6XZSpct12O+V8EIaDSMDKUqUkdVEZyOWSnPoc67ALwnJ+8OUHeJ+/S9MiUtNSlTmExkD/ADy1/KAexyfQ6+25tLrtO+IjvtVCMScttpDiXCO4KSOvbt9NNS9nnmNtXWpcdAU9HYZKEJ+VK8jkc+yQCfw9+2o1tW4p9tVNLjMoxob72ZAS2g5+XAOSM4Hy569h01lljWkFKYndDdOqrBCorjam08AlTRQpOBgYOPT0wfQY1KtiXmi8LEh1H9eiqQY7Tc4OowVL4g8xgkYV9794OCCNRiQpzypYlqDRQDwaxhXT16f1EaVtv6oqBdjVOaiOoi1ph6OtpWMBbSVOJcIyemApPv8AMkdumsFAkaxOUScU1MBCvhVpC9uFZ9gb7WbIsbcCIl1hSg7EltkJfiPDPF1tX7Khkj2KSUkEEjXM3fjw937sDcBjVhtc2gS1/wDJtbZT+okJ/mr/AObcHYpPfukkddXP3KuifaVbeabkONslzkUhWBkdtLNqbx2re9JdtO+qfDqtMnNGO/GlNpcQtCuhBCunrn3B9tcZWknKoRY9OrC6cvo1Hq8o5kma4W8F0nr1Ge2vlmW428laXFBQOQoHGDq99U+zusS6rjZqtiX69T7blJeL8FwB6RGWW1eWWlq6LSF8cpWc8c/MTqAt2/BJvltW+7Lg0RN20QJLiZ1GBccbT/5WOf1iT36pC09PvemvCykg6Q9yVeYcICV2MJ1p7tVpaWm6oKdU3GRxQ5PgtPupx2IWpOc/UnV67wu5+xPD3ZNqzpDaapdDQnPoQkN4Y6OK+VIGBlbQx9D7a5x7L2ZUL83etbbR5h1lVaqzEealaVIcai8gp9XEjIw0lwjI7jVgPFHvTFuffasxqY6P0dbXGgQ0oOEBLBPmEDOOril/uA9NItXpIVNBtobi5twvErNTy55Tba1Ega2+kThZ+4EeHIbU44S0ocVAe3vqTLtu5upzzMYfStJixwghWeQDSf7dUTpu4YCAFO9O/wB7St/hgqUAZiVJbYPdPIFP06HI0jT+DlO5g1oSRftte31Md8jONyzwW6CQL7dtr/SLSSK1EdeCZ834WOkFTzhBOE+uPUn/AOpI1Em+fiLk1u4WDbjiWKdSWRFjtHqFoT0HL0x69P7M6hG5t36rU2VtzKotbeR8gVxT+OEgaZ8akbh31FeqFqWhWqxDZOVyY0Ra2hkgfeAwTkjoDn6al6Hg4SZK5j4eR0HiY66jWmXlpWwCkp2118PKHLePiFvKY05BgORoII4qeZSfMA9cE5wcaiBxyp16aIkVmTOmzHcNsISVuPPKPQADJUSdTzZXgm3pvJYmV9qDbMZQyRLcL8kg+oabykdP5y0n6auRsH4cLP2NifH0GjxqhcjyC27XKgPNeQk/eQwjHFlJ9ePU9iogY02tVjD1DTkbWL8cuv8AXnEPPT0/Oi6iVHYXMP7w/wDhxpWxO07Itu3i9WqpEYnVJ9xxK5b0goBKTnACUkqAQOgGe5JJg7eLdKuNrlx5KHmXobgEqOMpcQAcfKlRGTjqMHqOiuIISqzsCqXnBacZi1pAbcc8woLIUEHGMJz2HTTG3F2tgbnw5Ea62233ZBPOS2C07g/s8h0KfUAg4PUY1kn2i0tJyKQq3d+sJkxh2amCVFQue2KX37umxenw8er3AlybRWZAU6klsuMLGUrHblx+UHp2yFDvm/O09Eprti7dPW/TYVOiuUyLUZoiRW2vP4xk8QspHX5lA9c5xqoe43gHt+uUswaTdlbhrbVzZdlNNzQn+hnCFcOuO/8A2272wuCm2NYluWjU1SH00WDGp7kxpBWHClISVlH3gP34+o7d6cSUuohIlnetfY6RwIpE1JE9KnTnFGvEs3SbO34vWhqcQ2RVFy+AykASEpfHQH/yujT68VNg29ee/NzXNGuGleVOEFSeTwB+WEwnseo+7o0xhSLcY4CDfaG7tdL3C3MuZyh2xTUrZipzKnvrUiLH+q1YOPQADK1dSE8UqIe1YG5VkurFctmRKjNL4mZTXRIZPsocfmA/0kp1MtOsp2xqREtyzm4NHt6nNEKCkqdeWQOrjji1fMs4ypa8knUMbmb0yi5/Jmw6Y5XnHXPKeqK21GKFgnKEEYCz0PUdOnc9dKMzhCnVFV2UZe70hglq9NyabOqzHt3jRibsUKbJVGfnCJMaOFoUeC0n6juNOqDuTBcQGJ625CD2Wgg4/H31Ek7bhpyRN3FvD4aktqQhyUtxYQhHFITnKj7JH4+moWvPf+Gw+ul7d0FmW02rHx81lSAv/QTgLx9Tj8NQc57N0p/w3/MekT0hiVyZ6paJ7QfrFz+Np1hRdgVBttZ9QrBzrCqG4Afh6ysp7dXdc/aduhvDPmcWJrBCzlLSI3RA9k4PL95OnY3d+9yGsqkyG1KHZBIOP9HlnS69gqaZVlDqPEw0sIVMDMlBi48m3gQVSqmjgPdwab9Yrm39qtKlVuvREeX1wXQVfu9/pqokmubr1ZKkSK5U+Pr1cAH09tNyRRqy8tb89159zPdaj0P4HXVK4KJ0mHxbkP1jubkXVm1jf5xO9/eKunU8P06wqYXlqBT8W6OKeox09T+Gq43LclxXhUl1Wvz3pUhR+ULOUNj2QOw/LThp9pS5vUgBII5FQGR+HvpywrApKEj4px4qPbGAD/A6bqfJ06hi7I63EnU/p4Rucoqlf4uny84ilqG8taeYxjtrfFMUR0B1KqtuY6kcoDqlqHdC8ZP4Eeuk1+23IL5hzYzsZ5JALTyC2vrgjoevUEdfXUqirJeOVCteXGNsvQZJ173UOJ6S18uYXtzte+nGI1VDcZdS4hRStCspUCQQR6gjqNdHfDVvhtpvDtxRtuq/W1NXdRqezEks1RzDstSEhHnNuK6OhXcgEqH7Q7E1it/w33Jd1MjVZ2owafFkp81sLStbpbPYkAADI6/e7aiLfe2bd2fuOJbNPuV+rVYM/ETFNMhpMQnHloBznkfmUfYcda6ZieRnpz3FlzM5rcC9hbe5taKiq1bwtU580mQmgt5N75QSE23urbTbQnWLpb1eGlxcpx+nMEoWrJKEjGDqHrqs+ftlS4lrUBtKrrvB806kN9ebaFdHZBx91KEnv3yenY6mfwl+K6HU7MjWnvOuXIRT2QW688FPgxkpJ/ynqXOSQMcwFEjv1ySl7buI3h3Kr/iJnU9camyC5SbOiPDCo9NbUQp9Q7Bxwjr7ZWB0OtlRRLzis5VdKLEjmeCT2X1PYIXZLCbldq7ci58CSFL7ht4GEW76Wvw7WdZUm05ko0ykuyqTUmAr5Zr8qM4pqQ6jsVfFttgH9nzeI6adu3d9Xft5OqNrXldNVlq2Xotaq1ZWqU4f0w/NLS6aHwD+tw2+4lIVnBbTjsNJt2b3VrbfdXy5e3P8trUFLLIiRmEKcYqXmpUHVFYOAltKgBx7r6HOdKr/AI3oUtySuT4W7jcVNDaZKl+Sovhs/IFkt5VxPbOcfTSdiFycnEpl0ywdRa+YLQNSSDooj8JI7yDwi0a9KvqmegYQtLaLADKq2wGluGgI8YREbpbh0zY7cm2aldV8JuaJEt+t0+dVUyabUUmXKiMTWo63eKgyJAeSgj5Ql4DShHru8tdsulW1S9ybgolwK3Lk0qNDnVP4qpUttmnSHWoc99KUiS2460l0EhaVNOJ+ZXYb0vxxQ6g6pc/wt3NIUpsNFTpZUeAUlYSSWycckpVjtkA+mRhXjgiKlqqR8L1yGWtaXVPHyfMUtKShKiry85CSUg5yB07aXlS1RGZSKcASSo9doi+UC29rXF9vziBFMmtLhZt/tV6Rpo3uuy9alVKzTrgrVKSdw7ApL9MbmuIFPcc4NVGEUg/KhTyHQtP3VjBOc6Tru3N3Ps22Lgdn3lXZNOvO8FxaLMVMUHKVKiXAhl6C25yCksvQkkhGcZbeHZeCsf469NQt9xvwsXFzkyETHlYZ5LkIOUuk+V1WPRR6g9j669H/ABvQJURMGV4WLieYS+ZIZc8goDxUVeYAWyOeSTy75J69deolJ1taQmmjKCDbO3t1TYa8CnxGh3j37Nm+IX/Ar0iHN45r9P3XuCu1OZMZP8t3qE3Rok9MRMFoKZ8lxyOfmfQ8HSvzACOiwCOPRFpTabH3AXR5Tgatm+3AlBV0REqQHT6AODAB9TgdOI1JG83idm7qWrNpVA8OM+m3NKUx8HWakyw8YnF1KlfOUJI+UKAJVgctNK7bZjXfbkmhzFpbddQFMyE9fIfGClQ+gV+8Z99MMmt33Vtuea6P8JGYHYCyhYkaHXnvDS5h1eMsPzFNm0qzosUKKSNR2kXPLy4RY3ZGOzbVwMwUt8EJWEpBGPXTpuqFLjXTV6ZHqXll2R5/VoLIQ4hJBTn/AIB1A+xu5Ui5bbQau+lm47feNOqyVnC0uIHyO/ULSCc9iUq9tWQqFKmX1RabdNrx23qtT0eRIYW4GzKaOPl5KwkLBGUlRAGVDIzkPtEfUtlTKz1kmx/SPmqbk5h+UVKOD71pViOOm8NOPSKbEbcQObpf6FTjhLix2JyT/AdPYaQrBtq37SveuVS6ZLTDk2NJTb75b5IS+8VKWkE/Kl8DAQD94c8HPTS7T65CqUl6Otl+LMjOqZdZfZKFIWk8VD2OD0yCRnODr6qJp1Qe/RVTbW6HfmQ0Ya1IyPUrxw7Zz1HfrqcGkLUq77s6HALkcISoi40C3LbZiRjMg+ZAAJ+fiwOCh1P3iQAkA9yfx0w/ELacax9xZUWjwBFg1hAmMNhAQylZJ84JxxGAcYTnI5dOg6SgaQ+gMJgykxBBdbci8G+aUFtQKQUKylSRxHTA/t04oe6M4yRCv6zYlSjx1ZTNiNBwlWBhwNudE9ehHLIIBGR29vHdIql3GFMzCspJ0JEVphXjfDzkdVPr8haUgRmWW4rSh06BCElBKj29STnVgNntutzF16Bdd9usUqNTFOrj05thpDzy1tLbKlltRCE/OTxJJOPujpqXbSqto3HTRULcYYU0h5XmIVG8t1h39oLQoBST1Bz6gggkYOty5YFXfokxFvzG2JziQG1uHjj5hywoA4Vx5YJ7HHpnWJMMUnR2Jc9OVZ7ai0QB4ibOYnofkrWtt9eVDCRxT0/47apjKrtTtCtqjvOKbS0e4Jwrr9NW+vWVWYVBlwrtr6ZD6X1BClLLq22+KEhsrVjkeXI5OfvAZONVXusQmKg6+wzzdT95x35lH8/T8B01BTqsqtIymnVWC7W7IkfbnxBT6TGYhrkPpPI83SlXFIz9Rq4+1m40e7IDLa3kvOKT8rhIJXnXNj9ISVUyQlpRSpwpZABwAVqCf7dW68PTy22orLMhP6tKRjkM9Ma8lJhZIEZycysrGsWBd25iG9v5eR6u7+kGozzMRp6DCcbiPODgHULDIfBGSSkO8SAcjUSVXwJeHmRAjP1WjVBNTaYSmZUY9WkMrlP4yt5balqb5KUVKJ4/td+g1OtUuCLSKeZskpQSOePUjsP48j+Y1WPdTeupIqvlxn1JSHi2tXM8E5PbI7q/hrGUWkuPTZ/EbJ/dTp8zcwxv1F2VQlCVm4EaczwFbJugfoq/7mik5PH4uO4nr2HVsHp+OmBfv2e1xpnxV7e7j0t2lFlZlyK08ttxtzmMBtDKDzHHrk4Oe2pN2ueve8ucmS05DpKVnyJDhGZCfZCSeoHbPbtjPXU2UelR4zSWUcnMK9TnrpbrOMZOnAoZRncPkO+GOgtVSfAfdUUt9upPdFVNsPAjHotci1u+ruTWkwnUPNxY0ThHWpJBw4HuXNP0KRnVuqfQIkJlLDTTSW2xxQ22gJQkeyUgAAfQDTlp1rKRF/SVYlN02CjqVv8ARS/9FPc61Ju49s28pTNr0j42QnoZUsZ/NKfT+H10iTj1Tqo6WoO9E2dhxPcga+Jt3w0l5pGjCc6hx4DxjcplrVeWlJjUtZQrryV8qfxyTjSwm14cIAVa4KbFWOvHzQoj+rUaVO873uQrWt+cpkDJS0CG0j8E9B+emm9VXFuKDslRWDg9eufrrjMtISyAssrcB0zKJSD3Zf8A9RrKph4kFwJ7E6/M+kTyI9ltHiq8Y+fogka92aDQah/9mXRBeJ68VHif6+n7tQEiS9/ziuvXrrZYmyGTyQ4519jrJMxIkdaUSR2KWD53P0jWqWe4PHyHoImipWpOhJUp2KFtAf51vCgR+XbTJrFA8sqkxVcXQDj5c5HsfprNrbkVyjOJaVKU9HAwWnTkH6D2/HUiTI9LuakqrtFQErCcyI/80+usl06XmEF6mqIUnUoVvYcUnY25b8YxTMvS6g3M2KTpcfnyikl/eD3Z/cS76nelyXBdsapVR0OSGYs9IaQUpCAEBaCoDCR0zgdhgAAGrMSqKw5IWtQaSVHOMaNYJxRUUgATC/4o6vcpU/gHkIrVNvu+vEjIYptOoc+lUR/500wJW2pYJ6LlO4AzgZCAePXqF9CJNqloWLsbZEi8txai0xGpuJBKUDk66QeDLSCQVKJ+VI/P66dO0Fn/AKAgUaAh11hmJAblS5Dx4BRxyWXFnslIHboPfOBjnr4qN9ZHiB3Vm1WJKX/JKjqXEobAJ4LZT0Mnj/OcxyyeoSUjpr6AU+mVRmSO6EWjU5yrzAQTYDcwibu7vXj4ga+loxl02hB0Ip9FaX8ueWErdPQOOEHGT0T2AHUlLrG2FYsqX8DcVHmsupQlYU0wp5shWcfrEAoz0xjOrN7W7b2xtVZSLludqK3UUxRMqEx1AX8InjyKE9DgJHfiOp6+2n7Pu+1KZLk06rVuDDdjxEzXkyXA0hMdSikLK1YTjIIPXp099UpVPaNMOTpRIy5cQCQTrqRa9rA7dvZtCLUPbimj1P3WhSIel2yUqKr3WoWuU2vYeGtxtFR5TESxKNGiQ0JFbqbfmOuqHzRmT91AHorr1/PSA0olwvLfdUpXVSlHJz3zpI323CsNO7aqnttW01OlTWkipNNpWGGZAOCWVKA6EfN8vy5JxnOnxtZSKPW663ULnqcSm0OlIE2fJlOpbbKB91sFXQlSuhH80K9cacUrLEgJ55CgVJzWIsrusdb8B5x9Gy2P5OZw+qvLaU2EIzFsiygeCbcSTtpxEPCkbLbhVyms1qY6wzHcYDzYkSVF3hx5D5Ejp09zn6aZm3blD3GuFu3KdLe4pdCJjyWT+oR6nkoY7jAz0ydTc74g4l2OuUfZ+zqpdq+rSZaWFRoafTJcWAAn2JwD6ajnwmzptHv+4aWyhENUxlbElLaG1YKV8yE8gR3RjkOo7gg4ITZerVQSE0/OthC0gFKdAUjW5UNT59sUth/2r4onpSoTFZs0EoJQEgBbYsrW173Gls3EcIU6tO2StF80qjRavetaQry0xITilJ59eilN8EHt2SFH3Gk2p2/vJcFKmyv0JaO2tDEd1Xluht+oPpCT8iichvl2/ZVqZrs2diVWLAptoVI2pFS+t6euntlL0kEfdK8gk5ycnPU+umFdnhRp0qmuP0G7KvIqSDzAqjrbqHSPQKShJQT79R9PXURTcR066FLeOYkauArI15aIHkdIqSRx41NvNrmp5wqKvidKlka6dW4bTfcGyiI9/CNOl3JtUqoVaQp+e1VpLTzjiU8z0QoA9PZWNN3cDaCRf3ilgKeacRRYFGh1OesEpSvi66lLRPuooAx34hXsdSL4doNtUi26lR7fqM2U63M86otTWA07EllIbWyQCQQAykg568jqVg035qnfJT5hATyx1IBOBkdTjJx+J99QFSr7lJrk3MSwsVhSRf8ADmCTcDs4cIV6/iSdoOK6hNyy+u5nSFX2z2N7920MbdncCk7T2NMuWShtTjaRHhxs4D0hQIQjp+yMZOOyRqiVi7e17ee9J1erlTed5uqm1CW42FBxxRyED06nsPQD0Gr073bWRN2LElW2lLbdQbV8VTnyflRJSDxz/RUCpJPsrPpqB/D7Op8S3ZVpqgKp1bo8hxupx3OjhXyxyP4Yx9MeumrAc6xJUh56Vv7wVAKvwTwt2b+O/CLu/wCmam0eqvOh9Q94vdYVxAsQE8dTcnu7oW4m009m1qvbbchpDdShrjty2yeLSj93kkdQPQ9+h/etWruzufZVmU2zHthKy/LolPapzUynOtriuhpAQhxOAehACsZ7nTrh1FyGoKSSSO3rpkbiV6qUZr9I0x9xtk4DzaDgIUey8egJ9umfbOpunVebLimilKis31uNdtwRH1HW8Jzsi+uoUZeRShYggEEeMJ9Mf3puRx+RSfD7edQUlZU+ppoLIUrqVHp69eutaZN3ZpyuFQ2CvKMrJGHGgn+zSPtl4n7n2z3DplfXLcVAL4j1Fla8IdiqOFhXtjPMH0Kfxzc/f6FIehMV2jyQuPLa85CkHIKSMgg+oII6/XTcxSOnlukLQzjcXVb6xWdaxvjOjHKpaSf3Rb6RTg3bfiAfM2ZuhGOnXj3/AHa+Bel745K2duYD3+X/AHabt87jXFTZzsJLjyRyALhJwlR/46abz26tUS2UOvPqKR8uFkHH9Wo1dOmUmwYR5q9YUF+1vG4/E3/CIkMXrepWlCdnrlPJXHoU/wC766wu9r1QooXs9cvIehKev8NRdE3Yrj0lLTsh9KEpWpCeXUD9n+J/gNb8bcerJe856a86O4So9CdYe4zI/wDjo81esYD2vY3/AGm/4REim8r5QOaNm7lAI78QP7NZReF9ySQ3s1cqz9OP+7TKc3cragAHVqwQAkqx0z6aVLFvK4apUEOvyneK8DywTgfj651kmnzClAFhHmr1j1PtexspQ6zf8IiRtnrNuuTX7ivOu01ukSq58MxHpa1hbqENZ/WO46AqJ6Dv97t01dbZyiz6ZS1OTCQlSQccu5PXp11FWy9lt1cfpSrtKU1GQXVEjqEjr09c9NetzbjbyVmDHYs2LSKBFSPPZ+EfbelyGTjhnz0FAGPZOST3Hq60uTW0Olc3Nhbu28oVJipKQ8uoVBX3jpJNhueyJqumw7euN1MpvzqZUEuc/jIKG0ur90r5JUFg4HcZ6DBGo9k2JuFQmn56WEVyO2VAFt7g+UjqFFviE5x3Sk9CDgHOohrtc3zt+lrrcq9ZyG3VJLixPKuCiQAOChgD6ICe2O2p52YvOr3ztdNk3FUDUqlG+IiyFJbQy4vKMgFKQlCVEHGQB3GpkiI4qptZXYJIWOIsL+R1hmxaiudHbeabCFOpC0IdQpBIP49PUa1pCLhnyMSGoDMJChnmorWseo6dBj8dfTCkPUeiNSm0OCW5BYWEAlCkqKQo++CnJ9D+ekrcarHa6+YtuMVKTUqVIjB9xuWlLr8bkpSU8SgJKwAB0VyUc5ySNeQqCRcWwt/NdINjC5HaCpYrVuVJ2JNaTxbkRnMpVx7BQ+44M9MHIx0OpTtC9lXfSpLExoRanAQW5LIUTz+XKXUA9eKuvfsQR1xkxqT8dGDkWWtptSRxcZCSog4IxkH0+n5jW5bEtiJuXb7HnlpcpmZHdAGOaPKKglRHb5kpIz6p+usVaxLUaeXLvpaB6ija3I84hfeuoJflOxXArym0qLiuysnOOv4nP5DVZKtXVplqh1JZTxUQh1X3XR7g+/uDq1/iCoogypgCDyWslWTnpjoP3aqRcEiPDU67KTyTy4ceORk/Tt+elueJz2ianiSuxhft+MzPdYY5JUlyU0ogEHIBz/Zq6uy1EiR4ja2YqT0HVCT3OBjJ1UTaZD06oNobREYbcf8AKQtIClpCR8xz2x6Z1eSxlmlUYOOzEnI4hQTjHy9+/f8A7NeIBbaKxvw746ae31gYN0rkahUqSw604lgfIlaAT0xjPv2xqLLQ2iiVV9m5LzSXonmfFRYLv7Ss5St0e3bCfX19tSbMjtuyxWautBQjqyhfUDHZSgf4DWzalDq+4ta+Fg5ahsAqefUT5aEeqlH39tJVbrS3SKZTeFgSPoPzMP1LoTayJ+oCw3CTt3n8hC1bkObX5DVKoUb5UYSkpTxCUj169gP3aeVQrNtbfIUzFLVVraOhUerLJ9v6RGkutXTAoMNNp2KTwHFuRNbTl2UrthOOyc9h9Rp0U7aKgsqDlUckT3AAFpC+DYV69E9cZ+uo2j0NyacWmn2W6m2ZZ+FN+CRbU/7j4c4YpueShIXMXSg7JGhV38h2Q0Lcj1Xc64X/ANP1KUWWGFOuONqCeJJASlPTAzk/9U6c02w6bTbkodKodCUqMZQenzHT5gbbQlSgkqV/PUlKMD+cfbT1pVCo9DSpulU5mMFp+fywQVAZxk9zjJ/fr1ptetac1JIr8ULgueTIbW6A40sDpyBPqCCPcHVpYfw0xS2eknEJddN7rIvvta/KFefqK5lYSyShPADs7o0rioblTpq6VBcbjBwEFQR0A/AaiaR4dqymc9VY13MqKkgmOqMQCR/SCs6naJOt+eVMU+rsPvJSVcQsEnGshQHQDB4kkntqbnJCTqrIl30BSR4W8to42Zl6UWXEGxip9f8AirUqJptWShtX7CwflV+GdesV9EtIW2voRnOtzxGORZrk1KVJL8dsuNrH7Cwcj/cfocaZ23s2RUKU2p3CSoDOc+2qPxhh9ugzuWXN21bdh0uPCHakzqp2XzODrDeHag9MH+Gn/tjcTlLrTUdzBYlYZdHuFdAf340wAnIxpUoi3GJrbqT9wgj8fTS/JzCpZ9DyNwR+vnHS+2l1BQoaGJPr1HjRKxKj9glfQY9CMj+vRpxVz4BypuuSFgOKS2VDPrwTo01TGEpZby1B2wJOlzprt4RCtTj5QnXgOEV+3N3FpVf8N24S7XRNeactuclMhtsp5ILKsqBIBUMd+icDOQdcooLqzBWhvBUoEDHprrVYFhvM0uoUarPLqtGn05bKm3GeP6hQ4LaWB8p6Eg4756Addc9t5vD+9sJufBt9VUROodWd+NpT7i8vGKheOLoAxyTnGR0VjPTqNWpVEAtBxGwjdghxlx8yq/xfS2sWvpsmm3zayFTIrb0Woxg3MiupBAKk4caWO2Qcg/hqIvEdYnh+r8ePVd2LlXRpsON8JDVCmf5SUcshKI4SsrAJx9w/iMaZdwbK791ibNrNo3RJtVCoZSuOiYoLmKSkkDykEgKJIAJ6jPXS9tfaNMtpG2FWpdixKnPuiAt24qnUEOSJjchtltRdS64T5fzlfy4xj5Rg418+MUuWo76p6VnScpVZDZsQSlSiCo3SLhNrgKvtaPlutYep2FKy+7Sqn0raFKy9GRfUE2Kj1RoLXAVciKp1HbqmWrU41QeoNzv0OryyzRZtTpxi/GK6EDy8k9c9DnB9PUC20PZ6wds9t3rz3BpjdZqUWKHlxX1gsJeV/m2ENjoo5KU5Vnrk9B009N6HqKaxtvGqbTL7y7wiux214VnDTrZVj1AU63+ZTqQKtIoUeL51wPU9qM2oKK5ikJQleOnVZwD1P1766K5jieqUvKZUKSFElQSTdQBsADYb8TYax01r2o1moUuUlGkKbQokryEhTgBsAVAd97AansiOPDJVpFV2wamS0eUo1KYQgN8Ep5L54SAAOI54AHQYx6Y1GdmWxW9sN5alcN1Ms0qmykVd6A9JlNeVJ4BS0gcVEp5AgAKAOT21Y+gXLbVytOqtmu06psxHPJcXDfS4hteM8cpyPXULbnbz7dxdyqVaty2+iZGo0pbNRdlxEOIY81lBQ631JITlPLp2KvbULSZuanalOIRLnK6CVJ/Ekb8bbk21HHSIHDNTm3qzOJTJlbbwJcb1zBNrgA3G5I1tx0iPL/8AETuDelOZiW9RpNvxPOJclQn3HFSTgYQHAhITjuUgknpnp3sjtUbsNjUtq+0LFYZSEvqcVyWpBwpsr/pcFJz9c63azbdtX3bbcBMlZp7oQ5Hep8ktfKe3BTfQpPt1H7tNvcHdG0do7c/R65yZVSaY4RKeZBdfcV2C3SSVBOcEqV+Aydc89MM1mWbptNlOjXm2tc9+b632jVUJun4gpjVHpNPLcx0l7AX6vao663F77WhF2fkx07p7pw4uA0J0V4Y/nfrgr+OkLxhbjVmybCgUqhOOR37ilLjLloUUlhlsBS8EdQVZAz7BWmb4b7rl0iZfN+3DFlPwGorcmoSWWweLqnugwT1JK1YA7AfnpH3/AN4rU3WiUeDR6PNQqlSlyPNlBKRxUnjgJBPXseumOWoThxQh51vpGkBOY6WzBsWv4gH9IZ2MGTaMXsuTcuVy6QjMSOqSEAbnfrCLFbIXrU9wttqPX6zFfj1RbAblea3wLyk9A8noMpXjkCOmeQHbUU+Iiy5ti3RD3ztNhxxPJEW4IbKP84g/Kl4e/olX1CT76sDSodevDwz21O23dbfvGk0JtERhmOZS3gE9Wi0gE56ZTnsfxOoGuXaXxc1G3xI3NnM2tAnZbW1WqlEgJfGBkJZbJWr1OCnp69BrXhOkT03UpipSiQ00lakrQq4BTfYG1iP2TfSGmn4Lq2D8Wis0RxKWc2YAk6pOpTYA7HY90OWnLcqVHh1+PFlCBUGg9HfcZUhLqfUgkAHB747aS7joxrTPwq2Q6062pp1JWU/Ke38eurE+B7afcVO2dSp1xVSgz7alyQaWtLhmtJOCH0p4kJcTyAGQoDkFYJ1oeJ/ZKRstaU7dWA81PoER1oVGLEjKaXCQtYT5qErcXzbCiMjIKc9Mjs0StDrJdW+2z92D1VAjUfumxj7Go3tKp8+oS9QAbWeOpT3dn0iku5u0NOg01U6mslp5ttS1IDqlpeQkfPjllSVDv3we2Bq3Xhb3Zp29uzY2+q4bFx2nBbguoAwXoyEhDEgZ75SgJXj9sHsCBqA7jr9PuiixXKA8ia3JjuuMKT8vmKUniEDPrknKe/TUX7J3hK2f3wti53lLjtRp/wAHUWyooKoz4LLiFp7nHILwf2kJOnbDU6642W5j4u3eI32hUFidl/eZYbC+m3hD63v2+VAqFQbdY/zjhBSe3QarbPddgPLjSuhR0SvH+cHpj6++ujnigtFlSH6hGbCm3wV5QM9Tqgd3U9Dc5cdxsEFR6EanZhuxj5rmUFKyIa0B4u1AqUc8WlE8TkJGRgaWkdcA5wOuBptSJDMeaVRCGFRwEYIwFnkOhH59/ppVaM51HOS+0ykffUjpyH4nt/XrlKY5CI21SHlLKIqEFxP3l5yls+mR6nHpp6bSwKlU6hFkOrcWFcSMqAHf0GdMB6pU5uK6mHIaU4EkAJPqen599SJtnU/0ZIjslQHlgDvr1ByqECTlUI6K7cXXT9urIgyqulx5cx4MtMtcVOKCUlaiBn0A9/b301ku1C16eq3qawufNhSnIQU4OKG0J+64vODxwQeP1wOmlbw/3DTblhopFTjxZXlqC2Q6gLCFD19+2QdOrd+1JcKZDvqjOlhKB5FW4K6PAqQllak9jxwpJPQ4KfQY1Nsm6LxzVyTemZYvJI6uu2tuMR7dFtVK5KK5Clu8pARlAyEt8x1SsAEg/N6Hr+Wo2s/cC7ttKnMZiISkP8mJtOkpy06ByT6EHIycLSfbuOhmoc2gHIkdDhc+dxxTuB07DsTjr0/PTdqjFAu5LlOTEbnvJWHHVt8ihJ/a4ugAcvw1tBhObdclCFtnX5wkTrlk0bbq37jguMuT0/o1TRUnm2pSQlQUR0yCBnH4D8Y/gyazet4tVCrSZ8ibPlqfky1NBKEpbPzKKgkIATxCQB0BwPpqZ1WjQXKMxQJEAKpzLLbQjkdE8BhPEjBz+foPz3oNLg0+MmDEgMssNIDbaUgdE+2O/r6/U6LiMulcU2UE6E3jUp9XiuwyiQ0liK4Ett8klKnumSQnuAcZx0/DGlKgqiIv21Q0fOeVMKQkD/vSWHSonHYJAJ/FI1qVKFEL3xr6/L8ttR83pxaAHXH5D306tpLReotJfvmrxC27IgIEJDhJcbacPmL5H0JUoZHf5evfXhIAJjqo8s7MTaR+FJvfu9YiLxL1NsTZHlKGORHT11TitifJmER30pCjgFSOQIPc6sHv9LRNqMh5Dq0FS1EltRGP3arHX3Y8FtyU6Q84VcG0uclclY6ZyT0B0sTfWc0hlmz95eJd2xct+mKjGbVGVeUOPArQnJ9zjr+86txZNUbqNJ/Sa3kKgtDijBGHFjOfyHrqgO1dNq98XjTLLoTX6+c6ObwPysNDq44rGPlSAT9eg7nV6qrIiUaFDtKhJKIkNtLKQe+B95R9ye5/E6V8Q1hcqyJZg2WrfsHqYccI0n3tZmn/APDRt2nfyHGF6mRKvuXcrFv0dBUhasKVnCUpHVSlfQD/AI69ZOuCqUq2KQmwrTcAiR/lmyk/flujvkj9kH+wfj8UalMbSWSzTQlCbkrzYclOHKVRox6hsY7E+vr1PsNMh93HQk/npLnXvslr3Vn/ABVDrHiAfw9hO6vKLIlmzPK6dz4AdBz7e7lClQ6pT6VXqfUakkmLHkIccA9cHI/jjU70S/HK9UlQocJhhgMKecVkqPHsDnt3UNVnfPmgpPY9NS9sPRBAo0+tLU4tyW8iI3yWSlDbIOeI9AVL/wDVGmP2fVFTU0ZEJvm1J7h9PWODELCVI6cnbTziTpsgxYL8hRyUNqP8PprnhVbO8S91+KCXd21tnVd2hKKY0+XOV8JTnmhk/fcwHCknILaVqBGOxVnor5aF/IGgtHsR01tMQ5CkgNxlBGOnTAx9M6vBqY6FpTRHxaQjFN1hzlDI20sir29CEy5JMV+quoAV8LyLTY9QFK6q/wBLA9gPdw3hX49s0B+oSlI8wIKWm0nqTpWfiKQAH2cpV6EdPz01r0smg1qiSEyYSErCSoKbHHrj0xjB+utTTYSAluBS7qzK2ioF+V+dXpTsc5U9McIIJ7AnufwH9mnVa1K/R8FDYGAlIH8NMRFDlWve0qJVZapiHXVGM4oAHy89EEehT6n17+uNSnD+dtKk4IIxkdBnVB42qTs7U1NrSUhFxY734nx4dkWBSJZLMqFIOitY2UJx10tWxDM6tQ4qR/nXkIP4E99JLbeRjGnTay00huTXFgcozflsfR1zKQfyTyOlqUsp0Zthqe7cx0zF0oIG/rCvdNbXKuCc8zy8vzSlPX0SAkf1aNMuRILr63FOAlSiTo10uzcy8tTma1zfzjxDYbSEBIsNNoV7IrMSJbs6sTn2okClxluyHXlBLUdptBUtaz91CUpyT7AdSdc9/Edv7Qt8NxaFNtylPx6Lb6XI0WS+eLswOqQSpTZ+4BxAA79STjoNWz+0Juen7UeH6i7X2ZJCHrzqRiy3eYLrsKOjzHuqRjBWWUkDAwo9Nc700ry6QZyAEOR8OJJ9x6D6npq9qhMBtIYGt45cC0m7onT+G/6xYawfFHY9NhN2vuFU10qVBUYzE51ta2JDaDxSVKGSlYGAc98Zz11Il0b47f27ZELcMVRdSo1RkmLDdgp5/EPAOHiM4x/ml9T/ADTqjNWjxKsqQ1KZS6066pRSodM8icj9+pE2s2Zi7qWxJte37mapU+kh2YY85a3G3GwQoeSkfdV1XnsM465IzVdS9n9GceE4pakJvdQFstrcNLi57+MVtif/AKf6bPVNVRkVFLal5lNg6WJ1CdLjU89BoITbpva9PEFuVDNEiPxXG3Ut0tiOokxGgrJcUsftZHIq6AYAHbOpDb8Gt7VaqOO1u9ISmQshEhYcfdUn369v36mbajbuibaW/Gp8ViPIqPAiVPQyEqeVkn6nHXHf01bja3Z2zbw25jV+cKh8fUBJb84SFYbUh5xtKkoThPTgD1/PWck9O1Z4yGH8raGk6XF7i/5/+4tJGFqNgynMCba0+FIT+HS9idz+cUVn29UPChtrUq5QJjFwGVNYDxmoLSGThSeWEnJT29R+OoVtl24r63egbiXta6RTKhVYbtTWYLjcJDPFtsdVE4QUhByVEZOfXV19n90v8FniJuLbbxKPUCgSLbpkufCqMhSWoMqCpbRakoLpPUhKgMHPIqTjKTl07Nbrbe77+N69HrddXV6DTrSp0iI3U4K2kt1FDuFSGWngCOTLkcpc4gkEEdCDqeoGE5noHnpyyZlZUlSuOWw2I8CNoUpmn0Gn1hVWp7HWWkEqBNztob3tsIiu5/AZX9xJLlc2fqcu14kwlbrMkrjwHlH9toAhXE+6UqSepB9NR3H8ClBtjfC3tlt1d5odOqdy05NSifAU1bjcp0uuoMdLrq0DkfJJBIySoDj2zc3fK2vHNdW40ym7LXra1tWR5DBiyZSUfEqdKAHgs+W4vosHHEJ6EfXNAvFXYG8O2+91s25uxvBIuuuyaZDqkStK81AheZLfQG2ySVfq1seZyAT1cHQYyZ5mjtUWTCVqU4UHVSrXI/rbjGBcRNzBcQhKCq+gGveYuFuZshRNj7ctvaO1rHlXNbt/VFqgOveYlC48x3s5IKQCW8DnyBykNr6/d0keLq29hfCjtrbsGyNsraRclcqDTbD8qKl+QqNFLa5L+VnPL5m08h2Lo99W52hrdauOwadMuXi5PY5xnJITgSi2opDwHpyAyfrnHTXPD7Syy9x5u/lvVqvqbFp1mHHpFAlFWI8ZYVl9DueiHCpfPPTkgJwT5ZxnK02m0uWdqdPSfvrLN7nhuAdtN4xW8/MOpYeOqLjSJRoPjRvzxP7oQNktiFRdtqZPZkOGu1CIJs4tsp5qSywClpolIOORUfqkjGmR4k7kpnhF3NplNoVlQdwbtqFIZqjl335JeqkrmXnkcG2ElttsAtgjiRjl2z1Ls8M8bb219+KTAtigw0n4Nulxag20PMdW20sOOcv6YKskdwlOmn9q3FEDdDbeuIBSqVSJrfL0/wAmktKx/wD3OsafVnapS1zgQUqBsAeGx/O3hHZVqG9RZxEq/upIV5wms+KDd29No6R4X9vdjKlRbkrVPRFZqMOoOMLcPIuyHmmltgobXhwnL2UhR+dRGTp+MPcbfXbzZSg7F3LcFJpbU2mRaYu347hrFXkwGk8VSqjOWEobK1NjCWkAlXIcuKSTbe1VVati2Z9rS6XDrMhnMSbPiKkNMFyI5lRQlaFLA9E8059TjOqVeMWya5A8TlHpG515fyhm1yJTvjZ8amCC0hpS1NlLTIW5wSMHGVqPXqo6h8K4sXXqI5VphOUoUpBF7/DxG2tjtHPNygkZtLQ10B84ZHh9tytxNtfiq3SJCaZUJznwanmleW7xGFcVYwfmB6A5yNNzxB2v+jadGuWKla1Nu+Q47y+cgjk1yOOpHEp5e3HXUyi2jaZtAWPHokVqmRIPkx46EYSltI/rx1z3zk6ofu3Ysm5pje21KBffnXLGpUc8cnCX/nWcZOA2hxR9AAc6RMK4q+36qH2EkJUo25WvY+Oov4RdlKqyJ2hPSb6bKZRe/A9v5RO29nnVjbahVF1SkLlUqO8sHBUCW0k9fz1ztv5tUWvPMpfW4hSeXz4yCSR6fhroL4mK3EpNJYo0V9PkxIyY6QPTikD+zXOS+ajIlXC6I4bXxABKieg6n0/HV2zJ1j5jniFLJHMw3nmvMdK54ShlCR9w55kHPt7gdNeNUccHB6XxSySCljmAtXXv662xAVLbUZkgJdBy3xSeDZ9/qfqdN+a1ITJcamZLySPmxnKfp9Ncu8cNrwroqcSorTDRTSpQ6BAV/aB005qTVGYziGpbZjJUR+uCuQSfTPt9DpKptvTqTSmJkqnymfj2BJQ86wpKXGi4psKQogAp5trRyBI5IUnuk49lID7So5GFEZBPofT+OsFApOojBQynWLh+Ha7nKPOjrMw8UEBGSMlOc5J9dW8stVzV+vVaoVeYzMoNQaUyIi3EuI4kDiAgj5ehWFA5Bz+GubGzNwO5aiFzDsdYz3+7/wDUEa6E7FTZ86K2XVEoCe3pqRlXCdOEdjIDqkhZ0Bv/AO4+Lg2huClzpj9nykSKTKwr9GOrIVHOOvlk9FA+xUnA99IL8Oq20sNVO0K5HbLIUhTEVyU3xA6/5hKkpIHX5iDjt0GpirN92zQ5rlPnT1KmMpStceO2t1aM548+AIbzjpyxnBPYHDMubdyDJoNRgwqLWviXIr7ai8yltLYLSzy5ZOew7A/lrutERP0umZlOZ8quw7w011WKmniomSz8OWi8hzPQIAyVY9enXuNKMC378rOHqXaq48VafkfqL4ZJJ7K4dVFP5Z1Dcm7KbIoDkfzwEvRlKbCVeimVJ8v9+rDUzetlLfw8i2pRcZ/VJ+CkoeQUgDPIrCClQ9sEfXWJFogKW3KTDive1ZRw4X8YWbb2qt624JeuKU7XZBT5zrtQSkNIUnqShGMBOTn5iSBjt0wm1XcSi3FR6rSqNIktTo7fPy3mCjk3nAUlXbGemO/vpZpe5lmXDJj034l9tUlXkhmVGcQFOqGPLUojiCc4AJwrICScjSTuFR6Na9pzZVEpcaG/JVmQ4lGVL+hJ9OvQduvQawVokw7NIQlIEnbIN7Rz53yqlUbqj7i5r7a0Enio4x/v1AtQqFQqkjk8rmU4QAgZyPUgD1Op13RMmq1p9bs55vgohQGBg+iQD6+5/LTHg+d8QxTmXPMkvrSyj7oUsqOACAAOpOPrpamNFExFvAqcskXMTx4QLEXall1bdOtMONSqwswqaHUFKkxW1YcWMjspYx/5vPrqzuw1uxbjumVdtdbJplDaNQeCxlKiCfLT9eqc49cY1HlwRk0C3aRaUNYQ1BjtxsDscJHL+OTnU523TzZuxtPQnCJVzSvinCe5YbOEJyPToD+KjqtmX/epp2ou6pQCoDhYaJHibX8YudiTFPk2qe1ubAnmTqowlXTX5NxVeVVZRJU+sqAJzxHYJ/AAaQXnipX56+330kkpAAJ7e2tNbnQkJOcj8OpxpNcdW+4XHDdStT3mGbIltAQgWAj154yrIAA6n21ZWx6Wmj2lS4fl8F/DpecTjqFr+Yg/hnGq+WnRl3BX6fSyhTjL8hCX+KDgN5ysE/6II1Z7mC4orHcnPE/u1aXs5p6gp2cWk7ZRf5wp4imAQlpJvx9IgDxXeIeu+HuBTLot5DUtxEpDUmG51S+0o/MPooDqD7/TSPa/i+hX9R4VXpd5so+MSkpjMpBfCj0KC2kFXIHpjGcjGnnvJ4Y7W36mRRf1bqrVNiPB34OnqS0XfopxQUQP9EA/UaeO2OxG1G0MRqJYloxIqmhxEhYLz59/1iyVfuOrdqIDrbaZewUNyf03PDhChLqyKJXrDmsqXc0ugNv3N5nmuq8xtDzfB1CSOgUCAQe/QjI9QNe15VBqmW7JkPL4gNk99LyIwaaD0hflNpyST06fXUGb6XYuePgKWophtffdPZZHp+GsG3UMi17mBSVOnQRA1/vpl1unLZOVrkqUCO/EpOR/Efu0/qQ2sQ2UqHXAJ/dpg0KC9cFYFUcbIjMDgySMcuvVQz6H+zUoRGfLAHHsNfPWLZxqdqji2jcCwvztvFh0xtTMqlBj3ixXX3ENNJKlKISAPx0p1qdHp1N+Db4pZj5Uo/8AOLP3if3AD2AGiMn4JgrCsOvDr/RSR/X9dMC6q2ifN+DjuFTLPRR/nHS6XeibJ5x2NMF9wCNVx6ZLcVJL60+YScZ7D00a+UqykdcaNQpm3L6GJ8U9qI9+1DkN1r/BXWaS0pNKhKq8YuhHBJceERSMJx0HFlzGevfVLK3MUqnQ4iOiFclK/pEYx/Xrpvu1trS98/DnXLLtx8yq3DDUunrcHHzJbXzoQCcYCwVJ5YH3snHpy2kpmRlv0qqRJESdTnlx3476ChxlaThaFJPUEKGMa+nKg0OkDo2hdwPUmzLKYvYxrnr10pW7cNXtWsx69QpS2ZcXsQThSD3SQO6T6j/dkJvqR6jvr3hRxJmxo6uzr7bZ/Aqx/brhWErSQoaQ8pJB6u8XN2+vCTeNsxK+/SH6auSnKkK6pX/SQfVJ9M46e/cz7Cvreqx9gk1S3otFte16IzOqtTuuqtrnyEw3H3Hcw6egoDigHB8zrqUgA/KroDA0FbcaMzFYRwSw2lpCE9kpHQD8AANWPrl02tI8DNwQrguWk01ybblZpzCZsxtnzHErfaQlIWRyUSEgAdScDSngVtKam+611Rl0Hj+Voi/aW0pFPYQRe6t+O36w8rG8Mu01RuClbzXFWajuVX34Da4VZuN5qY0ELIdbdjMhAZY7jj5aR0Pv11A1hNP279rbuLDX5YZuWzo09niMHDcSC3j8eTLp1EvgI8Z8DZ7besWnu/Up5tCiKS7SJbUdyU5CU5kqiFCQSGycqQeyTyHQFI0ztx/HNYsbxpQfExtbbdQr8CHa36CdgTz+jlyXz545csOFKBzZOSnJ4kY9dWmiaacTmSRobHsPbFQe5TLasqkmxGnbw08YuH4uLW8cl2bi06leG25maLaLtHaEx/4mNHWieX3vMJWtJcKfKLPRIOMHHU9KibveDTxMsXNYb26W50C7LnvWtIoUMiXKlphhKFOqWpbiUgISlLi1JQkDAUevr83R9rH4kLpcdi2VYNsUBJyGyiM9UH0H6qWpKDj/AO71H98b7eOS8qrTKtWbvrsFK2Pj6S4xHZhcWnkqQXG1JSCMjmjII7HXPNuyqxlcX847ZGl1Fa0oabuewfmIv745N9Kn4WdibfpO3VURFuKXOixKetYStSWI6kredWk90qwlCvfzSOmdQxu14rtvPFjtHEtC7KraG3NAqbLMmfUazIXUqs1Kb++IECMQpICklIeeWkKQo/q1ddQL4ffB3ut4nLnuCfuFfykKaYjN1CqVGU5PnFC1L4hBUTkjyyfmUAPbUw+IDwR7b7S7a0Wm1i6ZNTuCTI+EpzsdlMcJhoAL3JJKypRJRlWcAqGB1JOhyotMtdIixbA17LcO2/KO+ToC3ZsyDhKZm4yi2pJ1N+AsNbxE/hK3ecpF90eLKdFZnWzNV5C46ihM+OkKQFoUsAjoc/MkHHcZyNJPiz8W7niruehwzt8i3BaS6hFjBupGa7L+IWyF5/VICcfDJIAznkeupH2g2Jtaw6FVN2YtOebVTkGDBkPukh2Y6ClKUDsSkErPtxHvrzhUWBE5yo1MjNrWsguttJSVqyPUdzpHeraZILQ0n7tzUA6a8T3GLPXg5zESU+9ugOsjIVDrX4gcNQDr3xY+z7kVA2wt1L1YXSq4aPGTHAPCQ3J8gJHFPfOTjt66q8PDl4mNxr2hXTuPWhKkQn2kmZU6iHnQ0hzlhIGenc46d9TdtHaoL5uiYlJSg/5Ik+/YrP4dh+Opek1qFS4btSmS0MsMJKnHFnASO2T/ALvXVDqr8/hhT1PpSs4cVcgi4BP7IvvrrveI2s4clGn0oSoqKNCdvXaFWuXm1Ytvy65IWCpllTTaCeri1JKQkfiT/wAYOos2TpqIEOr7pV9tKlLK0RHnOvzEnzVp+pJ45+ih769pdpXLu1Vmp9yMvUW0KeouNokAtyJZH7fDujpkAq6gH3Jwyd/t24lNpP8AJe22hHgQ2fJbbQMAJSMADGrS9lmCJiiMienxZRJITyv/AF525Qt4krcrS6c5TpRWZ122cjYJGuW/E33tEKeI/dRqoVWUkveYnJI6+mqlyqg3Okvyy6kee6Upz3wManmyLYZvGvyL0vmGXLdpyVhmMtYBqMlR4JbTn7wSVkkj9pKQenIjS3z8OlVpcOPetqUdxqnS2m3XqYpXJcMqKUpUAQMoKlIT1GU8kg9wpVvrT0p0imljpCcsQylTaWgta1cc8QodifbGpRtHZWROeRcF50yYYlHdS4/T2mCpTnEjk084CPLIJSFNthx0E4KUkgKk3w8eG6PFqX8qbobpYrkFbK40A/N8CskKD6gDlTgGOAGOJPInoAbG3NbdMrFF/QdPqMiLJjKSGZDCShIdTng0rGE8CVKHAHGVEDuQcAlDWqtTGKUJQLq3ir7l9Q6nWRCglS59CJqMSK42PJMRtTT0ZkDqlaAhp5RA+X5u3cahGvtNOXLUmIzLbTTcx1lpLaAkeWhXFPQdOwB1M97PMW3dMG4JdOaZfUXabNjBzBQrPJxKVeiSFrVjqAVLOcrwmvtXTUatXHnF8il5SXSgdOPNIVg/X5tdM4gLaC07R7MJzJFolHbClSY1ytKQj5F4Un6n9of1a6AIpVwxdlJCrPiSH6nLLIU20spWWAsFwIxg5IGMA5IJ1THw9WM/JqUZRh/L09CfXV+LgpF9QbeoMCzXS3xUpM4J4hxSSnKcKUcBIUMHAz1Hb19lUAC8GS0urQnhpvrEJS6tccBTdFpm3NWiOyEJW0z+j3E4cOMn5U4IPqfwzj18axf9tSIr9Kuqhy4kiIvy5UZX6lTKyD8ql56FXoemRnuO9l6rQriqtqM0qLcDkSoBtkOVAMlQWtPHn8oKSAvB7EEZ6aYG5O4DFg2kbVqNx/pCsOMkSZKylHlA/Nkgq6K6gJTkq6gkjuetSgBcxCuYdQVfEra99D4b3iuFEqG2aawp+qtVFLChxZYVUUupT7AIQlKyfb5lHUl0q4mTT3qdQdu7ilMxz0T8C6tIV7qyCR169euev4xVUbNnM0UV6i0GU1Sam2+DFLqlyWQMkPtAgeYg91J7gfOnkM4nKieJe5HaVR4bO3jdRlutIiqfdrjbCJEpA4OlCfLV08wKwM57dOo14laVJCgdI52KCHHCl5ZAGxGxhkPubpP02TQa9YFaXNnuKMdxENf6lHLKOKkjiOgSequh79s6ez1Zu6m7TtwdxY8puVHdW1FL5y+uOEp4lw+qgrkASckAZ69SvNbv7jTFOA2pTac82nIjpEibk+gLpDKR+QOoc3U3Su2vPIpN6wYdEYJdK34ryZDi2GxlaUf82sBSXDySf1aHMDIBGKylQsDE1JUlqnqKmlk3iDK3GmXVV1Q6TCEeM666lMhxKnVLKCPMKG0AqXx5J5HolPIclJznTpsl20nLztHb6G+4zHk1SJUkJLeXJM6AVPuFS8AngtoJKVAFI6cUZwXLbl5tNz6XbrMB1hmowDGdkJCEyIzKElxp0FACUlpAffx0SEHkOLiyD6W/bcWm7tW8/VIyPjaVUFH41tvCZyXYzrDMge5KXEoOCegHXCMJiKghMtKOqA62VWvhExS2G0zrQI3I+sPy83y9dTCDk/N2OrFbnhMKl2hRGRxai0JlxKfQFY6//wCOq0XyFRrjjvq+VPMjJ/HVlt0CKhb1mXGweTMuitM8h25ISD/8R/dqnpdN6K+U8kHwza/lFqOqy1BrNt1vO0R05gDtp47S28xXLjcdnsIejQWC4pCxySVL+VAIPT0UR/o6YxV6476kvam+IdvQJFHjxmzUJDpf5rP3kBIAA98YUcf0tcuFmGXqqymYIsNdeNtQI6astwSqi3vEzQaZ8O2GYFPQ0gfzEBIH5DWKlUolDgv1CouFtphJW4QnOAO5+umdRtyFVe7I1DlXHEYWrk6qOl5AWUpGe2c6Wb4j0O4bck0WPWFIckcUKcCeXyZwsdPdJVg++NfQEpMy7lgTZN+H6RXUwy6kHQkw5TKi/BpmxnS7GcZD6FYxzSpIUDj6g51EFC8VtsPXXU9un4aY1epqzhTisIks+i0+uQCAoe/XsekmyLzpimXYcanIcZWOGFq6EYx29BqgPiB2Uq0Leqn1mhKkin1hxctqQwshcVaRhbSlA5H3uh/aB+h15NVKUlpR1SzYgE+AjJiSeddBIi3l2bt0+KjnW6ygLKSpEVrq4pJ9kDJx9T0+uoluG4Ktf7yY7FPXApQGQhfV13/SI6JH0GfqfTSValjUylR0j4dLjvHktaiSVK6ZJ+v109YkRDLYCUpSke2qSrGL5qfu2z1U9h1PjDlK0ptoBSxeNSkUdqGhDTbYHEacMaOSrke+swYS3z8owkDKj9NatyXBGoMTyoJHnkYyPTSYty28TLbKnDpCXe9yt0tj4KG6VyHB+sP80H01HMV88ypSyVKOSNfFQkSJcpUh88lL7nXw0cKB1zPKKhYRNS7AaGu8LiZHyjro1pJdSABnRriyR1Wg2BvEpkojyrlUHZOFqWRybJH3k498AdcD7vUemnRvr4Q9tPEY87clt1Rq0bqac4SqixG85MzA4pD7PJOT2wsEHHTqOmqe7h+JTwy2xuC1W9ktxJjtAnZfdhLpMxpdPeT2SkuNjknqOJByAFBXZJMmWp9orsXSqUVSblcRUEBAHOlyigjqOnFB6px0z2CgPTGvrRSCeqpOkfP0u+/JuBbRsREabv8Agk3s2khoqhiQ7rgAKL0ihBxxxkD9pxlSQtIP9HmB6kagEvqgywhag2+w4klCuikqBzgg9RrobTvtNfC4uCWaxfdTMoDBcNEmKST0/odvp7++ATF+532pO1TsxyJt3ZTFWdQkpTW65DKeK+uFtspQVqHrlS0k+qepGuZ+npPWQfleLAp+NZhtAbmG8xHG9vyMeFsVr9O0SJWmm3mvi2Q4UrQU/NnCgAe45Dv29s6Zm6Wz7O5U6nT26ozTHYiFtur+GC1OpUR6gg56Hvpi3P44KxfkiHIuu/ITghE8Es0EtgpIwUqIRyI+me4zrbheLfbgNpTMqEbmBgqEKV1P7tVw9QKnT5ovyCSfD1ix2sb0OsyQYqvVPEA3HgREiWBs3bdoUOrUJ6c9VGa2hLUrzUJSniBgYSD+f4gajr/BTa9k3AlCaGwtcZfmNOuZXyT6FIPT8fqNbq/FntnISEJuyPFwc8kUiSo/xSdfMfxE7GTZzUi4dw5MsJSU8VUqQEoBPoA2NeysnWmFuOPoVZW4sdfLSMBinDCMjSEghOxIBt56xYVnw9RtxbFh7i7TGMmQ4C3VKOrijhJTgKLSjgdcBXBX87IOemnHcm1F1yvDhSKrXKDIiVmzpUtK2XUYdVTlOFZJ+iVHIHokE/ixdlvG94X9tET6bJ3CliDNKXuIo0s8XR0zjy+uRgE/0R7alM/aU+EJaVIXuNLUhYwpJoU0gj1B/VaVXnMRtPqZ9zcW3e4OU3tyhemsXdA8lthxKkIVmSeNtQU3vtYkeEPrwLUhUCyq/cL6OCqlUkMIUf222W+4/wBZxY/LTx3k2Aq+824tErc252YluwIPkPR0oKpHPzFKX5f7I5goBUTkcOxz0gyhfaLeC22aeik0C9XKfCaUpTcePb81DaSpRUcANdOpJ0rt/af+EhrtuPP/ACoc3+61Pys7VVDo35F3JpplMLU5XnFVVyrSjgQtV7XI0BFvO0a/iXlRRdFA2SsalLZpNux2w3GYQVKelvDuR+0oJx175WvOmjcFjM0Sr060Ko8y1NiR0y6usOgIhhQyhjl2Cgn5lH3WAOieqwftCfA5DuWXfkG5HnrieZKUyV0GaTkIwAnLeE5wASMapzu5vpsLupckm4a/ej8t1bzjiOdNkfeWrJWAUYBP9QA9Ndb8jN1ZSytlxClbEoPVA0sBprw7BDbSsbMyUo2w2bBAubnVa1alRPIG55k25Rae4vEttXY6I9BoU7+UFV5JjQqTREiQ466flQgKHyJJJA7n8CdP+jbF33ufcVh3FudOYpsOmofq0y2WJBMdU8qbMRlxeMPeSkKUpXYuEBIA665w07cXZa3KzFuG1L1l06pU95MiLJZhSEONOp+6pJ4dx11KNM+0Qvi31Rvh93f0uiNnDdQovMK+pUltKsj3z6alMN4QplEc6csrW7+0oXI7uAhQrdfeqIsw4Ejj2x1Iu7a+7qvRH4lOegtPuJwPMfUnl9MhJ6HVDdxNtKrHr0iFeSnYz7T6kKhvZ5ZHYD0II6hQJyPTS3Yv2x9utJbp259lomNKTwdqNDLiHQPQ/Dvp4qPqf1qfw0791/HZ4Fd3LR8mZuNUIFebjf5LKct2dzbX3DbpQ0oFPL+aTxPVJ9363ScNe6ER6WSrW8IVDtag09mnXSZjdSdQ4iHT23EBpqCkBfEO8cZ48cAdEjpgdAdPeqCNNpklF1SGoQgsl0y47ykpbQptQKgroeo5pUk5CkkZzyKRVK1/GBs/SQY824nHmHchxs058pWR/OHD9oAduyuJ6gdfm9/GHtTWH3Y0K5n10dpxLrUGLCkoMxXylJkKWkcsKSM9/u5AUQAriVLu57gRGqYWDoIkyqXK7R7xXXaC7GEhhluYJIe5plQPLQVJcCgOKs8Ugg/MhbSshfJtEiz61Cp8FmsqraUU6oKRUWoagEuOLwkgLV1JTlKckJJOMY9dUSHiQtqs12r1CZJcp0cM/wCR/K55khwApCOKEKS23xU4njn/AL4tRJUskOyLv/tfdFZhQq/uM7Ro0gJTPqb1OlvraTjBwltBWogD5Upxk4HJA+bW52UVcGMhLqJ2h6eIWo1XcwQbdtOhS6pUPOemxocKLhboKcPuYTkoGFHKlHqSCcE40zbHsv8AR0t5G49v1SjT/iFFxh6OSpKcApJAyeozg4wcH2OrYbf+MT7PTaCzqpbti3nOcqVVgmNOrUqgTlS5Z4qCUlRZ+VAKioIGEgqUeqiomHr58YPh0n16TXqTPp9cddjwY7SqjQH1KaLb0guLRybBB4uN+o7euhwqU30OQ2jc9KAM9sSdtnu/sDY0yiUuFIm1So1aSYbIbjfDtR3hxAS64+UJSpXLoBnOD9M2UuOFvnWUJjWdaFCpUV1GFS6hXcSBk/8Ae0ssuJT8ucLJV37DAJ5rXjvx4bbioTkiKiJBn/Epdfp8akOiNLSRgqQCjihQGeh9Qkg99WP8PH2mGz1Bt42du7d04inMoRAqop8p9T7Q6eU8EoKuQAGFdcpIz1HXxXSobBaT4RnLMpWkpWCIbe51ybm2/dVQsusUZdmTmnOPx6J7zs2Y0T8rrUgY5tL6gHIUCCD1yNLNoWrbsqkR7qqdYXU/gEhDUV8dW3MpClOuE8lpOQeuMhR5E5OF68vGd4Gt09vjYu4W5sx6XA85uk1pNszVvxgThKh+qBIUkIDiMgK4A9CEkVnsjxTbb2nKdhTLy+Nj+apkuiBJW0+hOUodIW2FkEFQ+ZIUUKOQCca9WHXUXtaNCpESwys3t3kxdNLz02M6zXkxUFptEtL7Dp4DqcL5KHQjB69iCfTOoeq1QiTblpb9KWKhGTWGHIz4IDSEnAUgDAJypAIzkgpUASCCIyvHxl7SVJpun0G5pMKlKZSp9qLDlJlOniB5KlqSBgdQMKxgYz7Me3PFJtzBuB+vSpwSltxIhxnIkgoYSClWQE98lAJJ+9nJSCSNa0S7gSRaNIYc2tpF3/0666/LHnw2kxZJjpjrVl50pVg46jGTjHQ+2PXVZt82orS7phsAIcNcfLC1uqVwXIiTGlq+g5PK6Z6csHtrT/x4tsHKgmqvqiCcntIbprgcxx4j5lNKI6dPwyNQvu34ibTvS4m5dFMdiGyh10+VEW38RIdJWtbg4jmok8SSB0Wr2Gs5SXWHQSLRmlhYN4nDbuzZUyQ1RKXVECJSY6f0xLeWo+W0VcvKSrqStRCQrPQqErrheA9d2dzqHSaYirxm4wfo5ilmYUguuBh5LjbZX2SCsY4o5DBPzdcarLbe/W31Ctk0tqvy/iHng48Xo7ykghAAVgDBPQgDoMknIB1ZbYLf/wABe3aoF57j7mzLpu1haZjEZ2gT10+myB1SttCmQlbqOmHeIwRlIT0Os5mXL984umxFu+OlhtYcChpbWJMvikmu0Vmr09Kv1jaZDSXUFKk5AVgjuNSrsXdMbdXa2Vte++hFwW8syac2tWC616oyfYlQ/Ap9jivNw+OjwvVGsVB9q/ZD0eS844hX6FmJxkk9i3651HFQ8V+xNIuGNeNgbmTKZWYbgcbdbpUpIVj0UCjBBGQQehBIOqpkaPUKdNOSrrClNG6bgE3Se7iIsWZmpebZQ6hwBeh8R6xayWw+xJdjSUFt5hXB1ChgpUO4x9NJ8qlx6gkiSVkKSU9DjoRpi077Q3wobmUdUjdCtTLUumOkIXUINHkyos70CihCOQPQZCgPoo9tNiX42vDNFlKZj7iOTGhkpdao05II/BbIIOoiewhVJReZhsrSdiBrbtHAx0MVmWeTZ1QSeN9vAxK8K3YNFcRMpSPhpDKg426kdUrHY/XThm7g7hzFhmJHpsVsDHm+UpayfUgE4/h+/UBjxx+Godf5bS/9kSv7vXqjxzeGgqHK9pWB/wDwiX0/9nr2UksRyCSlhpwX30J+seuTFNdIKlJ07YmhxV9VdJRU7tmhtXQoZWWRj/Ux/XrYo1owoLhfHNyQ4crcWSVLOc9Sep9dRC145/Cu0jzHtwpZUeiW2qJMKs/0ipsAD6gq/DW1H8eXhYB/W7gSmAe4TRpilD6cvK/q1omKLX5jrPNLPfcnyj1ubkEaIUPlE/RYoGG0tlS/5qe4/H20txaZgJel4QjvwHYary19oL4TYTR+EvqYpQ9f0JMGf/Z6TKj9oT4b5iC23fcxKf8AoiX/AHeopeHq1smVX/CYkGpySXbO8kDvixlauNuK0uNCI5Yxn1OmDPU7Ld855SlZ6kHULr8c3hmUcqveWVe5pEr+71rueOHw1LPS9pOP+iZX93rm/szWydZVf8JiUbqVNbFkvJ84lmRG9h11qhspVjUTPeNnw2rSeN6yM/8ARUr+71pueNLw5k5F6P5/6Llf3esxhqtWt7qv+ExsFWkP9ZPnE1YPto1CX+On4d//AN8n/wDZkn//AI0a8/sxWf8A6q/4THv2vIf6yfOOZvNXvoClA5BIP01jRr6hik4yVqIwToKie51jRogjPJXvrGT20aNEEGTrIUR2OsaNG0F4zzVnOdHNX846xo0QRnkr3OgLUOyjrGjRBGSpR6k6OSvfWNGiCAknvoydGjRtBGeR6HPbWOR99GjRBGeR99HNQOc9dY0aIIzyV6HRzV76xo0XgjPNWMZ0cjnOeusaNEEZ5H30c1d86xo0QRnmrGM9vpo5K9TnWNGiCM81g55HWMn30aNEEGTo5Hr176NGiCDkcYyems81e+saNEEZ5q9T9NAUQc51jRogjPJXvo5E9D/VrGjRBBk6OR99GjRBGeR99AUR21jRoggKidGTo0aIIM6Mn30aNEEGSe50AkdjjRo0QQZPudGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aIINGjRogg0aNGiCDRo0aII//Z" width="306px" alt="usd per btc"/></p>
<p>Once you’ve connected a payment method, you’ll be able to actually place your order for Bitcoin. This process can differ depending on how advanced the exchange is. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates.</p>
<p>
<h2>What Can You Buy Bitcoin With?</h2>
</p>
<p>Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. NextAdvisor’s price tracker shows historical price, trading volume, market capitalization, and other important metrics for investors, especially those who are just starting to dip their toes into crypto investing. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Bitcoin is the world’s most traded cryptocurrency, representing a huge slice of the crypto market pie. It was the first digital coin and, as such, remains the most famous and widely-adopted cryptocurrency in the world. The original gangster in whose footsteps all other coins must follow. The birth of Bitcoin was the genesis for an entirely new asset class, and a huge step away from forms of centralized control. Today, many advocates believe Bitcoin will be the inevitable future for the entire global financial system, although this – of course – remains to be seen. Cryptocurrencies have few metrices available that allow for forecasting, if only because it is rumored that only few cryptocurrency holders own a large portion of available supply.</p>
<p>A weighted average price of these markets is shown by default (based on 24-hour trade volume). Alternatively, you can choose a specific source from the settings menu. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable.</p>
<p>When the network was just launched, the rate of 1 BTC to USD was less than a cent. In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds. Mainly, crypto transactions are highly secured with hashing algorithms, simple in use, and are not regulated by a single entity . The worst day to change US dollars in Bitcoin was the Tuesday, 9 November 2021. The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history. It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto.</p>
<p>
<h2>How Is Bitcoins Technology Upgraded?</h2>
</p>
<p>Bitcoin can be purchased through a digital marketplace, through which you can fund your account with your currency of choice, and place an order on the open market. Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. No one controls these blocks, because blockchains are decentralized across every computer that has a bitcoin wallet, which you only get if you buy bitcoins. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. The two major changes are the introduction of the Merkelized Abstract Syntax Tree and Schnorr Signature. MAST introduces a condition allowing the sender and recipient of a transaction to sign off on its settlement together. Schnorr Signature allows users to aggregate several signatures into one for a single transaction. This results in multi-signature transactions looking the same as regular transactions or more complex ones.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-second.webp" width="306px" alt="usd per btc"/></p>
<p>Compare Bitcoin to gold and other precious metals by checking out the converters for Bitcoin to gold, Bitcoin to silver, Bitcoin to platinum, and Bitcoin to palladium. After kicking off the year with Solana, we are listing another top coin on our exchange &#8211; Algorand . Check the details of the temporary suspension of the Zonda exchange functionality. To use individual functions (e.g., mark statistics as favourites, set statistic alerts) please log in with your personal account. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. Bitcoin was designed and created by an anonymous programmer, or possibly group of programmers, by the name of Satoshi Nakamoto. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy. Each input creates a completely unique hash, and it’s almost impossible to predict what inputs will create certain hashes.</p>
<p>Final SettlementThe final settlement price will be calculated by reference to the equivalent ICE Futures U.S. (“IFUS”) Bakkt® Bitcoin Monthly Futures Contract. The total estimated value in USD of transactions on the blockchain. The total estimated <a href="https://www.beaxy.com/market/btc/">bitcoin price</a> value in BTC of transactions on the blockchain. The average time for a transaction with miner fees to be included in a mined block and added to the public ledger. Bitcoin was the first cryptocurrency, and it is known as digital gold.</p>
<p>While fees should definitely be a consideration, experts say you also get what you pay for, especially when sticking to the bigger, more established exchanges like Coinbase. If an exchange has more protections, better security, or other features that are important to you, it may be worth slightly higher fees. They are secure, but more susceptible to hacking than cold storage, which is when you store crypto offline on a piece of hardware. Think of cold storage as kind of like a safe in USB-drive format.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/search?q=%24beaxy&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$beaxy</a> <img src="http://s.w.org/images/core/emoji/72x72/1f602.png" alt="&#x1f602;" class="wp-smiley" style="height: 1em; max-height: 1em;" /></p>
<p>&mdash; Magoo (@DefiMagoo) <a href="https://twitter.com/DefiMagoo/status/1437868605685833734?ref_src=twsrc%5Etfw">September 14, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>New enhancements to our digital expiry calendar help you easily access important information for the markets you trade. The total number of transactions excluding those involving the network&#8217;s 100 most popular addresses. A chart showing miners revenue divided by the number of transactions. A chart showing miners revenue as percentage of the transaction volume. The average number of payments per block over the past 24 hours. The average number of transactions per block over the past 24 hours. At NextAdvisor we’re firm believers in transparency and editorial independence. Editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by our partners.</p>
<p>
<h2>Bitcoin Value Proposition</h2>
</p>
<p>While a company can issue more stock options, there will only ever be 21 million Bitcoins. So even if the value of the dollar plummets, Bitcoin, like gold, will retain a separate value in theory. Not only do they have technical differences, they also offer two completely different value propositions for investors, which could be the deciding factor for you. Many investors see Bitcoin as a store of value, like gold, that can be used as a guard against inflation. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether.</p>
<p>
<ul>
<li>More than anything, know what kind of investor you are and buy Bitcoin only in a way that works with your long-term investment strategy.</li>
<li>Thus, the data structure keeps the strict chronological order.</li>
<li>On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable.</li>
<li>The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history.</li>
<li>The prices of all cryptocurrencies are quite volatile, meaning that anyone’s understanding of how much Bitcoin is will change by the minute.</li>
</ul>
<p>Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens. First, you’ll want to choose a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> digital currencies. Depending on the exchange you choose, you may need to provide information like your Social Security number, ID, and your source of income when you create your account. Once you’ve created your account, most exchanges will ask to connect your bank account or a debit card. That way, you can fund it with fiat currency, like U.S. dollars, to buy Bitcoin.</p>
<p>Prices doubled to $2,000 in mid-May and then skyrocketed to over $19,000 by December. The $40,000 benchmark has emerged as a key level for Bitcoin because how it performs from there could determine whether the market enters another bullish or bearish phase, experts say. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. Get full access to all features within our Corporate Solutions. If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. &#8220;A group of miners who didn&#8217;t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider. With any Bitcoin price change making news and keeping investors guessing. Okcoin announced its new NFT marketplace on Tuesday, which features no royalty cap for creators and is backed by Randi Zuckerberg. The largest cryptocurrency continues to rebound from a five-week low.</p>
<p>It’s more secure, but if you forget your password or lose the device, you could lose access to your money forever. Higher volume typically means a given cryptocurrency has more market liquidity, meaning more ability for investors to sell an investment when they want to realize a profit. It represents how much crypto is bought and sold over a period of time, typically 24 hours. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure.</p>
<p>As the first cryptocurrency, Bitcoin has the longest record for investors to consider. The potential reward comes with higher risk, so make sure any investment in Bitcoin is included in your broader portfolio’s riskier, more aggressive allocation. There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken. These exchanges are online platforms where you can buy and sell cryptocurrencies.</p>
<p>The transaction took place in the city of Jacksonville, Florida. Nowadays, cryptocurrencies are often called digital assets, because we can buy, sell, trade them just like traditional assets on the stock market. Thus, the majority of crypto enthusiasts are investors or traders who are trying to get a profit by speculating on crypto prices. The CoinDesk Bitcoin Price Index is the world’s leading reference for the price of bitcoin, used by the largest institutions active in crypto assets. It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions.</p>
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		<title>Bitcoin Price</title>
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		<pubDate>Thu, 09 Jun 2022 13:52:43 +0000</pubDate>
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				<category><![CDATA[Bitcoin Exchange]]></category>

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		<description><![CDATA[Bitcoin’s rise in value and popularity has been steady, &#8230; <a href="http://www.aobakids.jp/wp/2022/06/09/bitcoin-price/" class="more-link">続きを読む <span class="screen-reader-text">Bitcoin Price</span></a>]]></description>
				<content:encoded><![CDATA[<p>Bitcoin’s rise in value and popularity has been steady, if not without its ups and downs. But there are no guarantees when it comes to investing in crypto. As quickly as Bitcoin falls, it can just as rapidly climb again. Volatility is the norm for crypto, mostly due to it being an immature market. There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. Bitcoin is valuable thanks to its limited supply steadily increasing demand by a greater number of investors. Bitcoin skyrocketed to an all-time high over $64,000 in the first half of 2021, then just as quickly fell back below $30,000 over the summer. Bitcoin hit another all-time high over $68,000 in November 2021, but by January 2022 had dropped back below $35,000.</p>
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<h2>What is the minimum amount to invest in Bitcoin?</h2>
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<p>Invest – Enter the amount you&#8217;d like to invest in Bitcoin (minimum of $10), double-check everything is correct, and click &#8216;Open Trade&#8217;.</p>
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<p>Minutes from the Fed’s March meeting last week showed the agency’s plan to shrink its balance sheet by $95 billion each month to combat inflation. The latest inflation report shows consumer prices rose by 8.5% from a year ago — the largest surge since 1981. Bitcoin started the week on a weak note, with its value falling nearly 7% over the last seven days. Bitcoin’s price tumbled to just below $38,000 Tuesday afternoon, after rebounding briefly above the $40,000 mark earlier in the day. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy.</p>
<h2>Where Can You Buy Bitcoin?</h2>
<p>Bitcoin, as the first virtual currency, was a pioneer in the crypto market. When the network was just launched, the rate of 1 BTC to USD was less than a cent. In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000. The answer is simple — the higher the trading volume is, the more people are supporting the current trend. So, if you can see a significant increase or decrease in the BTC price, but the trading volume pillar is lower than many others shown nearby, that means market participants will most likely don’t support this shift. Theoretically, the price will soon return to the previous level. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. These can be software applications, or physical hardware wallets.</p>
<p>Thus, the majority of crypto enthusiasts are investors or traders who are trying to get a profit by speculating on crypto prices. Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021. The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Tesla’s announcement that it had acquired 1.5 billion U.S. dollars’ worth of the digital coin as well as the IPO of the U.S.’ biggest crypto exchange fueled mass interest. The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation. Another reason, according to experts, was an electricity blackout in the Xinjiang region in China. This unexpected development led to a decline in the Bitcoin hashrate &#8211; how many Bitcoins are being mined – and potentially spooked investors into selling their assets. According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China. The third price hike was connected to the launch of a Bitcoin ETF in the United States.</p>
<h2>Is The World Running Out Of Bitcoin?</h2>
<p>Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain. By early 2013, the leading cryptocurrency had recovered from a prolonged bearish episode and rose above $1,000, albeit only briefly. But with the infamous Mt Gox hack, China announcing its first ban on crypto and other situations, it took a further four years for the BTC price to return to above $1,000 again. Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. Investors who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, with one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of investors&#8217; holdings will double. &#8220;A South Korean cryptocurrency exchange files for bankruptcy after hack, says users will get 75% of assets for now&#8221;.<br />
Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. In countries that accept it, you can buy groceries and clothes just as you would with the local currency. Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. A &#8220;desirable future for digital finance requires prudent regulation,&#8221; Dudley wrote in a Bloomberg opinion piece about the $2 trillion crypto market.<br />
A recent study by Deutsche Bank found that about a quarter of Bitcoin investors believe Bitcoin prices will be over $110,000 in five years. Because Bitcoin is so new, price predictions are mostly informed speculations. One Week Ago One Month Ago 3 Months Ago $40,878$44,936$36,852So what should crypto investors do in light of this volatility? Given crypto’s history of volatility, this increase doesn’t guarantee a long-term reversal. Bitcoin’s price is just as likely to fall <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto investors will have to continue dealing with. In the short term, these factors have created some noise and extra volatility in the crypto and stock markets, but this is usual during times of uncertainty. Volatility is standard in the cryptocurrency market, so experts predict the ups and downs to continue.</p>
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<h2>How long does it take to mine 1 Bitcoin?</h2>
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<p>How Long Does It Take to Mine One Bitcoin? In general, it takes about 10 minutes to mine a block, and a block will award a number of coins to whoever mines it.</p>
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<p>Bitcoins can be stored in a bitcoin cryptocurrency wallet. Theft of bitcoin has been documented on numerous occasions. At other times, bitcoin exchanges have shut down, taking their clients&#8217; bitcoins with them. A Wired study published April 2013 showed that 45 percent of bitcoin exchanges end up closing. In January 2015 Coinbase raised US$75 million as part of a Series C funding round, smashing the previous record for a bitcoin company. The exchange remained offline for several days amid speculation that customers had lost their funds. Bitstamp resumed trading on 9 January after increasing security measures and assuring customers that their account balances would not be impacted. Bitcoin is a cryptocurrency, a digital asset that uses cryptography to control its creation and management, rather than relying on central authorities. Originally designed as a medium of exchange, Bitcoin is now primarily regarded as a store of value. The history of bitcoin started with its invention and implementation by Satoshi Nakamoto, who integrated many existing ideas from the cryptography community.<br />
In April, payment processors BitInstant and Mt. Gox experienced processing delays due to insufficient capacity resulting in the bitcoin exchange rate dropping from $266 to $76 before returning to $160 within six hours. Bitcoin gained greater recognition when services such as OkCupid and Foodler began accepting it for payment. In April 2013, Eric Posner, a law professor at the University of Chicago, stated that &#8220;a real Ponzi scheme takes fraud; bitcoin, by contrast, seems more like a collective delusion.&#8221; We know people with the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists. Bitcoin is one of the most popular cryptocurrencies in the market. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market’s number one spot according to market capitalization.</p>
<h2>Btc Price Today</h2>
<p>To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether. There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken. These exchanges are online platforms where you can buy and sell cryptocurrencies. Bitcoin set the stage for blockchain technology and decentralized finance. Bitcoin is a digital currency, which allows transactions to be made without the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms.</p>
<ul>
<li>This was the only major security flaw found and exploited in bitcoin&#8217;s history.</li>
<li>The CEO was eventually arrested and charged with embezzlement.</li>
<li>E-commerce merchants often accept Bitcoin as well as currencies like the US dollar, and you can use Bitcoin to invest in gold and silver.</li>
<li>These large holders – referred to as “whales” – are said to make up of two percent of anonymous ownership accounts, whilst owning roughly 92 percent of BTC.</li>
</ul>
<p>Pricing is highly volatile in cryptocurrency, but viewed over time can give investors an idea of how a given coin’s value has gone up over time. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. On 19 December 2017, Yapian, a company that owns the Youbit cryptocurrency exchange in South Korea, filed for bankruptcy following a hack, the second in eight months. In December 2017, hackers stole 4,700 bitcoins from NiceHash a platform that allowed users to sell hashing power.<br />
In our modern life, this new technology finds a lot of use cases outside the digital industry. Many online stores accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds. Mainly, crypto transactions are highly secured with hashing algorithms, simple in use, and are not regulated by a single entity . If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate.</p>
<h2>Barron&#8217;s      Fidelity To Offer Bitcoin In 401k Plans In A First For A Major Firm</h2>
<p>Thus, you can be sure that no one can steal and use your card data. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records.</p>
<p>Unlike a traditional information network, which stores data in a centralized location, blockchain networks are decentralized and store data across many different computers called ‘nodes’. Due to its pioneer status, a lot of investors view it as the crypto market’s reserve so other coins depend on its value to remain high. The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. Binance has the lowest transaction fee rate amongst all major trading platforms. Bitcoin has a much more extensive track record compared to other cryptos, though it’s still in its relative infancy compared to the 200+ year history of the U.S. stock market. Investors should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account.<br />
Miners use computers or specialized hardware to generate large amounts of computer processing power, and this is used to operate the network and process transactions. They will also receive freshly generated bitcoins until the last bitcoin of the 21 million BTC supply is ‘mined.’ At the current pace of mining, this will happen in the year 2140. If Bitcoin is still around, the miners will be incentivized to do their work for the fees alone, keeping the network up and running. Bitcoin is the world’s most traded cryptocurrency, representing a huge slice of the crypto market pie. It was the first digital coin and, as such, remains the most famous and widely-adopted cryptocurrency in the world. The original gangster in whose footsteps all other coins must follow. The birth of Bitcoin was the genesis for an entirely new asset class, and a huge step away from forms of centralized control. Today, many advocates believe Bitcoin will be the inevitable future for the entire global financial system, although this – of course – remains to be seen.</p>
<h2>Btc Historical Prices</h2>
<p>Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand <a href="https://www.beaxy.com/exchange/btc-usd/">current price of bitcoin in dollars</a> what influences the value of BTC and other coins and tokens. Nowadays, cryptocurrencies are often called digital assets, because we can buy, sell, trade them just like traditional assets on the stock market.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Easiest way to buy is on Kucoin they have an app <img src="http://s.w.org/images/core/emoji/72x72/1f603.png" alt="&#x1f603;" class="wp-smiley" style="height: 1em; max-height: 1em;" />no kyc required! <a href="https://twitter.com/kucoincom?ref_src=twsrc%5Etfw">@kucoincom</a> or Beaxy they actually use dragonchain to run there exchange <a href="https://twitter.com/BeaxyExchange?ref_src=twsrc%5Etfw">@BeaxyExchange</a> .</p>
<p>&mdash; Why so serious? (@kratosgodofboy) <a href="https://twitter.com/kratosgodofboy/status/1439325347355545601?ref_src=twsrc%5Etfw">September 18, 2021</a></p></blockquote>
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<p>Deposit crypto to our exchange and trade with deep liquidity and low fees. Get full access to all features within our Corporate Solutions. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. However, if you physically lose your hardware wallet without a key phrase backup, there is no other way of recovering your funds ever. As such when setting up your hardware wallet, always remember to keep a copy of the key phrase and put it somewhere safe from fire or flood. When transacting coins, you would typically be doing it on your personal computer. Since your personal computer is connected to the internet, it has the potential to be infected by malware or spywares which could compromise your funds.</p>
<p>Bitcoin transactions are fully transparent and can’t be censored. It’s a financial system backed by thousands of computers, known as ‘nodes’, around the world, instead of a single central bank or government, i.e. hence the term ‘decentralization’. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a valuation of more than $2 trillion. While Bitcoin has the longest record for investors to consider, it’s no less volatile. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time. As of 2021, miners receive 6.25 bitcoins each time they mine a new block. The next bitcoin halving is expected to occur in 2024 and will see bitcoin block rewards drop to 3.125 bitcoins per block. As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. In February 2011, BTC’s price reached parity with the U.S dollar for the first time.<br />
If you recall Bitcoin was worth nearly $20,000 in 16th December 2017. But in 17th December 2018, the price of Bitcoin was at its low of about $3,200. Bitcoin is a highly volatile asset class and requires a high risk appetite. Since there is no central figure like a bank to verify the transactions and maintain the ledger, a copy of the ledger is distributed across Bitcoin nodes. A node is a piece of software that anybody can download and run to participate in the network. With that, everybody has a copy of how much balance Alice and Bob has, and there will be no dispute of fund balance. As the bank maintains the ledger, they will do the verification as to whether Alice has enough funds to send to Bob.<br />
If you are looking to buy or sell Bitcoin, FTX.US is currently the most active exchange. While one can often track the movement of stolen funds on the blockchain, it’s impossible to reverse the transaction, making Bitcoin holdings a popular target for cybercriminals. Volatility is perhaps the most commonly-cited disadvantage of Bitcoin in terms of its use case as cash. Ironically, that very volatility helped grow the network, providing traders with very lucrative opportunities in short time periods. However, for those wishing to store value and transact Bitcoin as an everyday currency, the volatility is a major drawback.<br />
Derivative contracts are high risk products, you might want to understand what you are doing before participating in it. You can purchase bitcoins on a cryptocurrency exchange, or by buying BTC directly from another investor. You can use it to buy certain goods and services, or, if you like, easily trade it for currencies like the US dollar on a Bitcoin exchange and spend that instead. Like any other currency, Bitcoin’s value is determined by what the free market thinks it’s worth. There is no physical BTC token so you can think of bitcoin as digital money.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="current price of bitcoin in dollars"/><br />
The milestone encouraged new investors into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. Miners resolved the split by downgrading to version 0.7, putting them back on track with the canonical blockchain. User funds largely remained unaffected and were available when network consensus was restored. The network reached consensus and continued to operate as normal a few hours after the split. On 24 January 2018, the online payment firm Stripe announced that it would phase out its support for bitcoin payments by late April 2018, citing declining demand, rising fees and longer transaction times as the reasons. Bitcoin gains more legitimacy among lawmakers and legacy financial companies.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. It’s worth mentioning that crypto markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade stocks.</p>
<p>Trading such a volatile currency can be profitable, but is undeniably risky. However, with proper online security you can achieve relative anonymity which offers far more protection of your financial data than traditional financial services which have often been hacked in the past. Due to the high volatility seen in Bitcoin’s price action, the cryptocurrency is popular among traders, particularly swing traders and day traders capitalizing on major inter-day or intraday price movements. Bitcoin has a strong use case as an alternative to government-backed fiat currency when it comes to making digital payments. E-commerce merchants often accept Bitcoin as well as currencies like the US dollar, and you can use Bitcoin to invest in gold and silver. Because Bitcoin is decentralized and community-driven, many upgrades to Bitcoin come in the form of formal proposals called Bitcoin Improvement Proposals, or BIPs. This ensures that the software is always undergoing upgrades that can further contribute to the community’s needs. Anyone can propose a BIP, and the community will reject or approve of the BIP collectively. One major upgrade to Bitcoin’s consensus protocol is the SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.aobakids.jp/wp/2022/06/09/bitcoin-price/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Convert 1 USD to BTC US Dollar to Bitcoin</title>
		<link>http://www.aobakids.jp/wp/2022/04/05/convert-1-usd-to-btc-us-dollar-to-bitcoin/</link>
		<comments>http://www.aobakids.jp/wp/2022/04/05/convert-1-usd-to-btc-us-dollar-to-bitcoin/#comments</comments>
		<pubDate>Mon, 04 Apr 2022 16:03:26 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=3363</guid>
		<description><![CDATA[Content Convert Bitcoin to US Dollar The CoinCodex Cryp &#8230; <a href="http://www.aobakids.jp/wp/2022/04/05/convert-1-usd-to-btc-us-dollar-to-bitcoin/" class="more-link">続きを読む <span class="screen-reader-text">Convert 1 USD to BTC US Dollar to Bitcoin</span></a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Convert Bitcoin to US Dollar</a></li>
<li><a href="#toc-1">The CoinCodex Cryptocurrency Investment Tracker</a></li>
<li><a href="#toc-2">Satoshi to USD</a></li>
<li><a href="#toc-3">Part 3Part 3 of 3:Doing the Exchange</a></li>
<li><a href="#toc-4">USD United States Dollar To BTC Bitcoin Exchange Rates History</a></li>
</ul>
</div>
<p>These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. However, since there are money laundering restrictions on brokers, you have to withdraw your money <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> through the same bank account that you made a deposit with. Finder.com is an independent comparison platform and information service that aims to provide you with information to help you make better decisions. We may receive payment from our affiliates for featured placement of their products or services. We may also receive payment if you click on certain links posted on our site.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="convert usd to bitcoin"/><br />
To sell or trade your Satoshi, you can use an exchange that accommodates bitcoin. Find out which cryptocurrency exchange is better for beginners, Binance.US or Bittrex. Find out which cryptocurrency exchange is better between eToro and Crypto.com. Instantly trade dozens of crypto assets in the Domain Money app, plus get access to stocks, ETFs and investment portfolio services. Since 2017, DigitalCoinPrice has become one of the trusted brands within the crypto community. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. In the table you can find 1 Dollar to Bitcoin exchange rate for the last week. The quoted amount of assets shown when previewing a conversion is the actual amount of assets you will receive in your account. There are no additional fees on top of the price quoted. Still doubtful where to buy LTC, ETH, BTC, or other digital assets instantly and at a fair exchange rate?<br />
In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. Bitcoin has a global 24-hour trading volume of $43,377,352,244. Bitcoin can be traded across 502 different markets and is most actively traded in Currency.com. It goes without saying that you can transfer any cryptocurrency supported in CEX.IO from your external wallet to your CEX.IO balance. Check live rates, send money securely, set rate alerts, receive notifications and more. Learn everything you need to know about Bitcoin in just 7 days. Don’t be afraid to reach out to customer support if you’re having trouble depositing your bitcoins. If your bitcoins are in a &#8220;wallet&#8221; , you might be asked to upload the file. Signing up for an account involves providing your name, date of birth, address, email address, phone number, and other personal information. You’ll also be required to provide a bank account, an electronic payment service like PayPal, or both .</p>
<h2 id="toc-0">Convert Bitcoin to US Dollar</h2>
<p>The results are displayed in a clearly arranged table. In addition to the United States dollar &#8211; Bitcoin rate, the Markets Insider currency calculator also offers other exchange rates for about 160 international currencies. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. Every effort is employed to ensure accuracy of exchange rates and information relating to money transfers.</p>
<p>While compensation arrangements may affect the order, position or placement of product information, it doesn&#8217;t influence our assessment of those products. Please don&#8217;t interpret the order in which products appear on our Site as any endorsement or recommendation from us. Finder.com compares a wide range of products, providers and services but we don&#8217;t provide information on all available products, providers or services. Please appreciate that there may be other options available to you than the products, providers or services covered by our service. If you want to convert your satoshi to cash, you would need to find people who are willing to trade your Satoshi for fiat money. Another way is to buy a product using your Satoshi and then when you already have the product, find people who want to buy them from you with cash. Please log in to your account to access all the functions of Binance Convert (e.g. checking indicative prices / confirming trades). All users are required to complete Identity Verification and existing account deposit / withdrawal limits apply.</p>
<h2 id="toc-1">The CoinCodex Cryptocurrency Investment Tracker</h2>
<p>The process of purchase is straightforward and quick. All you have to do is to indicate how many Dollars you want to spend on Bitcoins, and CEX.IO Instant Buy service will automatically calculate the BTC amount you can receive. The cost of operation is recalculated according to the current rate every 120 seconds, and a time needed for the transaction to be processed in less than a few minutes. The service itself is based on the Fill-or-Kill order. It means that your order is either completed in full, or not completed at all. That can happen if the price of the cryptocurrency suddenly spikes, and you can receive less than you agreed on in the first place. To prevent such situations, the order will not be completed. Quickly and easily calculate foreign exchange rates with this free currency converter. CEX.IO crypto exchange is not complicated at all. Exchanging USD to BTC means you pay USD and get a Bitcoin in your possession to imply any trading strategy you wish.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Which crypto to buy today?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ul>
<li>Bitcoin (BTC)</li>
<li>Ether (ETH)</li>
<li>Solana (SOL)</li>
<li>Avalanche (AVAX)</li>
<li>Binance Coin (BNB)</li>
<li>Tron (TRX)</li>
<li>Cosmos (ATOM)</li>
</ul>
</div></div>
</div>
<p>Prices data are continually gathered from multiple markets. All exchange rates are updated regularly hourly every hour. Conversion from United States dollar to Bitcoin can be done at current rates as well as at historical rates – to do this, select the desired exchange rate date. Additionally, the currency calculator shows the closing rate of the previous day as well as the highest and lowest rates of the conversion United States dollar &#8211; Bitcoin.</p>
<h2 id="toc-2">Satoshi to USD</h2>
<p>Rare Respite as Financial Markets Rally Financial markets rally last week, giving crypto a rare positive week amidst the bear market. Meanwhile, crypto lending firms seek bailout to survive. Compare the price &#038; changes of Bitcoin in USD for the week. Bitcoin finishes strong, sees correlations with traditional markets narrow to prior levels. The euro could pull back further to fall between $0.95 to $0.97 against the dollar, a range of analysts said. If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. Compare and find the most suitable Exchange for you.</p>
<p>The Bitcoin price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. The United States Dollar is also known as the American Dollar, and the US Dollar. The United States Dollar is divided into 100 cents. The exchange rate for the Bitcoin was last updated on July 21, 2022 from coinmarketcap.com.</p>
<p>The results are displayed in a table with the closing rate of the previous day, the opening rate as well as the lowest and highest rates of the respective date. Compare the rates offered by different conversion services and choose the best one. Even when the average bitcoin conversion rate improves, different conversion services offer different conversion rates. For instance, suppose one service offers to convert your bitcoins at a rate of 1 to $5,000 and another offers to turn 1 bitcoin into $5,200.</p>
<p>You can purchase or exchange currency without fear of being scammed. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. CryptoExMart.com is currently the best exchange to buy or sell bitcoins all across America and Europe. Their service is very fast, and they require no ID. Check the exchange rate regularly online or sign up for a service that updates you on the bitcoin-to-dollar exchange rate so you&#8217;ll know when it improves.</p>
<h2 id="toc-4">USD United States Dollar To BTC Bitcoin Exchange Rates History</h2>
<p>These are the average exchange rates of these two currencies for the last 30 and 90 days. The biggest disadvantage with this method of conversion is the time it takes. Experts say it&#8217;s safe and secure, but it takes time for the money to reflect in your bank account. The exchange also charges a fee for the transaction, and it varies from broker to broker and country to country. The bitcoins will the be converted to dollars and transferred to the bank account you provided. In Market mode, live prices are quoted based on current market conditions. The quoted amount of assets shown is the actual amount of assets you will receive in your account once the conversion is executed.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">If ftx has a wbtc/usd it doesn&#8217;t need to convert to anything. They&#8217;ll either sell that or convert to Eth and sell that.. why would they turn it into actual Bitcoin??</p>
<p>&mdash; Camelot N. Snyder (@SkinnyHaselhof) <a href="https://twitter.com/SkinnyHaselhof/status/1545245727772778499?ref_src=twsrc%5Etfw">July 8, 2022</a></p></blockquote>
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<p>Through a digital mining process, you are able to discover new bitcoin. This involved discovering the unique has of new blocks through an algorithm. On the heels of the economic recession in 2009, Bitcoin was created. The concept of Bitcoin was explained in a white paper written by a person or a group of people who were using the pseudonym Satoshi Nakamoto that was published in 2008. The true identity of Satoshi Nakamoto hasn’t been discovered to this day. Website Ex-Rate rounds to the integer, that&#8217;s why you won&#8217;t see the impossible results like a long number of kopecks.</p>
<ul>
<li>There are several ways to verify that a bitcoin conversion site is safe.</li>
<li>CoinGecko provides a fundamental analysis of the crypto market.</li>
<li>This trend is determined by the technical indicators on our Bitcoin price prediction page.</li>
<li>Currency World delivers instant currency conversion and fresh exchange rates in a user-friendly interface.</li>
<li>Need to know when a currency hits a specific rate?</li>
</ul>
<p>Digital tokens are extremely volatile and their values fluctuate a lot so if your timing is wrong you potentially stand to lose money. On the other hand, a risk-averse investor, seeing the uncertainty around digital currencies, might consider converting their digital money to fiat currency. Compare cryptocurrency exchanges by fees, fiat currencies and deposit methods to find the right fit for your needs. Deposit your bitcoins  in an exchange, then link your account to a digital wallet or bank account and send the $9 to the appropriate party. There is no fixed percentage or value that defines a favorable exchange rate. Some people might feel that if the value of a bitcoin rises by $100, it is a good time to convert their currency. Others might wait until the value they’d get rises by 5 percent. Select the strongest security options when you sign up. You might also want to enable a multi-signature option, which requires multiple independent approvals before making a bitcoin conversion or withdrawal. Find out more about the USD BTC Exchange Rate, including a graph of historical pricing.</p>
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<p lang="en" dir="ltr">I&#8217;m all for getting to the root of the problems causing 70% inflation. But goods are not priced in Bitcoin. They are priced in local currency. Anyone with Bitcoin still has to convert it back at point of sale and usually by way of the USD.</p>
<p>&mdash; Robert Ferry (@robert_ferry) <a href="https://twitter.com/robert_ferry/status/1545792722539249669?ref_src=twsrc%5Etfw">July 9, 2022</a></p></blockquote>
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<p>To see the latest exchange rate and see Bitcoin historical prices, head over to the Bitcoin page. The highest Bitcoin has been against US Dollar in the last 30 days was 24,238 US Dollar on UTC. The lowest exchange rate in the last 30 days was 18,703 USD on UTC which indicates a volatility of 5.61%. This chart indicates the historical change of the Bitcoin to US Dollar conversion rate over the past 30 days.<br />
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a><br />
The easiest and most effective way to get crypto is to convert dollars to bitcoin. There are many online services that offer to exchange cash to bitcoin. If you want to save money and enjoy impeccable service, you can’t but use the Switchere.com converter. If you still worry that USD to BTC exchange is a good idea, you should consider the following information. USD to bitcoin exchange has some peculiarities you should consider. You can waste time searching for services with the lowest prices or use Switchere.com.</p>
<p>The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies. CEX.IO is one of the world’s most popular fiat-to-crypto and crypto-to-fiat exchanges. All functions of the platform are designed primarily with the user in mind, thinking of your convenience, and needs. Whether you are a beginner or a professional, the simplicity of use is very important in both cases. The CEX.IO team makes a lot of effort to create FAQ and tips, but if you have any questions, you can always contact our 24/7 Support Team. Also, the contact button with an assistant on the site is always available. Hit a button and we&#8217;ll give you a hand whenever you need it. Buy Bitcoin or other cryptocurrencies instantly using your Visa or Mastercard credit or debit card in a Buy/Sell section.</p>
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<h3>Bitcoin Traders in Argentina Restricted From Buying Dollars &#8211; Decrypt</h3>
<p>Bitcoin Traders in Argentina Restricted From Buying Dollars.</p>
<p>Posted: Fri, 22 Jul 2022 20:20:28 GMT [<a href='https://decrypt.co/105772/bitcoin-traders-argentina-restricted-buying-dollars' rel="nofollow">source</a>]</p>
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<p>The rate is updated automatically several times per 24 hours. Here’s a list of the different Bitcoin units you may encounter. You can click the Satoshi value below to use it in the calculator above instantly. The best marketplaces will allow desktop as well as mobile access. Questions and responses on finder.com are not provided, paid for or otherwise endorsed by any bank or brand. These banks and brands are not responsible for ensuring that comments are answered or accurate. Jing Jun Ma is a tech and data expert with more than a decade of experience in digital marketing and programming. He wrangles data to make it useful for consumers facing a decision. Buy, send and convert from 27 currencies in seconds, all on one platform. Each Bitcoin is equal to 100 million Satoshis, or “Sats” for short, making a Satoshi the smallest unit of Bitcoin currently recorded on the blockchain.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="convert usd to bitcoin"/><br />
Read more about <a href="https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-litecoin/">can i mine litecoin</a> here. Q Cryptocurrency Report As we reach the midpoint of the year, it looks like 2022 is shaping up to be an annus horribilis for the crypto market. It&#8217;s recommended that you ask for proof of ID and payment before releasing your cryptocurrency. There is a finite supply of 21 million coins with Bitcoin. However, when Bitcoin was launched in 2009, not all of these coins were released.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Calculate profit with ROI calculator</title>
		<link>http://www.aobakids.jp/wp/2022/03/30/calculate-profit-with-roi-calculator/</link>
		<comments>http://www.aobakids.jp/wp/2022/03/30/calculate-profit-with-roi-calculator/#comments</comments>
		<pubDate>Wed, 30 Mar 2022 14:32:46 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=3361</guid>
		<description><![CDATA[Content Practice and theory of calculations Why Trade C &#8230; <a href="http://www.aobakids.jp/wp/2022/03/30/calculate-profit-with-roi-calculator/" class="more-link">続きを読む <span class="screen-reader-text">Calculate profit with ROI calculator</span></a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Practice and theory of calculations</a></li>
<li><a href="#toc-1">Why Trade Cryptocurrencies</a></li>
</ul>
</div>
<p>Transactions, fees and staking rewards are now supported. You will receive an email with instructions for how to confirm your email address in a few minutes. If the yield is generated annually, then the APR and APY should be precisely the same. The biggest takeaway from the table is that percentage loss does not equal the gain percentage needed to get back to where you started. Enter the value of <a href="https://www.beaxy.com/glossary/fomo/">https://www.beaxy.com/glossary/fomo/</a> the trade ($) and the leverage (%) into the Crypto Margin Calculator. The calculator will evaluate and display the Crypto Margin. You can get an idea of how volatile the crypto market is. You can share your crypto calculator results with others. Ripple is a real-time gross settlement system , currency exchange and remittance network created by Ripple Labs Inc., a US-based technology company.</p>
<p>Bitcovault &#8211; is a BTC and crypto AMTs manufacturer, cryptocurrency ATM software developer and the first online store of BTMs, providing services in the US and worldwide. Despite the recent spike in popularity of cryptocurrency, some banks remain cautious when working with crypto-related businesses. Examine available solutions and best practices to make sure they meet the bank&#8217;s requirements. Even if all legal requirements are met, some banks may still refuse to support you. All calculations are approximate,  values may vary depending on the country, state, selected location, and a variety of other variables that our calculator does not take into account. This calculator estimates the profitability and return on investment of purchasing a Bitcoin Teller Machine . Therefore, while calculating net profit, you must deduct the exchange fees from the gross profit. By using this average price calculator tool you don’t need any Excel sheet or you don’t have to go through any tedious process of calculating numbers manually.</p>
<h2 id="toc-0">Practice and theory of calculations</h2>
<p>DataFeed is distributed financial data hub streaming chart for- 1600+ Vietnam stocks,&#8230; Coin Arbitrages is the most comprehensive arbitrage calculator application that compares the&#8230; The projected savings are estimates and actual saving may differ. We strongly encourage each firm to compute their own applicable rebate. For anyone who is entering this type of business, choosing the right location for a BTM is a very crucial part . Our team is capable of assisting you with this essential business decision. For our retail clients that already own and operate a physical location, the questions of where to place is not a concern. For partners starting from scratch, location is a crucial decision. Our team is capable of helping you through this essential business plan. Seek legal advice when setting up your BTM business in the United States.</p>
<p>Underpinning our system is a software solution designed with ingenuity at its heart. Gains and losses are calculated on your chosen cost bases. You can choose your preferred basis that delivers the best tax outcome. Once you’ve set the open and close price, you can then choose the currency in which you’d like to understand your potential profit. Now that you’ve understood how impermanent loss occurs, how do you calculate exactly how much you’ve lost from providing liquidity? If the price of the assets in a pool changes by a certain amount, the total value of your deposits will be affected, and we can simply plot these results on a graph. Since we are talking about the price change, it does not matter whether the price of the assets goes up or down, as you would still be better off holding the assets instead. With that being said, the APY can also fluctuate based on the token price and the total amount of deposits.</p>
<h2 id="toc-1">Why Trade Cryptocurrencies</h2>
<p>Currently, the average buy-to-sell ratio is 90% to 10%, indicating a preference towards one-way BTMs. There are times when the market shifts and the two-way machines are in high demand. However, with the current level of market confidence in Bitcoin, a buy-only BTM option can still provide you with a consistent income. As cryptocurrencies near mass adoption, the regulations are tightening.<br />
This means all transactions, from selling coins to using cryptos for purchases, are subject to the same tax treatment as other capital gains and losses. There are different types of crypto tax calculators available in the market, like the Crypto Trader Tax. The taxable amount also depends on how long a trader holds the crypto assets. The more you hold the cryptocurrencies, the less your taxes are. So, if you hold cryptocurrencies for longer periods, your taxes will be lower compared to short-term cryptocurrencies. So, it is always profitable to hold crypto assets for the long term. Note, taxes are only levied on profits, and traders do not have to pay any capital gains tax if they incur losses. While the trading calculator does not give you an objective measure of risk, it can calculate a number of data points that will let you know what your risk in each trade is. For example, you can use the trading calculator to determine your position sizing and your risk/reward ratio for any trade.<br />
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
We will import data from your exchanges on a reoccurring basis. Choose your package based on the number of trades you want to add. We can set you up so that you can service all you clients with one login. PDF Reports that you can save All reports in Coin Trade Ledger are created as PDF files so you can save them to your local computer to access any time or send to your accountant. You have a range of options to value your opening and closing stock or allow us to choose the best option to minimise your tax burden. Trades, deposits and withdrawals are supported and are included in the reports.<br />
This average down calculator will give you the average price for both average down and average up. Simply input the number of shares of each buy and the purchase price of the stock to get the average share price. Crypto is short for cryptocurrency, they are digital assets which people trade online. Calculating crypto taxes can be tricky, especially when you&#8217;re new to the world of cryptocurrencies.</p>
<p>Some protocols usually provide returns in the form of other tokens, where users need to manually claim, sell the tokens and compound them to their initial deposit. The APY shown will then be the yield that depositors can expect to receive if they manually compound on a daily or weekly basis. The idea of cutting your losses short is to not let your return to break-even get too out of control on any one position. Risking large amounts of capital on any one crypto trade could unexpectedly destroy an entire portfolio. You can compare the potential profits of different crypto assets. Stellar is a decentralized protocol that enables you to send money to anyone in the world, instantly, for free. Stellar’s vision is to build an open financial system that gives people of all income levels access to simple, secure, and affordable financial services. Additionally, DEXs are often more private than centralized exchanges. This is because there is no need to provide personal information, such as your name or email address.</p>
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<h3>How TDS on crypto and virtual digital assets will work from today &#8211; Economic Times</h3>
<p>How TDS on crypto and virtual digital assets will work from today.</p>
<p>Posted: Fri, 01 Jul 2022 07:00:00 GMT [<a href='https://economictimes.indiatimes.com/wealth/tax/how-tds-on-crypto-virtual-digital-assets-will-work-from-july-1-2022/articleshow/92409625.cms' rel="nofollow">source</a>]</p>
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<p>A BTM business is not exempt including licenses such as Money Service Business licenses. Contact our client support to learn more about regulations in your local area. Currently, the average buy compared to sell is 90% to 10%, so there is a bias towards buy-only BTMs. There are times when the market will swing and two-way machines will be in demand. However, with market confidence in Bitcoin as it is at present, a buy-only machine can still provide you with a steady income. Once you’ve established an idea of the profitability of your cryptocurrency business, do not waste time, start your journey to financial success and independence now. Best practices and helpful tools for calculating the profits from your cryptocurrency investments. Or let’s say you are currently in a losing trade and you wish to buy or sell more contracts to average down your entry so that you can breakeven. It is essential that you determine the average price particularly before adding to your existing position. If you are an investor then this tool can be used to calculate the average share price of a stock that you purchased multiple times.</p>
<h2 id="toc-3">How to use Crypto Profit Calculator:</h2>
<p>In some cases, you may even be able to trade anonymously. If you&#8217;re looking to purchase cryptocurrency with fiat currency, there are a few things to keep in mind. First, make sure the exchange you&#8217;re using is reputable and has a good track record. There have been a number of scams and hacks in the cryptocurrency space, so it&#8217;s important to use an exchange that you can trust. Most exchanges will require you to verify your identity before you can buy or sell cryptocurrencies. This usually involves providing some form of government-issued ID, like a passport or driver&#8217;s license. Once you&#8217;re verified, you&#8217;ll be able to buy or sell cryptocurrencies on the exchange.</p>
<ul>
<li>Miners &#038; PSP&#8217;s Automatically convert funds.Individuals Jumpstart your trading.Advanced traders Stay ahead of the curve.</li>
<li>Summarily, gas fees are compulsory for Ethereum investments.</li>
<li>Positive values mean realised profit, while negative ones signal a losing trade.</li>
<li>I will show you two ways to calculate your crypto trading profit manually.</li>
<li>We also offer a 30 day 100% money back guarantee, where if you contact our support team you can collect a full refund.</li>
<li>The more you hold the cryptocurrencies, the less your taxes are.</li>
</ul>
<p>Find out which cryptocurrency exchange is better between eToro and Crypto.com. On holdings, pay with your crypto for cashback at stores, get loans and more with this complete crypto-finance platform. Sign up through Finder for a 5% discount on all trading fees. You can add any number of miners obtaining different options of hash rate, power for various algorithms, and having various energy prices. Then you&#8217;ll get information about every coin profit on each miner. Alternatively, you purchased Cryptocurrency at a particular price and you would like to understand when to sell it to not exceed your loss threshold. After selecting either ‘Long’ or ‘Short’ the trader needs to select the leverage, entry price and what ROE% they would like from that trade. Read more about <a href="https://www.beaxy.com/exchange/ltc-btc/">convert bitcoin to litecoin</a> here. The MetaTrader 4 is the trading platform that millions of traders choose to trade on.</p>
<p>In the Selling Crypto Price’ field, enter the price of the cryptocurrency when you sold the crypto. In the ‘Initial Crypto Price’ field, enter the price of the cryptocurrency when you purchased the crypto. Phemex is a professional and trustworthy global cryptocurrency and derivatives trading platform. This one is slightly more complicated than the last one, but that’s because it has more to offer. All of this extra information will give you a much better idea of your profit potential, total revenue, and total electricity costs in USD. If you want to convert your satoshi to cash, you would need to find people who are willing to trade your Satoshi for  fiat money. Another way is to buy a product using your Satoshi and then when you already have the product, find people who want to buy them from you with cash. We size up the 2 largest stablecoins on the crypto market – Tether and USD Coin – to see how they compare. Find out which cryptocurrency exchange is better for beginners, Binance.US or Bittrex.<br />
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" width="305px" alt="crypto trading calculator"/><br />
Please appreciate that there may be other options available to you than the products, providers or services covered by our service. Now that&#8217;s over, with the Crypto Investment Calculator you&#8217;ll see the present price and calculate your calculation in no time. If you&#8217;re the sort of long-term investment planning company, then you&#8217;ll calculate your profit on the Invest page, all on the first top 100 cryptocurrencies. With a few simple inputs, our position size calculator will help you find the approximate amount of currency units to buy or sell to control your maximum risk per position.</p>
<p>For example, if your cost basis is $5,000 and the proceeds are $10,000, then, your profits are $5,000 . Remember that only the net profits are taxable and not the entire proceeds or income. CryptoMarketCap Calculator – This tool allows you to calculate your cryptocurrency conversion into fiat currencies and vice versa. Enter the number of currencies, the fiat or cryptocurrency of your choice, select the currency you want to convert into, and the calculator will give you the price.<br />
Asides from gas and exchange fees, other investment fees may also apply. Defi apps, in particular, have several structures that often require different charges. If you delve into a new investment scheme without aptly researching the fees involved, you’ll suffer huge losses. So, if you happen to be investing in an ERC-20 token, you should expect to pay gas fees. These fees should always be weighed against your investments to know precisely how much you’re earning or losing per investment. As a crypto investor, there are several ways to gain profits. As a miner for a proof-of-work blockchain, you can earn profits by providing computing power to the network, powering the blockchain, and validating transactions. Build accurate, detailed financial reports for your crypto trading. This plan provides the most value for money for large volume traders as you can add as many transactions as you need. When you&#8217;re choosing the best platform for managing your cryptocurrency trading data, consider the following benefits&#8230;<br />
Specifically, that&#8217;s 12.86% extra you now need to make than what you lost. Litecoin is a cryptocurrency that was created in 2011 as a fork of Bitcoin. Litecoin is similar to Bitcoin in many ways, but it has some technical differences that make it faster and cheaper to use. Bitcoin Cash is a fork of Bitcoin that was created in August 2017. It is similar to Bitcoin in that it is also a decentralized cryptocurrency, but it has some differences in its technical details. Some of the most popular centralized crypto exchanges include Binance, Coinbase, and Kraken. Track crypto portfolio and cryptocurrency market with Hodler in one place.<br />
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" width="308px" alt="crypto trading calculator"/><br />
The legal regulations will depend on the home state of the business. Operating a buy-only Bitcoin ATM means owners will need to organize regular cash collection, bank delivery, and bank transfers to replenish crypto balances. Taxes will be calculated based on the tax laws of the country. The dollar equivalent of the money you spent to make an investment. The answer to this question depends on what your goals are. If you&#8217;re just looking to make a quick buck and get out, then no, you don&#8217;t need to reinvest your profits.<br />
It’s all well and good to buy crypto at low prices and sell them when their prices spike. However, many other factors determine whether you’ll be making a handy profit or a wrecking loss. If you’re starting out with a few coins, then a spreadsheet is a great way to keep track of earnings. As market prices change daily, you’ll have to update the prices at the same rate. However, maintaining a spreadsheet with a widespread portfolio will be just as difficult. As data analytics tools, these solutions can help you to monitor exactly how much you’ve been losing or earning since you started your investment journey. You can make entries based on the date you traded, the amount traded, portfolio coins, etc. If you like to buy a token at the floor price, you can expect to make a maximum profit whenever you decide to sell off the token.</p>
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<h2>What is the Best crypto wallet for beginners?</h2>
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<p>The Best Wallet for Beginners: Coinbase Wallet</p>
<p> The Coinbase hot wallet is our top pick for beginners. In addition to the well-known Coinbase cryptocurrency exchange, Coinbase offers a non-custodial wallet that gives you total control over your digital currencies.</br></br></p>
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<p>Before you invest, look at the coin&#8217;s roadmap, whitepaper, social media channels, and exchanges that it&#8217;s listed on. Look at its price history and the total supply of coins/tokens being created. Don&#8217;t succumb to FOMO and buy into a coin that has just skyrocketed in price because of hype; this is a surefire way to lose money quickly! Stay away from hype-driven coins and focus on projects with real-world use cases instead.</p>
<p>You should engage in any such activity only if you are fully aware of the relevant risks. BrokerChooser does not provide investment or any other advice, for further information please read our General Terms and Conditions. This PDF report shows data in sections such as fees, capital losses, short term gains and long term gains with totals for each section. The final page Includes a summary with total losses carried forward, fees, short-term, long-term realisations and more. The biggest risk to the widespread adoption of cryptocurrency is its volatility.</p>
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