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)
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. Ian Webster is an engineer and data expert based in San Mateo, California.
- In the last 24 hours.BTC has a circulating supply of 19.32 M BTC and a max supply of 21 M BTC.
- Read our guide, if you are interested in learning how to buy Bitcoin.
- You can send a variety of international currencies to multiple countries reliably, quickly, and safely, and at a rate cheaper than most banks.
- Bitcoin is trending downwards, decreasing — in the last 30 days.
- By using this feature you can easily convert Bitcoins to USD, for example, and send the proceeds right to your card.
Forcing a transaction is impossible because they would have to control 51% of all miners. 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.
Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market. Before making the decision to buy or sell any cryptocurrency, you should carefully consider both technical and fundamental factors, as well as your financial situation. The cryptocurrency market is also highly volatile, which means it may not be suitable for investors with a low risk tolerance. You can convert Bitcoin to US Dollar by selling BTC for USD on a cryptocurrency exchange.
USD to Satoshi
Performance information may have changed since the time of publication. Learn everything you need to know about Bitcoin in just 7 days. This chart will allow users to see the BTC/USD oscillation, and look at last year’s data. In the majority of cases, this data is sufficient to predict future changes. The most common way of converting BTC to USD is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc. The ultimate tools for crypto traders to maximize trading profits while minimizing risk and loss.
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. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users.
Convert US Dollars to popular cryptocurrencies
The total dollar value of all transactions for this asset over the past 24 hours. Popularity is based on the relative market cap of assets. The percent change in trading volume for this asset compared to 24 hours ago. 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. Deposit crypto to our exchange and trade with deep liquidity and low fees.
How much is 1 Bitcoin in USD?
1 Bitcoin expressed in USD is worth 20,791 USD, according to the BTC to USD exchange rate, which was last updated on Mar 11, 2023 at 13:03 UTC.
The percent change in trading volume for this asset compared to 1 hour ago. This graph shows the conversion rate of 1 Bitcoin to 1 USD at the first of each month. Sorry, we don’t have information for one of the dates you selected. This calculator is not realtime – try querying data for a previous month. Yes, you can top up your CEX.IO balance with fiat funds using SWIFT, ACH, Faster Payments, and SEPA wire transfers. Just make sure this option is available in your country.
Our how much is 1 bitcoin in usd rankings show that the most popular US Dollar exchange rate is the USD to USD rate. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency.
Simply enter the amount of Bitcoin you wish to convert to USD and the conversion amount automatically populates. You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 BTC, .5 BTC, 1 BTC, 5 BTC, or even 10 BTC. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and storing card credentials.
A hyperlink to or positive reference to or review of a broker or exchange should not be understood to be an endorsement of that broker or exchange’s products or services. 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.
Crypto bank Silvergate says it’ll shut down as the market meltdown claims its first mainstream casualty
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.
Bitcoin Price Forecast: BTC/USD Grinds Lower, Trapped Below $22,000. – DailyFX
Bitcoin Price Forecast: BTC/USD Grinds Lower, Trapped Below $22,000..
Posted: Wed, 08 Mar 2023 16:30:47 GMT [source]
These are the highest points the exchange rate has been at in the last 30 and 90-day periods. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking.
Live BTC to USD converter & Bitcoin to US Dollar calculator with BTC to USD price chart
It’s organized through a network known as a blockchain, which is basically an online ledger that keeps a secure record of each transaction and bitcoin price all in one place. Every time anyone buys or sells bitcoin, the swap gets logged. Several hundred of these back-and-forths make up a block.
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)
The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. Bitcoin mining is the process where miners contribute the processing power of their hardware rigs to solve cryptographic puzzles from each transaction on the Bitcoin blockchain. Miners receive BTC for solving cryptographic puzzles, and transactions are recorded in blocks that get added to the blockchain. Bitcoin and blockchain technology introduce solutions for real-world issues, seeking to help the unbanked population, combat counterfeiting and improve cross-border transactions to name a few. Even if we disregard the notion of bitcoin as a speculative asset or store of value, it is likely here to stay and disrupt many sectors.
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. Each new block has a value called a “target hash.” In order to win the right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash.
How much is 1 Bitcoin in US Dollar?
Bitcoin price in USD is constantly changing. At this moment, 1 Bitcoin equals 20366 USD
How to Complete Identity Verification Identity Verification or Know Your Customer standards are designed to protect your account against fraud, corruption, money laundering, and terrorist financing. Binance requires users to complete Identity Verification to increase their account security. 4 ways you can sell your Bitcoin into cash at the rate that’s most favorable to you. If you are looking for LINK quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. Market cap is calculated by multiplying the asset’s circulating supply with its current price.
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KGyjAcCNnVQO7G5fzpQrGcHCtaIulZxsHgPr1h9pqdx/1FItyJzUtcZltyMtxAbCXWS42+ClK1Ar8kDapRx5sfk7gfxBl6PTpubxmlXeYu7InuTrjEUUpaEd1vZyUu4WN60L2FQbJbAKSCrd0bnGrRioTc23QHZ4cmzIHLZcjJWlcc4Uohbgwk5ByewEFW3Izj2njppO9WeVd4Wm7v/q77MdMZyO02++pxZR/LQpY3bVpUkjtyO7rQngcnE8G7Vtoli4QONV7lPGdAfKZKnUp5LJbDiDh1QWcNgoBTgFIB7VKr3zcn0h9NeW23jvpC5yHojNguCHm4xkIDgjgOHmsthAVzMAkyGjk4SAVAkFJAt03xu0rqe5x7bC0/cGjIDhS46I+AEqcR1CXCrqplwdAcYBOAoZEHpu5PpD6abk+kPprymbx80pFubdsY03cZJedhx0PNpZDJekoaWhBWV7UEB4Z3EfFVt3bTj0ayToN9s0G9xYvLZnx25LaXEJ3JStIUAcZGevmJoSc3xK0A/r9i3MxtQC3eIPLdKVsrdQ4VIKQrCHWyFozuQrccHzGuLg8D+IltYCIvH69qdAdSFPx3FoQlS3SlKWxICQEoW2kdCQWUqBAKkn0jV+prVoy2fxa42yRIYAeUvxZpK1JDbDjx6EgnKWiABk5I/rXK3LjZpG1WmPe5dnmpiP27+ILXtZBYO4JDLgKxscJ3Yz0OxeCcUBxzng4a5daisucf75sgJt6YoRHdSGvF0gOKx4ztKnSlBJI8kgkAklRs/0G8T7k1qfTeoOLkmTZLjEjMWuSt+Q9JaWiQh3LjRWlI2pb5eeYrmBai5kZSevufGrR9mtMW6XS1TGVTnp7UWMENLdfERLhWtASshSVFspQQcq3JONuVDGd456YTpw6mZ0teJEXxhqOhLMdtxayuOp/ICFH4qEkKBwUkjOOuA8zlpXA3jKwllm1+EBPW1HgTGWw4y6x/OWlKWQQh0p2jLmVYykBGwBXlp6bhnwz4gaK1fOn6h4mStQWR23soaYfWsLVOyUuOqQrdtSG0NAeWsqJUTg5Uva6d4pWnUF/Rp46akwXyspKpD0YDG99CSkBwqXlUV7okEgAE4B6d54ux6lv3RSxRPcn0h9NclxS0TM4i6NkaXtuqZOnpLkqJKauEZG9xpTEht4AJ3JyFcvaRnGCcgjpXVeLsepb90VptXagtuj7E9fplvXJbaW02GWQ2HHFOLShKU71JBUSoAJzknAAJIFAeWaS8H/W+kJttRB49X560W2W26ID7TqzIjoWVcl1apBzu3eUtKUk4GemQceRwA4jQXZ7umeOU+IzPvMi6uQzGcbQUPIKeSXUP8zCSor3fGJSkAoABHc6j4rad0zDTLm2OavMpyKtpAYC0FL6WAohSxlKnFpxjPTJOMGtUxx50e9DelmwXFCmXG2+UUxypW7n7iCHCMJ8Vd8/leRt3bxQHLW3gbxgt862XKVx1uVyfjPtMSN7zrQcihzLzpGVhTjjQSjlAIQlQSsKKkkue+bk+kPpryu1cedJ3i1zbtD01dS3Ct4uJRy2VOOJKmwEJShaiVEOoPd1IzuSQLbPxqs15fbZRo+4xEuJDm+Y5FYCUeTuyFuAhSd4Gwjd29OhwB6fuT6Q+mm5PpD6ah4ux6lv3RTxdj1LfuigJ5B7CKV+JbbR8RCU57hilASpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQHAamlS4OpFczRMOXBddjKemptqpDi0EKSvcQBgpTnqcgDp1KgKhnUkKWpiBpC2tqUHG0TkWvagpD6GkNlAc3AbAVlRONu0gdCB6FSgPLr3qK7iWY1s4eJeswAfivG0Lkc3cklSghGNhzlWCASBjtUK/FytRvXKLAi6GtrSF22PML67G4ptuQoBK05Kk4IACdnxgMZ6CvUqUBy2lW3Zzb8W7WOIymC6AwgWxUdDagpXRG8kLx5KgtHTyyB1BrduWOyPOKdds8Fa1uc1SlR0EleMbicduCRms6lAVRYsWCwiLCjNR2WxhDbSAhKR8wHQVyWuZV7t0j+J2eyRJqmYak7l2x2S7uU4kBCS2d209SoAdNoPWuypQHl8q56guUF+c7oeCu5x332ymRZ3HC5GDSlBYyQoeWHEAdS50ICQsVivXK+Lss+6r4bwxcIjrLMZJsDjhU2rGVBIO5QPLaVgY2eSk5KK9apQHnlqRdZFxjRL5pa2NsyFuJ2osa8FHMcBCnNxQ308rKui+YcDtz27NmtEd5Mhi1Q23UFRS4hhIUCQAcEDPUAA/0FZlKA1ytN6dUgNqsNuKACkJMVGACckYx5z1/rWehCG0JbbSEpSMBIGAB3CpUoCDrLTydrzSHE9ykgjsx/7E1RHtltiJcRFt8ZlLyUocDbSUhaQkJAOB1ASAAO4YrKpQGMbZbTzM2+MeagNr/lJ8pICgEnp1GFKGP+I99U/wCxclUf8AgsDlLWHFI8WRtUsdiiMYJHfWfSgMf+HwOe3K8Sj85ndy3OWncjd8bBxkZ8/fWRSlAKplwoc9kxp0RmS0SFFt5sLTkHIOD06VdSgMJ6yWaRIMuRaYbr6khJcWwlSiBuwMkZx5a/fV3moJ0/YUkFNkgAgJAxGR2J24HZ5ticf8o7hWwpQGEmyWZKFtptEIIcbLS0iOjCkElRSRjqMknHZkmv02e0ltpo2uIUMKStpPIThtSRhJSMdCB0GOysylAKUpQClKUBWtS+ahtBAylSiSM9mPzqBdSl9MYy2g8tJWls43FIIBIGc4BI6/OKkr/tKP+Rf/ALprgb3wyv8Ae9fM6xd1utuLEU2IsFEPaWmguOtbZcCwVBSmFHqP/E+bqB3bb7by1ttTGlrQSlSUkEpI7QRnp2j6asw5nHNGf+WvNpnB24S3HX2tZKgvtR5MWBIgxFx3mkOupcBeWh4F9QIUOu1PlZCQoEnWxeBeoo62pjnFW7OTkuJ3vlUrHKSWMNoSZJCR/JWTndlTmSDghQHrW5xLyG1KBCkqPZjsx+dVy7jb7ekKnz48YEgAvOpQCT2dpqa/+0tf8i/+laS+6LgaiuAmXKW8tkNJb8UU0y4zuBJC8LQo7uvfjoKA34cbJ2hxOc7cZ8+M4+jrX7kZIyMjtFcBf+FTt3u829wdUSYEiTITJaShtRQ0vlJaWSErSokpQkZBGBuHnNYh4RXhMcJa4j3hMhaFIkOlx4h0lzduwHgpJAwkeVgAdB1OetYcDSbyU+jOZ5cybSx6dUeldvUUJAGScAVzGjNHTtKPTDI1FIuLD7UdpllwOYYDSSkkbnFjKuhO0JGQenZjopsVudDfhOlQRIaU0opOCAoEHB8x61z5IxjKoO1zNoSlKNyVMoiXuzXDn+IXaHJ8VOH+U+lfK/5sHp2Ht7qywtJSFhQKSMg56Y768xsvBV63tXJ+5atduNymRI8FmUuMptDbLDgWyFNpc8ogpSCUlBPUjBORmt8Lr02lCE6+nBtPiyeWhDjaAltG1QShDoSnJ7AAEgdFBw9a0x48Uo3OdPoymSeSLqMbXVHoQUknaFDOM4z5q/a5PReirjpebcZ1y1M9d1zg2hHMbWktISVkDKnF5yVnswO4DsrqH0vLYcRHdS26pBCFqTuCVY6EjIz182azyRjGVQdrmXxylKNyVMqFytxdfYE6OXIu0Pp5gy1uGU7hnycjszV4cbUgOpWkoIyFA9CO/NcpaeHNstltuTb0pybdry0pNwucgbnHlkYyEZ2oSMDCE4ACUjrjNat3hddXVKQrXdyDCnpC+UOZgIcSAlIHN2+Tju2+ils9TfHDHJd+VfKyuSeSL7kb+Z6DWNcLnbbUwJV0uEaGyVhsOPupbSVHsGVEDJ7qwdKWSZp6xx7TPu7lzeZ3bpLgWCvJJHx1rV0+dRrT8T9BOcRdPNWJu9O2wty0SS82gqKglKht6Edu77qzmlGTUXaLxbcU2qZ00S42+4R0y4E6PJYXna606laDg4OCDjoelZAUlQBSoEEZBB7RXBWPhUbRpyBYHNRynjBbkNh4JKSvmuoc8obuoGzGPPmsFjhFemUf/UW5lxOUpcBeBCCEDH+28xSVDGBu2ZBAUle2PHilG5zp9GzLJkyxdRha6o9LCknIBBwcHHmNQL7IWlsvI3rztTuGTjtwK8+f4V3pTDzMXiFdGy82AVrW+pQXtSCrIeHQ4USO3O3BASQrJn8NrlMgxYSdUpbWzFLLsjxNReU6HC4l1Cw6C35R69pI6BST1q3Y4NPzPZle1za/l+6O7yD2Hsr9rzzTPC++aevzF4d15KltJkKkyI6mngH1GOlnaSp9Q2jaFDKSQQnr0r0Oss0McGljlvLo1/JpinOaucd352KUpWRqKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQH5gZ3YGR0zWpiav0tPC1QtQ294NrLayiQk7VBJWQevTyUqP8AQE+atvXiTnArUUq2y7a9eYaG5DLzJCnXHt26JLZSfKSNiQqQ2rljIBQpQOVUB7YCCMg9KgJDCn1xkupLqEpWpGeoSokAn5jtP0GvMEcLLqHLop6HZ3kznIimgp5z+VEbDAct2NmPF1FpxXTAJc6oOSTNfCSfPjwIN4nx34THKD8UrcLam0CZhodm5A8ZaSM9oa6jsFGEegXe8WWzNtP3m4RoqXFctovLCSpWM4T5ycDPTuqVvuNouyXV22YxJSwsNuFte7YooSsA/PtWhX9FCuWe0jqGLI0neocmJPuGn7e7b5LctxaESA6hoKdS4EqKVhTKepScpUodK0N14UXyVebtqWDKt7NwuzjvPQpS1trYXGjNFk7klJG5hZBKCPKSSk4IoD093xZlO95SEJJCcqVgZJwB/UkgVPlN+iK8oTwalybAiHeE26bLhohtw0PLUtltDExbykfFASFtlDeQjoBjGOldfovScrTNyvslwMIj3SUJLaEuc1wKyrducKEqKcFASk7tgBAO3AAHUcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgIcpv0BTlN+gKnSgK1IZQkrWEpSkZJJwAKojTLVNUUQ5kZ9SRkhp1KiB39DX5eYCrpaJ1sSppKpcZ1gF5vmIBWkp8pORuHXqMjI6ZFeacIuDNw4bXuZdpknS7iZMXxcC02NUJzO9KsqWXl7k+T2YHXBz0oD1YAAYFK/aUApSlAK/CQkFRz0GegzX7UVpQtCkOJBQoEKB7CPPQHPscQdGyGBITfWG07OYUvJU0tKcZyULAUBjB6jzjvGc7/MdrctRvcSR4zCDbjnMZSpwkIyFYSkFSiCkjABORgCqhpfSAVvFgtO7aE58WbzgJCQOzswlIx3JHcKyHbVZ3ISrb4tEENxK0Lj8tPKWledwKewg5OR58mgMSwaxseplvIssxMkRyA4pIUAkncMdQOoKVAjzEEGsO+cRtM6cnott4lOsPuNB5P+rOqQUlYQBvSkoCio9E53EBRAwlRGdZdM6Y05zf4BarbbUvr5jyYcZtkOKxjcrYBk/Oa/LjpjTV4/8Ai1tt07y2nP8AWY7bvltKKm1eUD1QpRKT5iSRjNAZF1v8KyWuRebjvRFiNLfeUhtThShAyo7UgqOBk4AJrFses9P6jlzIVluTMp63rDcpDaslpRKgAf6lCvoNZk+12q6QXbZcmo8uK+hTbzD6EuNuoV2pUlWQQe41XbrHYrQ6t22Q4URToSHCwyhsrCc7QdoGcZOO7J76A1d54k6S09OXbr3dW4T6Esqw8laUqDqlJb2qxtUSpChgEkdM4yM7xy6MtxPHSCprYXMpBV5IGcgDqendWvlaU0tOluTptptsiS6Gwt52M2txQbJU3lRGTtJJT3EnFbBcOC5GERami1tKCggFJSRjGOzGPNQGHZdVWfUKVKtEtuQG9nMCchTZWgLSFJIBSSlSTg9cEVxd68ITh9p+5TLTc37mmRAdUxI5VnmvIbWlhT5SVtsqRkMoK+34uD5xntrTYLFYkFqzxYsNpRSS2whLaPJQlCQEjoAEoSkAdAEgVrJ2gNJ3NL6Ljb7fKTKUtT6X4zTgdKmuUoqCgd2Wv5Zz2o8ns6VeG7/UVd+BTD4raMmaId4ifxPkWKOqQh+RIYdZUyph1TLqVtrSHEqS4lSCkpzkYxW1tGrrLfZb0K2Sec7HAU6AhQCQXXWgckAHy2HR09HPYQTVa9IaVs1giaXtlqtsa0wdvi0JmM03HZCVBSAhtICU7VAEYHQgEV+2jR2jrBMVcLJYbRb5K07FuxYbTK1p3FW0qSASNylKx3kntNVdXoSrN/Soc5r1qPeFOc161HvCoJJ0qHOa9aj3hTnNetR7woCdKhzmvWo94U5zXrUe8KAnSoc5r1qPeFOc161HvCgJ0qHOa9aj3hTnNetR7woCdKhzmvWo94U5zXrUe8KAnSoc5r1qPeFOc161HvCgJ0qHOa9aj3hTnNetR7woCdaWTrLTUKQ7Fm3VuO4ytTag6hSRlIBUQSMEAKGSOnb3GtvzmvWo94VgzLPp244NwtVulYXzBzmEL8r0uo7fnoBb77bbywJNmltS2+cphSkk4StIJIPTtGKw5GstPxbmbNJvENqcFJT4utZC8ns6Y7O3r2dD3VnphwoyAm2piRP5pdIQ2AlSiDkkAjJOe2tcNM2cTl3RUO0OTXCSqS5DC3Tnzb1KKsdTgZwPNQGVIv8AEjQ35zy9rMZ7xdw8twkL3BOAnbk9SMEDBzWvj6+0/LYakxpTjjT4aLakxH8KDq9qMeR5zj+mQTgEVe5pu0POPuPQrM4qStDj26CkhxaVlaVKBVgqCjuB7c9alH07aYjzciJBsjLrPRtbdvQlSOpPQhWR1Uo/3PfQG3Dqw5y3ED4pV5JJ7P8A/a11v1RZrtzm7dJK3mCsOMuNLaWkpVtVlKwCMH5vOO8VmNbg7zX5bKyE7QEJ2+f+p7qqRarSl5+VDhQ2ZT6Clx9tlIWobirCiOpG4k4z2k0Bq5uvNN22ebbcbrHiSN5bQl8LQHFDtCFFOFkdMhJOMjvrKkaot0Wc1bXnFCQ8tlDaQw6QouhZRghOMYbWSc4G05xiq5OkbRMfdlTLPZH3nyC647bEKUsgEZUScnopQ6+YnvqbumYD6lLdt9qUtTYZK/EAFbAlSAnduzgJWpIHmCiPPQGJcde6ftUqRCnS1IdihReCYzywnajeeqUEfFGfo7xW0hXliet9EcKIiyTEdKm1oAcABO0qSAsdR1TkZyM5BFYb+kbRKdcfk2ayOuulanFrtiFKWVp2rJJPUqScHvHQ1sI8BcdLbLaozbDaisNsx+WMkknHlYHUk9lAZtKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFfhGQRnGR21+0oDlhw9tAS2nxuVhttLY8hnrhO0E/y+vQkdxHQjAAG4slljWGEqDEeecQXFO5dUCQVdo6AfnWxpW09oyZFuyehlDBjg7iiOF+kPophfpD6KlSsTUjhfpD6KYX6Q+ipUoCOF+kPophfpD6KlSgI4X6Q+imF+kPoqVKAjhfpD6KYX6Q+ipUoCOF+kPophfpD6KlSgI4X6Q+imF+kPoqVKAjhfpD6KYX6Q+ipUoCOF+kPophfpD6KlSgI4X6Q+imF+kPoqVKAjhfpD6KYX6Q+ipUoCOF+kPophfpD6KlSgI4X6Q+imF+kPoqVKAjhfpD6KYX6Q+ipUoCOF+kPophfpD6KlSgI4X6Q+imF+kPoqVKAjhfpD6KYX6Q+ipUoCOF+kPorm412kP8SJ1k5LimYdliyVO78IQt195ITt85IaznzbfnrS8SdbDR8xb5WtPK09cp4Lad6tzS46RhP+8cudlc94Ol3n62gXjiZMA5d9MSLHUpRLjiIzRClrHYklbixgH/dz56vpGFqSt6V48/Tz86PLy7dCW1w2SP7rbfRL6tI6q7cJbFeZ9yuEm53FCro4p11LYYAQpSGUeSS2VDowntJ7TnPTGNP4NWO6yX5txvd2ckSVqcdW2WG9ylYycBv5vPnsTnOxG30ClYPDB8UdUti2eTbceOpydq4c2q1ajOqBc7hImlbriuYWkpUpxOFZCG0k/wBz5k5zsRt6ylKtGKjojbHihiTUFV6ilKVY0Fa2PqK0y7xMsDEpKp8FKVusk4VggEEDtI8pPX562Vc1Yw2rVV4dL0JT4CEOJZlqccwCdpW2QA2dpA6E5wTW2KEZRk5eC/2jLJNxlFLxf+mWJveoi20Rp5WV7A4SSA0Skk9O1YBx2Y8/n7dlZ506bCMi525UF0LUC2pQPkjsOf8A+7P7Vn0qJZIyVKKXqTGEk7crKfHIntTPvinjkT2pn3xVuB3UwO6sjQq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qAq8cie1M++KeORPamffFW4HdTA7qA+fOPijK4maMcYfZdjpWzbJTSiClTU1/GT1x8aMkdfSr2zTFgsGmLe5adPNNNRlypExTaCCA486p1fZ5tyzj5sVwt/04/rHiRckxlNp/gZ02/lwkDLMuS+6kYB8rlqTj5yOztr1Gsopubk/keRsGzpbTm2hr9z0fS4v/FHOSL/qNuTc2W9OOrbiLUIy0pJ8YSEskFPUZJ3ujrgZbxnz1q7jrHWzEl0WvQb8yPuPKWVlslPlYJBH/CPrB6Ks9xSrOLfid8sM5cJten0OZg6g1NI1D/D39LuNW5TjiRLKyNqQFbSQR1yUp7PWD0VZz7Tqqx3y53Kz26U4uZaHEtTGVsONlpShlPx0jIIwQRkEEHzitvXn3CxClXTWEtaQku3paTtjloeSkY7fjHGPKHbns85q24yUeN2Ucp4skIXe83d8q8Krx6noNKUrU6xXKaf/APnXURcUylwhjKESCs42DCijPkZGPMOw9owa6utDZ9NyrbfrveJFzVIRcijlsnf/ACEjPQblEefzAVvhlGMJpvitPVGGWMpShS4PX0ZtTc7alIWq4RgkjIJdTgjGc9vd1q5p5l9HMYdQ4nJG5CgRkdo6VqDpCyHk/wAl3MdAQ2Q6rKQCCPP3gH+3d0rNtdog2WKYdtaLTRUV7dxVgnuz/SqyWLd7rd9C8XkvvJUZtKr2O+vPuimx31590VkaFlKr2O+vPuimx31590UBZSq9jvrz7opsd9efdFAWUqvY768+6KbHfXn3RQFlKr2O+vPuimx31590UBZSq9jvrz7opsd9efdFAWUqvY768+6KbHfXn3RQFlKr2O+vPuimx31590UBZSq9jvrz7opsd9efdFAWUqvY768+6KbHfXn3RQFlKr2O+vPuimx31590UBZSq9jvrz7opsd9efdFAWUqvY768+6KbHfXn3RQFlKr2O+vPuimx31590UBZSq9jvrz7opsd9efdFAWUqvY768+6KbHfXn3RQFlcnr/AF/b9AtWyTcscqc++12Ek8uK89gYycktAdAT17K6jY768+6K8Q4kaKvvGLW6YcK48q1aKm25aCCEh2Yt1KpQPTCgiKrsz8ZYHfmHLcW8lflzPP8AxLPmwYf06ubape79kzsOCNq1VG0q/qDXEdyPfdRSv4jJYcVlTCOWhtps5wQQhAJSeoKiPNXodV7HfXn3RX6hKwfKc3f2xU6vVu2dOzYFs2KOJO68XxfNvzb1KF3W1tl1LlyipMc4dCnkjlnyeiuvT46O30k94qDl6s7Li2XrtDQtskLSp9AKSMZBGenxk/SO+tVO0Fpu4uXFyXGeV/FVFUpIkLSlfRsdAD0/2LfZg+TWHN4WaOuTqn7lDkyXVkqU4uU5kk7uvQj1jnvn5sZtz8EispbRruxXq/odK3crc7JVCanxlyEkhTSXUlYIAJBTnPTcM/1HfXAcKp86XftWsypc99DFxUhBkSZLrYIUrIbDwwgAYBDfkZBA7K6mHobTsG8JvzMZ5U1C1LS45IWvClBQJwTj/wARz3z82MXSGiTpa53e5LuSJRub29CExg1yUb1r2kgkrO5xR3Hr2DsAAq1Nyi2uZlOGaeXHKSVJvhyrTl7HU0pStjuFKUoBSueuU7WLVxcattpjuxAobHVY3bdoycFwZO7PTp5v61sbK/d34RcvkNqNJDihsbVuTs8x7T//AHmFayxOMd6166mayKUt2n6GwpVfPa7z7ppz2u8+6ayNCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPa7z7poCylV89rvPumnPaxncfdNAWUrTztX6Xtlzi2W436FHnzlFMeM46EuukDPRPb2f9O+s6Nc7fNStUOW0+G1ltZbVuCVDtScdhHdU0+JRZISbinqjKpVfPa7z7pr8Mhkdq8Z6dhqC5bSuL1/rwWJlmwabfiSNVXVxtm3QntxA3OJSt5wJGQ22grWe8IIHWuSTaOPuo3nbdfdT2rT6bcwHYtwtKFOCbJUkgJW2sdG04JUk4JKhtPTNLiuL9n/57nDm25Y59njg5vy4J8m7STrXXy5o9N1RqCJpXT1w1FOQtxm3x1vltsZW4UjIQkedSjgAeckV5xZeMurE3+327WvDO46ft1xeS2m4vrBZYLycxm1nplwlK0KAztUUbtuQDl2XQmtb7cLfduK2rYlxYhL8cZs0CGpmO3JyCjmLKjz0t7QU5Snysk56Cu11dpyya107O0xe21LiT2i2opGFtq7UuIOPJWk4UlXaCAab1ftX35cvvQwn8ZtP5uNvHXCLrvePe40nw0drU4ByJrHitqmW9D1THg6Cgv+LtCGht2ROkNJ8pYUpKkcresjqFdWjgDINd7ozR9t0RZRZLY9IfQXnJDj0hQU464tWVKUQAO4AAAAAADpV+m7JZNJ2KFpyxRG4sGAylllttvaMDtJAAGScknzkk1sue13n3TS5S4v5eC++ZvsuxrE+2ya5Hxdt1fFLkl4FlKr57XefdNSS4hZwkn6DQ7iVK5KXduIDFxuSGNPx3oTSnUwVp27nf5TZaKv5o6cxTgV0HRI7O04Ea9cWysiVpO3lHLc6pWhJC9h2dOecjeEZGexShnyApebyJOqfocz2lJ1uy9Gd5StDpOZq2ZHfVq21x4TyVgMhkjCk465wtf/uO0jBxuVvqunas2hPfjvVXUUpSpLilKUApVbz7MZpT0h1LbaeqlKOAP71HxyMY7kpDwcaaCiot+Xjb2jA6k/N21NOrItIupXKMcTNKuyHI767lC2gKbXOtkmMHh5yjmIBIB6Hp5x3iskcQ9EqAU3qWE5u6jYvcfurPtIczFbVgfCa9UdFSudHELSB7Lsc93izufo21jr4laaSSERtQvY87OnLg4k/0Ulgg/TTtIcw9qwLjNeqOqpXK/wCkrTJA2R9QrJ7AjTlxUfuYr8/z8p7yrfojVUtv/dc/h4j7v/S+ttQ/ukfTTtI+DI+LweEk+mv8HV0rk161vzSOa9wu1QEHs2OQFq+bKUySRX4eID8ba9eNBaqt8VfRL5iNSvK8wLcVx10Z7yjHeRTtIkfF4lxtdU1/KOtpXKDiZprb5cTUSHAcKZOnbgXE/OUpZJx/xDofMaf6QEPeVbtG6qmJPxVfwsx939pBbI/uB82adpHmPi8HhNPpr7I6ulcn/nm69n+jPVm7zDbC6/38YwP7mpI1hqN47WeF+o0Hty/It6E/SJKj91N9faZPxWPz/wCMvodVSuYVcuIUpJ8T0taoW4EJM25qUpJ8xKGmyD/QLGe8Vr0WfjGE7HNeaXUFABS06ceStPeU/wCtkdAOmQepOeym/wAk/vqQ9pf9EJP5V/k0dm5IYZcaadebQt9RQ0lSgCtQBUQkec4BP9Aax7rd7ZY4Tlyu89mHFZAK3XlhKU5IA6/1IH965O4cJbLe9kvUN7vdyujC0uxLk5KDb0JYx5UdLaUttE4wSlGSCQSRWdA4ZaNhXNu+SbWq6XRkhTU66PLmvskdnLW6Vcvz/Fx20uXIr2m0ybSglyt/ykuPldeZdbeJGg7xc02e2art0iWtO9ttDw/mjGTsV2LwOpCScDtxWUNaaPMxNvGqrQZSyAlkTW95JGQAM56irb/pbTuqbcq0ahs0SfDUpCiy+2FJJSoKH3gdPP2HpUFaN0iq1O2L/K9pFufBDkRMNtLSs9uUAYqe8T+qTq4v1XyrX1t9DNcu1qZQhx65xEJcJCFKeSAojtA69ayW3W3kBxpxK0nsUk5Brl4vCnhhBWtyJw802yXE7VbLWyAR/Tbj88CsRXCTSkJ5cvSQlaWlOEbnLO7yW9uMKTyCCz1Hn2ZzhQOetLly9/8Aojf2pauEX0k7+Vr6dTeP6y0lGua7LJ1Pamp7fx4q5baXU9N3VJOR06/0rTy+LGh0x1GyX2HfJquWmPAt0lpx+QtasJSgFQT/AFJIAHUkCs+Dw+0bBsf+XTYY0yAXeetueDLU67v371qd3KWrd1BJOMDHZW9bixmccqO0jb2bUAYp3hW1SWriuib+nDnWvJHB3Gzaz4ihEG/tztIWhtBccbgXBCpsh/ILf81AIaSjGSBkqVgZ2pO+tHBa3tsM2VOstUL04gK5locuKlJcPk7U88YeDY/mEo3ncVjqAkCvRaVNeZV/h+Gb3svelzfLlpSrmqp+KZxjHB/hzGss+xN6aZUzcx/rLzzi3pKyB5Kue4VOAo7UEK8k9U4rR3Tg3DsEWTd+GlyuVjuMVnnxIEeRtgSJSEYCnmcYWpfxVKJyd274wBr0+lQ4riuIn+HbLNUoJVwaVNdGuB5lDtnHO521i+K1RZbTcpWwLtb0Ivw47RQMq6bHS9u6kb9vUj56zHOD1uvgTJ13qS+X+bgKz485EjsOYAKmWWVJCOwYyVHz5zkn0GlSrXiQvw/C1WW5/wBzbXWnp7dDn9J6C0roll1rT1tLTj5BfkPPLffdIGBudcKlHz9M4GTgdTXQUpUnXjxwwxUMaSS8FoKUpQuKUpQClKUApWCu+WZt9yM5dYiXWioLQXkgpKUhSgRnzJIJ+brUod4tVw3GDcoz+3t5bqVY7O4/OPpqLRXfjdWZlKpjS4sxsuxJDbyErU2VNqCgFJOCOnnBq6pLJ3qhSlKAVi3C6Wy0spkXW4xobSlbErkPJbSVYJwCojrgH6Kyq5DinFlTdJORI82LDQ6+0H35Mox0Ib3Z/wBoOqSVBIGAe3s7gOnmw4tzhuQpSOYw+nasAkbkn5xUGYce3MKbho5YcdCldckkkAnr82PorWX653+3NsJsVm/iG5kqPldigtsAZJHalSz186RkismzTLrOscaXfLeIM1ahzo6VbgghzAwfnAB/vVlJ1u3oV3U3vVqZ/i7ntb34fyr8EZQ7JTo/sn8qs5zfpfcac5v0vuNVLEOQ57W9+H8qchz2t78P5VPnN+l9xpzm/S+40BDkOe1vfh/KnIc9re/D+VT5zfpfcac5v0vuNAQ5Dntb34fypyHPa3vw/lU+c36X3GnOb9L7jQEOQ57W9+H8qchz2t78P5VPnN+l9xpzm/S+40BDkOe1vfh/KnIc9re/D+VT5zfpfcac5v0vuNAQ5Dntb34fypyHPa3vw/lU+c36X3GnOb9L7jQEOQ57W9+H8qchz2t78P5VPnN+l9xpzm/S+40BDkOe1vfh/KnIc9re/D+VT5zfpfcac5v0vuNAQ5Dntb34fypyHPa3vw/lU+c36X3GnOb9L7jQEOQ57W9+H8qchz2t78P5VPnN+l9xpzm/S+40BDkOe1vfh/KnIc9re/D+VT5zfpfcac5v0vuNAQ5Dntb34fypyHPa3vw/lU+c36X3GnOb9L7jQEOQ57W9+H8qchz2t78P5VPnN+l9xpzm/S+40BDkOe1vfh/KnIc9re/D+VT5zfpfcac5v0vuNAQ5Dntb34fypyHPa3vw/lU+c36X3GnOb9L7jQEOQ57W9+H8qchz2t78P5VPnN+l9xpzm/S+40BDkOe1vfh/KpNtqQSVPuL+ZWP+gFc/edRt2/WGnbLuJN1RMTjqMcttK93cezH966Bt9l1SktuJUUHaoA/FOM4Pd0IP96A0cvQml505+5SbcVyZLinXF81YypTIZJwDgZbG3+hNY6eGeiA8ZDlgYecLZaKniXDsKw4R5RPasbv6knz11FKruR5GL2bC+MF6Iw7XaLfZmHI9tjhlt11TywCTlau09f6AfMABWZSlWSrRGqSiqQpSlCRXE8W7JNv2mmIsC3SpjrM1Egtxi3v2oQtR/wBoCCTjaMYO5SeuMg9tSgK2M8hvKCg7BlJ7R07K/HiFNgpIIK0dR/zCrCAQQfPWvs9jiWKzx7LAUvkRRhsuEE/G3dcYHb3YqVxBsaVTtl+uZ+rP6qbZfrmfqz+qlAupWoN9iqmuWtq5RlzWyUljlqCgcbsdvnGSO8A47DiyHeoNwe8Wg3y2yHtpXym1BS9oIBO0Kz0JGf6ilEWbOlU7Zfrmfqz+qqJ0wW2K5OnzozDDWNy1tkAZOAPjdpJAA85NKJM2laaTqO2w5ioE2+26M8ENrCHTsOF7tvQq8+xWO/BrNackymWpES4RHGlgKDiGypK047QQrH96UDMpVO2X65n6s/qrBcuzLU0W9d0ieMuqLbTBbIUpSUbyB5XXySD/AHpQNpStQ3qG1uv+KJ1Ba/GA4WS1zBv5gVtKcb853eT/AF6Vsdsv1zP1Z/VSgXUrVXNN2aYcfTe40NpAUSsxCvaCMJPVfmPXs69lahd5kwrdHcma2taUylKZYlOwtnMcQlSlgDmAKOELPTAwk0oHWUrg5Vg1XqOSmfZuMTkdlISoNW6DFW10KhklQWog9R248n5qy5OldeyFOlHFGSwl3sS3aY2G/JI8kqBPac9SeoHmyCB2NK85utg1XBntSp/GubDyhKQx/DYobWN6RnBSTknAJB6AnGBWdFa1FFkympnFWM47lMcsP2+OjkOKCdpTtKSVELQQFFQ8odOtKB3FK0rEDVbTKG3NSQnlJGC4u2kKV852ugfQBVcm3arJedb1VHaQpsAJFtCuWQOqk+Xkk9xyKgG+pXA2tF8bdlzBxXanM7mlPc+AyERidm1GElOzcO0Hr5RPQ4I2viOqLtDc/h+u46UlK45ej21BKXArBUNyyNwII7MfNU0DqaV5zf8AhrrrULXIf4zXyG3uUcQYUdg4Pm3JTuwAenX760DvDS/269R1SfCE1Micp1IZbdbYKVrcSQEhBTtVkNq6Y6YPYTQHstK8lnaV1HKckmb4Q9yiqiupbkNpYhMhpewEJOEjGUrScfODWzj8Ntex4KoKONt9UlaEt8xcCIpwJGexRRnJz1Pae+lA9HpXC6c0JrPTcGLbWeKE2bHiIQ2hM23suKKUknCljCjkHBJOcAYwetQlp1FGU9Pe4phmOX+SpCrSyEsKSCojr5QG3qSonyeuQOtAd7SvPrjpnUesra5Dg8XXER9i4z7lshx8qKgD1VlW1QBGMY6K65zWO9wz4gPI2K45agHzogREnsI8zf8AxH7u4UB6TWvv16haes8y9T3UIYhsLfVuWE7glJOAT0ycYrzi9cNNUybU1p27ccb8GpoXETiJHS68FJGUFSU5PRJ69vVWT1rjrvwHteqGP8tX3j1e5bUDbHER59nyQnyQCPOcgjrk9BnzUoHuen9S2jUtsh3O2TWHUTYbU1CEuBSg05naSO7IUP6pI81cdxZ4v2DhqLKJdzjB2Zc2GZLIcBcbikqDjuwHOAU4z3/RXAQvBCh29KxA4qanYDkcRVcpSU5ZB3Bvp/ug9cdla53wH9KvrU69ru9LWtRUpSmmyVEnJJJ7agHAeFLxfbuXEKzp0FqEK/y7HcCpcRw4ElTuFoB7FABtHUZB3eeul8CvUV5u951FBuc92UiPGadQp1RUvKilGMnzBLSAB5sVkq8Djh6USFt8Q7orxVAce/kt+QjepJUenmKFj/0mvReB3B3RvC653GZpzWTl3euTIZWy6WwpvlqyfJT5QIKgCCOmRQHsVKUoBSlKAUpSgKtxpuNKUA3Gm40pQDcabjSlAawaasYuLl2Tb0JmOr5i3kqUFKVt2gnB7QkkDuBOO01VZ9JabsEhcu0WlmO+5kLdBUpas9uSSSewUpQG43Gsa42+Dd4blvuUVuRGdxvbWMg4II+ggH+opSgNXcND6SupSq42GLIUhkR0qWDuDQIOzOc4yB0rdMNNRmW47DaUNtJCEJHYlIGAPopSgJ7jWvesNokXBN0egoVLQrel3crKVbduR16eT0pSgMKHojSkC8G/Q7JHanKO4upz8by8qxnG481eVYyd3U1vdxpSgKpcZidGciSmw406Nq05IyP7VrZWktNzY4izLPHfZEgyghwFQDxJO8ZPQ5J6/PSlATsOmbFplD7ditrcRMlYcdCSTuUEgDtJ7uzvJPaTW03GlKAwblZLTeCDdIDUkJASA5kjAWlY6dnxkJP9qwv8maYNwVdV2htyWtYWXnFrWrcAgA9SewNI92lKA3e41F1CXmlsuDKHElKgCR0Pb1FKUBpxo3S4iOwEWVhuO+lCHm28oDqUEbQrBG7GB21sbbboNoiJg22MhhhBUoITnGVEknr3kk0pQGTuNa2fpyyXOSmZPtzbz6VtuJWoqylSAsIIwehAcXgj0jSlAa258O9GXcvLmWNnmSFqcdcbUptalKJKiVJIOTk9e3BIrpB5ICQAABgUpQDca1K9K6fdhuW9y2NqjOuOOrbKlYUte7eT1/3t6s9+45pSgM2BboVraLECOllCiCQCTkhISO0+ilI/tWTuNKUBh3K0Wy8cj+Jwm5HirqX2SvPkOJOQofOCAf7VrpOh9IzJq7hK0/DckuL5i3FIyVLzncfn+elKA3u403GlKA1o07ZQp9QgpzJbU075avLSpS1EHr6Tiz/6jULXpfT1lluz7VamI0h/cXXUZ3OFRBUVHPlEkA5PXP8AU0pQG13Gm40pQDcabjSlANxpSlAf/9k=)
But even for those who don’t discover using their own high-powered computers, anyone can buy and https://www.beaxy.com/ bitcoins at the bitcoin price they want, typically through online exchanges like Coinbase or LocalBitcoins. The price of Bitcoin is determined by the market forces of supply and demand on cryptocurrency exchanges. Changes in demand are influenced by various factors such as news, adoption, regulations, and investor sentiment. These factors can cause the price to fluctuate up or down. Later, you can exchange BTC to USD and withdraw funds to your card. We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks.
Bitcoin tumbles to 7-week low as bank liquidation, regulatory … – Yahoo Finance
Bitcoin tumbles to 7-week low as bank liquidation, regulatory ….
Posted: Thu, 09 Mar 2023 23:03:23 GMT [source]
It is up 0.00% in the last 24 hours, and up 0.00% in the last seven days. Blockstream is a for-profit tech company that develops new infrastructure on the Bitcoin network, including Lightning Network and sidechains. Bitcoin’s price is renowned for being highly volatile, but despite that, it has become the top performing asset of any class over the past decade – climbing a staggering 9,000,000% between 2010 and 2020. “A group of miners who didn’t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,” Morris told Business Insider. Until just before the decision, the solution known as Segwit2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support.
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)
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. The initial idea was in creating a storage system where documents are protected from unauthorized changes.
![dollar exchange 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tVC7att0SnrJKqsgSlQzRusjPTIcymJnjEikKi4YLk4weUz6zJmdzd/oTuTn1ZW7c2NBuHZ983L+ubhWwWamlaCklPkpLLC8LMrwx5AXyZZZAAcnyXzjGdSqFNr7Xm2beYY7JBRvSJX3Snl6GkNRTVkvmRFOWDSIkYC4wQ4B4ydVm296bWutJuA7hiu18uU7tV2222enant5qHlKylliIL5jdgCQAFyMnIGqa81VdeKmgWh25Y7AtGkgMUXRUyuDjBeONGKkAfvDPfVSWdtcDLE91SCB7rb7fX7zoordU3Ckr5FFrkSmcs8SV8UnUsjL6OqBWIIGOwxzjRBa/EGwXK+y1UVnr66iorxY7mIlpCzGloKR4JGdUOF65DEWHY57nA0P7t3zv/d9yWuul8NGyU0FGq09rWBOmGJYl/wAdlwcKCfbJ4AGBqh2zdty7MiusFj3G0ZvVK1FWdQo5S8ZlWQgAzEKepB2HAyPfUby0+oXlWvn9/Bb2ndG27b4a3b+0lI027AtZBbVelKqoqmpVklZyDlhGtQFBOFPIGTqs3dt/b1wpLAbAKSouu4TSiRIJgvw0iU8MflkA8NJK0jsSo9S8dzqgvH69uLwxVV2mYQv5qddEMNxgE+WXB4P9dXd93ZQ3uks9D/ZSgga1W+OiZqGRRJPICS0zxlVbqZnJxg/QcDUfnW6JVDbyiVSWu622+1O2Nt7lurSGQU9tpLhGJluszTmOERRnPSjoyt1njlue2qqth25d5KykvljWF6fqWouNkRpYEbrZAZIjx0swABz2xhTnT/hxcNyXm/XR0vyW2ot9tllhS4ZZ5IkKpFBBn1B8spUKRjBYfLqvnuVBSWig29cpay3RrdPja+eIs5qVVQsSIRyGRfO6QRjqkJJxqVSjJepDJThLh0/gznfXgbUzUTX3bdVFXUPP94pG6kB+jx/Mhx+H4aJfBLbdmo41g6085GHnIeGz9Tq4slVdLzuau3Vt+5rZ4n8yur0hiwlLD19McHS2FmZsoFT95jz7kO3Cz0O5Xo7hEIts7irUaakqE/ZUdd63UjB/wX6kZek+kkcEDGtDR6uWnkn9S9n1/BhyyuXGTr7/ANTdLMaOlhjZWUjpwQO4B4/oQDq0kq43YmGUBR2Of3u4P4cka882bxEvtluMtg3LSPS3KkbDxupUPjg4B/y0fWXd8ddCoEisiDBGe4Pt/rrqcGux6iNwJFha9XYNXZSrPkHIJwfYk8qPuO+qKupJKmp+CD5aQ5Yg8AfX/nvqRJdITTs0rgEDqB9z9GH+umaZikZlf0zS8kc+lT2GPp7/AJj6aOb3PaTxtW0V1zp0hQQU5zGB0qM+2h+tdV4BBAPJ1e1sgklZV/c5fnOP+H30N3CYF2fOOngc5/r9NV8hPGXYp7tUxrCRwCB7fX8NB9c/7rnnV/cagGRpSAVXIHtz9ftoSr6n9oxyeB/P/TVScqLGKFjBqmBIBP8A9Wu1UtVSdRx2z9DrtRbyfy4hVJTKy/LzqFJbi5LFff6asVnQnGdfepWPBwNepUfPyKtbYrEnAz+GvptnSe2rNsAcHXD5tOoqwr5Kw24duj+mk/qzn5Bq17ntrmAxwOdH5cQtzKd7f34GPw03+rwOANW/SwznOvgTn5c8abykLfIp2oG9gcY0zJSsowPb7aIPLDc40iSnU/u6Z4q6BKfuC0gZGwc865ZAjYxnV3UW0Nn0ZwdRP1V05PQc99QtNMNSRF6ywyDpvrftnUtqJ1HGdRJUlQ8gj8tIcdDnAyeBr58UU7A6jl5cYP8Alrg7Hnp/rpNtIbhksV4Yc506tWpzz3+uqpz0NkcYOvglycAkHTb66jqKLkTxEY6hpPVCSBgH89U/mOTnqOrXbFju267zS2O0xmSpqpBGoHt9SfsNDLKkrZJCDm1GPUM/C3w0uPibuWK0UMTLSowaqnxwif7nXuqSs8Pv0d9h09zvtIEooImWgoYz0PXSqvJJ9owcdT/kOTr74GeF+1fCbYNXftwTR01rstN8XdqpsK88mPTCh/jc+kfTXi39IPxxvPjzvmataOKitNKvw9DRRNiKKBfljU/Qcn7sSfca4vx/xhr/AAcTp/p/c7bwzQfwkdv+p9X7fAS7kvW8vH3dtuv+8qiSl25VuTBTRP5U9TRwnDimRgwjQ8IrNhOs5JwrdNxtvatXuWrvHhrHbbZJV3sRU+27fDWCOAJGQ4nMYBaMxxiZ5ZZW6yeuMKWZsVvgzCviFv6l+Dmle4bTtazPe6+NYYKOhhgWJpJoASZWiZkjjQECT0+ZgZGuuFHZb5uWooPBaOvsm3qdTb7helbrrrtKCWZInJ6izLlmVSsSgAvhVDa4eTvk0+j29KGN42PZ9ono9rbcrajfG8qLpSvrZGKW+CGIdIUqSvoRQMNI2TgZCr6dSNw0t83fJQ1PiDf5dwVEVJHDQUccTR0giiyFCU8QWScBR0h8RRgLxIwGrK3Wy10FEKGywQxUbB6oMrJKajoPNQrS4Vyp6g1XNiFCW8hCwyV1zU1NTVSRn0SxiorJeku06E5WoczYLA8ftqvCkvmKHUbdcoe7pFVJb6eOgE80VDSU6t0FH8p4wTjPREpSmz2HT1TuMc501WUsghIoaS4VlEkTzmJ0foCKpZysZNOhAQEnpjYYzyRqcTVtWwVtuEqzVTdMFxeSVXqVAIykhU1c4/d/YJEgx299Stz3Wy+F+2Ns3dNq0NZdtxU19gqZ1PkGOKSNaXy+C7MQJJGzIxYM3IHbUfyGrbSXUIKHwctdbc7Haqquki/WhvE1TJQWuDqSGhg8xVjXyz62KsCSx5PAOOQba2xq6/XTddrkqWmqrVPSU1MhlgSP9szFmkYRtnpRGOFHf8NFtJ4l3DcG0Lv4o2qGCy1W2K1rXCIpVYNHeEqlmPVJ0lWQLhTkD3+2qYbyt3hTsu1b1stjjuFw3ldKz4xZaoeVEtJGioE6OoZJqZGbLk56cgfvPKMaUuwouabVc/z/AOgBkNDO6GMUoYsOJaaJGJP0OImxzpurhqI8rUqKjj0knrGPoEn7nj91/fRKL5/2i2HxA8Q5aGSguVPXUtdIvxc0kbCqndXSNFwFHqHcNwuMfUOhlzAz05XoGPNl7KD9C0YGMn/xI8arSilyuhYVrhkeVPOCU+WaSMBRF0M/Qv8A/E/rGPqjHUe5iSsWncVzOtMxVPNYSRNnAKh2HUvGcK+Mex1OlkWZY6aSIetcQI6q3V94yD0nn+BlP/SdNsZTKGDM7ykxq4wzuR+7kgCTHHocB/pnTKUk+AuH1Jm/qWwVk9bXbBSpoLLF5UklvqZSZ4WVekNKOzElmw4yvrxwdJmulHuiOK4vUtS2ezUEFNJA/NRJIy9JR2KkMzupImYYjUKO6ohoqmniq0EMiGZGDLGqE5Ayc+UTz37xtzjt3yCFqW037ZlutFio44dw25KlqmcMS92gJJBQnH+GmVaIjqwM84IWzjyuT4I5x2r1MjU1bR7qtkO295u0Rj6I7Tfph0y0bcDy5iMs8AJADjPTkEZHp1UGuvuyLzLYr9H8PWUrYyD6JgOVkUjg5HOR3ByNVSbjq5KO42/pqa+73KVIIZukOY4SvQ8Y+vUOhQoHp6ARjjRxbKKyeIdHSeGVddopbwkCLt25PKOqKoChnt0re69RIjYcBjjPJxoYMsovzMb5/X4Y0MrwSqX0v92XNk3jDcmjMpHREQ3PIL9wPw0VC8HoL9R8wDj3K5/d+4/3151huV02xdZrVco2p6ijlaCeJs5VwcH8uP8APR9at1ipSM+ZgD5QDjB+3+2uj0+pWWG40JQXWPQOq2rlLGnBUMMs7KQcn3wfp7Y/HVBcqwfJ1hTg5x2A9/w/9dRzdv2bAOCD9Pc/XGqi5XGJVZEnBc9zkf66Kc01wFji2yHcaleVTsBxz2/MaE7jUjDANgdzyOdTrhWhVJD4J+2hK+XIQwszHHH11TlKy/FLHG2fWrwGIye//PbXaES9zclwwAbkAk67Uv8ADZv9rM1+NaNOvMRpMV2ye/B1JW6kHluPx0Mp5yHq6TxpwzyY5zr0VZGjxdBRFeATgsD+epKXVSO+ggVsgORp+KulyR1aJZReWmGsdwU85GlmujJzkfloRirZQerqOpHxzdIy2jWVsTgmFAqY85zn89SEkhPJbQitxYdm7acF0wPn50ay8jbPYMEMLDuNc3lHnI0Jpd5M/Mce2nVu8g46uDo1lB2MJjHEwySNJaFAM40P/rojjq0s3kleHGlvT5oWxlrJTRE8kaYagjfPPfVb+tyxyGz+WkG7Hn1HH20DlFhJNFg1qRuODpp7QMcDTUd36QB1Y1Jjuy4ySCfvpriJKSK2ps7MTg6r5aCWHJ6ToiNwhl4OOdfWNLKv+eglFMlgCvlvkZU69V/oa+GtbUXOS81Nrk+Lrnjgt/mL82T3H2ydC/gd4If21r03BeKfFop3yAR/jMPb8Nex6+9WrwN8Jb/4rmnigno6Y2ixR4wDVyqQWA/6Eyfz1heL62OlxSrt+6Oq8E8Pca1mX/5Xu/cyD9K7fi7y3jQ/o5bTvqUW3dsiWs3Hckyylo4y1VOwHzdChkRfc8fvDWFbU2dd95W/btg8K6QxxXe71FNT1tQUinhqo41keSaYL1COOEK7AFkAyw6WONVcMNTbdpT3W5VVJFvDfEiVVI9wboeG1rI/VLHK3pR5ZU6ckqfLjOMiTnVtzNufwxiirNp1tNX1O9babHs230yDrNJVyD4qtlQKuTK0fTEWHU0bozdPSBrzLJkeSTnPv1N7lcL9/P79gbuu2bZPu68eHPhtuO61VlkniXdO4CA1bdpmPppom7YllEjJEcDPqkYiPKmO2bJtivraCyVdZTWzb8NNJK3kxmSJqRDhsYwxgaYdCdmrahgWxGFAh2Pb9DtTb9Ntu2IblE3QkzQu0b3Spqh0pF1HBVqoowD5Hl0UTPkGoYG0WCaLqhFRLV1dS0ctRNTYhaaZ4mEIiDcRp5ausDcLT0iPUYDyqBD3BlJvhD8P9lanclyqq+lq6e2U+TR22Fklqa+qgUBkeRh0dcSgtJIQKemAZYx1nKRrd/YOC0XDcm4IjW3M1XxVutCSFLfSJJytY7yguyHIVZplaaX/ALtRhWaytFrs1Ba7/fLrSmsjtNikreiAeUrNFCZKaKNHDZiX50hYcRj4ifLvGq463j3ZHAhh2FVU6iUSK63YmdQV/aP5rIW86Q/NNzIF9KMi8aGUoQrcFjhPJeyw5q6G00G1rjdLzfJJrxURYnokwGpWBwsta8zHywxz0pOXZgeIozgaCvHW6R12yvCyaGoWpiktNyxOuSjdNaylUJVPSCpAwij6DHJHtw782jueJY7jtavhggDGmoqa5LHSwZ7YToJdvq7MXbjLHvqr37vSj3RbNsWW3Wt6Cg2xQ1NHSrLN5skgmqnnJdgACQXxwB21Xy5YODS4LmDBOM4yl7htsSrWD9H7ejtKU6t02BVPUQc+VXH2dP59Q1XeMFcZvDLw5QszOZ7xIQSWwC0A7s7t+6Ty2PoB70u3vEC3WLw4uuzK221M63K70V0aanlRGjNPFUIEIZG6gxnB57dJx3zqk3z4gJuy27fslPap6elsK1XQ8swZ5GmZWOQoVRjpHYDPvoVUsKjfYOpLNddzSPATbdRvTZ27dq00ywy3m7WCgEhj68dc05yV7tyo4HOhG8LQU17nsnxlNPU00aFRTOxK9SByBk+ZlclW6WbBU8Eclvwr8XqHw3o6+nqbXNVPVXG33FHjnMRU0vneglfVhvOHIIPp/MD24rr4f7vvkt2iq6uzTSxwRhZIzJGGSNELFhk5YqXJ/iY6PHj3Y1fYHJKsjvoXLKzKoToqIZmKsuAXkb6YGFkIyPZJBnTPpSMyFxPA4wxbMhAUZIPYuo9+0ie3A5i0st2oIVmuVSldQunSlzhPnBR+6s6r868f+de4PAGlyvmTzISiTBULYk6lkUsOg9fYqf3ZfmUnpf6kXj7Ibf7l5T0u363aldMla63qlkWoCTSAR1FJ08gP3MgYEo/GVyO/p0NgxT5ciV0cO7lfTK3TyzqM8ToDkjsy8/fV1aaywtZLta7tbRDLKDUUVeYiBBKnEsEi9lR+oBuPSwRl9LHFBRoyBvPqHiCesMvMkaxn1Y+ssJw3/VGT7adY65FvvqXUm07RWeGa3C0tNUX6zVMrXCQS9PVbZQgp5IwBlkDiVWc4Kl1UjGMDFXNtuzXuSSOpxYqimdqRI2U1kblT5bMRjEiSKOonAIz0jDDJCsF9t3xCWSVaOvmSenhSIdafEPGPNpAOQ0c8bCSPg+rhfc6oN8bJk2lbdrbq8mnmbcdnjuK0pZpVhfzHiyT2bJi6unJwWKsONW8SS9RG5N+kIPEGOn8Tti0/i1baZf1zZ/Ltu6Y4wB5jHiCtA4/xAOlj28xQT8/ObWa8vTSineTIz3HYj21tnh9umwbb3NBa7tYKtLPuCKWh3FFJCOuClkREqE6engwThZ0OAVBwc6xvxK2XX+He87vtGvQfE2Wqend0OUkjz6ZF/wCkggj7MNaGLJtnuXf9f7lzQZX/AJL/AA+wUR3tJkAWUDHb7fy0zUXBWUl34H/VnOguiuTIoOT0gfXT81361OW9I7AnWk5to1ox2slXOtEhLMwXHAA9tCrs9zuCxDqZFYAL/Ex7DXXS5vM/w8LdTyHA+w+utj/Rj8Kn3LuJNzXOmL222OOhXHE0/cH8F7/jjV3Q4N786f0r82Y3i+slOtHhfql1+F3ZKoP0YNy1dDT1UtSsTzRJIyFTlSQCR+Wu17QWkgRQhUZUYOANdrU83M/9ZlrwjTLjZ+bPzrSeJiO2pCJDIvJB00trQnnI99OC3Mq+lyDrp6Z5vwIajgLkHAxpSUNMOf8AXTclLUg8Pk6aCVyDGM4986bldgl0Jooos4V8aTJRMRwRxzplTVjDMDzpfxMy/Mp0XHdD1ZHNPOp+UHTfRMO8edS2rFYcqRpUVTGy84H56G7GS+SPGzHgjTykkHA7HTiSxdXsdTIzTEcqvOiiPJWVpcpnq99N/EAng6sZkpm7EDOo/wADE+SraemNtGklU98d9O9QOTkDnTRoX9jxpZpZlHY40NsMQwc8g8a+GR1B6SRrjFMBkg/y00esZ6tPYO1C1qplHfOtD8FvDy7eKG7YLTCjLQwkSVk3sqZ7Z+p0Fbd2/c903ilsVop2nq6uQRooGfzP0A1+h3gx4VWzwv2pBbqVA9ZKA9XPjmST3/Iaq58/lKl1NbwvQPV5N0vpX5/AY7a2xb7Ba4LRb4Fhgp1EaKvH21jn6eN3ut0v+xP0cduRrLU0ECVlUnmdINZU+rEhzgKiAHqPYFs69I7Dov1xvW020sOjzxNMDn5I/W2fyUjX5zeMXjHuG6eP+7fEe11aGoq66upoDIgkX4WRHg6MHt+ycrkcj2wca4fx/UfTj/E7NQe5RXZf9Em7WneF/wB87Xs+4aA19uvc9ot9LFFAgCUghh8qOCTLeUDAytyQcN1MO+tMnv1s8SfE3eXi+9JJJtqzvPZbMlMTFKtGihHMKj5W8h4aZMfK9ZCw5GoGyPE69z+BG/8AxEv1Jb6adqtLJYDS0/QYaqqij+JdCSegLTUlPCmOyuV/eOiDaVpqdo7QsFnsltK3q20kdxMTj/3mvLRGBcfvE19dSoR/+2fbXLtkcnSp8Pp/NkqKCcVUktfSQ3GrRp6VI4V6Ya+rldIapUYfKHn8q3xMuAtNTVTDHTnU2GJ1pxWLJTzyyGVY3n9COHBlmqnAAzA4heocY4pIKSEHE50ytNaY6cU1JX1BsUEflNKr+uGARzxrUgHu4oae6VYPtJcIz9NWEw+NrIKSrpYpzKW6adc9K9EsKtSkdvLkrnoqHP8A4NukHbOmAG4qWKss257SXamN2sNXRU9TWvmRJJ0FQeo8gVEkYNVVuTiMNBBxwhwe5+A8lpgeWu3KwMVQKYxJbZpJfMEKySDoTLfsw6K/HpZulsHI1vHxcSGetFcnlQxGqatq0/ZyRM7zLVspOeqV4ai4up+YJQxdiAYfh7uOjusVxEFOPJum2JrnFJPV9UNvooa6NKaCaQYDv5zSVVSc+uRkyMqQY8uOGWlInw5J4k3A80772BW7GntsVXULPFd7cLnSSeW0TPAZXi5R8MD1xuMEZ4z20Jl2JHsTxxrW/H6uSSbYSzNHNJJsyOXzIfShd6+pk6gPdSGOB7ZH01kSkE8n31l6jGsc6RsYMjyQ3SDym8O4U2nZd2Xi/wAFLFfpamGlgSnkmfEDxozN0/Ll5VA+v8hqsn2TQq5UXmTvgBrbUAj35wp9taNTvbZNmeGdprNvm8NNaL89PSs6r0zyVpVZB1EdXSIycfn7aTuG92Fb/wCJW4ItjRU8V+p/I23CkdMWtuaxJOI1J6f2WUygJ5x2OdW46eFLkrSzzTaRi942dckpGraBoq2CIdUjQN1eXk49Q7r9Oft9dBErusnlkEHIznvrbdxwVO0fDXaO8pLhKdy3WquD4KrgUUUixrBUKf8AEPUrtz+6wHsNBXjBYbZa91CezUz09FdLdQXaCFm6miWqpY5/Lz79JkKg9yAD76vafG4cPoVc096sGtv7luFgqFqaEqcHEkUg6oplI5V17EffuPbB51pFZDQUVJZ73QA09h3H5pt80nqFurFIWemkGfVGSV6s90dXxnI1kUcbMvbge3fWwbVoVvn6Pe5IbhWrBDZt12eSCV16hD8VDVRzHHuCIYiQO/ljU+TEm7Iccn0COnr/AIHY11st8s1VHS3GoSotVU8XEVdARFLDK5HrQJIEfnkGF8d9D9pop6aSKijiWGuR41iEhJ+HkDFIWkPbAcNTSdXBWRG50f7+paywWOo8GrqXvK7XuIr7Xc2To+Io5qcnrCZJAnijjXGRgxx55Y6oKO0wLHMa6rVqanL0tfOknrqYQI0klAzyWp5aaoGc+qncj31SaRM+hDSzvXxUqUryUZnEUNI5fy2hLyEUkzN9aerV4GY89Dp240i+3Ybk2xatlm11aV1xuTVm3woBSCWQlK+iPuD8TGjRj28w5x1Z1eXQRU1uram/uy9ccouYgiL+Srt8LWkLnkrVR0lSoHbzSdffCzd+z714gUN/qaYTw2e+Wy7zJJFiOH4vy6W4SoD7rUPTzIfYr21LgXNMaTa5QCX2po77T0O4a++VaTXKD46tpqdSPLqGl+GrMIGJDsiRSsTgP1tgDGNXfi/QS728MvD/AMXXw0slO+z71KFwTV0YHlSNxnL08kXJ5JiOg7dvxXhr4tzm9eZWGy3yaG4U7NxVmGYh1Pthx1DOtA8OL1T+JXgt4v7MipPJWxUlBuuzQcF41pJBTylmAHU3w83qYAZ6M49tW1FuLS6/zQWOfl5Iy/dM86GUwlo3HT5ZKsD3yNQq25CNCQcE6kbvmkgujTyKV+NjSpBPv1j1H/6g2h+kQ1tQXk5jj5P3P01q6eL1DjGPc0tXrI6SDlLsEu0LPXX67U1vpoi9XXSCNBj5FJ7n8udfoX4X7Rpdn7Zo7XSphIUAJA9TMe5I9yTzrzJ+jTsoyVR3LPCnW56IOsfKueSPxOvY1sR1VY5ad1AHZTnGO/8AlrfTikscOi/N+5l6DTz51WX65fkuyJwqIgACpz7867TTXVlYqaaNiDjJQZP312jNWpex+fKyFSFJ0tZiWwDplJEfkjn6aejVSPvrrFI8bpMUZFzk86V1R+x/LSQgc8Y/lrvJdfbg++nsZwQtWjbg5+mlGKEDGQdIWMqPl50s9JBJXTt2PCFDb0sDgdtR2tsJPHfUkpnOONJ6HXsx0NIL7kX9WAD0sdMvQ1EZysnGpReZX9yNfWnkxyv9NRuKFwVDrWKTzn20tZ6iMYIOcfXU1pAeSv8AMaQzxPwQBpttdGOnToircJF+cHvqSLsAASf56baOE9saR8NG3BwToWpdg7RM/WcbAk4OuikjqZFiROtnIUADJJOoLUYJwpx+GvR36KvgLJfrjF4gbjpW+ApmzQwsvErj98j6D20OTK4R3Mm0umlqsqxxNY/Rj8EY9mW0brvdKpvFcgZUcc08fcL+J99ehXVVpvlIPtxpiOOGhijZFHRjBOO330zdKoLH0hRIT2IGQfw741iZszlJyZ3el08cUY4sXRFjte9SWKl3juXrMctp2rcquBskESLHhcfXkjX517V8LrdvXbVx3pdbxV0oWquOBFEjgimpRPg5I9TyTQxg+2T3OBr3NuKrqqLwY8VLgB226tOVyCv7WojXBA5Jx1YPt+evAO0dq1a2+37wvTV4sNLUJWVkShFjkpROkbdLNKpPU6snC8FO/wBOL8Xn5mo59ixO4yk06fCNT3J4IVvh7aNreF1XfI6ys3pvjpkSIECOlpaiWhjc57F3aobHbCryTwNMvm4rhXS1O6aOHyq+lJqqQKozBJFQy16rjH/6+9Uo/GJPpoEj8Q6Xe+7fBespaGWkpLTZrhMkMjdWZqaSrk6wQfdo888/jrSLXDFH4nV1okx8PU3+SnII4Cf2htVN044/7uix+GsmqZVlcq3df7/2I5Whtda13gjjqLPSPJFLBj/4OKZoQmB/FQ7enz9RUt9dRrvfF2pQX27Vh6cUUscrKvVKktLDFTzTKPfNwvFXN/5qcfw6of13DattyW+olCzX2hhoaJmH7M1tRYHaJGJOFDvcJhk8Zb25IB63dVfdaqS/PNJSpLX1cqLNGzCzV8zs9VbqmNRk0s7FypPbvwRJgZz2kmPG5cvoW2/943O5VtXt/b0Amoopqupitj+qO82efyRTNEw5Ijp6SmXpGCvlhucOBR7Nud12TDcqazyq1muvQrW28W6rL9HmxvJH1RxlSrmJVfn1KBwCBi18KNv2y/7pis9Bea2BIoqqtordR18VSA6o0i06r5DSBCwOTjgFicd9WO6xJWCZJ4Hssk9bcq+jkb0iafzYFNGrGJsRRB3cHB7n1c41WqTe5lrdGPoS4M08eZ2i3Rt2gWNI4qLadvhj6I2ROhl8z0h8Njqc/MFP21myzdIKhjz351oXj1IH3laj1tNMNt2hZ5Oel5DRxElTgZHPcAA9xrOCSASufpj20WXHudslwTUY0ehdu7Tj3XYfD6mqbjJSRUOzr/dVkR3Xqkp6+qkRR0kNksi8AEnHt8wBr9uQ/rqaio7RYUjt1b5caXGlf4pkh9AjnB6jkhcuqnlieewAhQ763FbaKGghudYIKaJoIUWodRGjMzsoAIwpZ2JHYlifc6jVfiHf5IjBHcqxVPLFamQZz3zhuc6s44blaK+SW18hzNbbYu3rbYt210lFZ6OrmulSkcYjrblLL0IYqaMgGOIJEuJZVVB1SHDHCHO/Efdx3nuepvT0dPThxHFFDTgiKnhjjWKGKPPJVI0RATyQo1Q1l2qqov5kpPXyxzksfqT3J/HUaKMyMq8n27atRg49SBz3dDlIXGcgDnnuc69C7Zs1RtSw7K8L5JbZSX/cO4aTc15hu0wipaSCMEUMFQ3JXqR5ZWXBPTNGMZyNZ7sW4WHb9FNWfqQz7j8+I2+vnAlgokGS7iAjDyk9HSzEhQG9OcEE+waG703iPZdwVdz27PHVVzVMl0v+ZaPziGYtVg5bqJyQD3bH46GU6YcI9y/v+533h473uoeY1C32KqlRJUYFHjHxUUaqwyo8yMIv/SfbJ1bQWnbsNdNRzysbfSUSdb5I+IWkrTRy4/G3ViMe3yA6C7RcErP0i9szwXCqrUkvVGFkqowk5V2RT1exUjsf4cakby3DHZKOhsNFS+bVRUAq5E68iqo661U9PVKp9pFeBm+xJ/h1Uq5Ez4RRb6vldd7vNbPiRHO8ift248m5rBHT1UUueOiZoAxzxnpPbq0E2G+wbYrLlVi2xZrrfVWuqoajqAjeVColQgH5H6XXPYqPx09KZZYlqlMlUZo+hpREzpVw9v2nTkrKvAz/AMNNWfEFz5j1Q6R0gMZjwBjHb8NTx44A6jO47zU7iWhaumgaajgaJ58yGSpdpXcySsw9T+oLn+FV+mtS/Q9kZvGCo2vIxkpt17dvFjlRGGWM1FL0DB/6wv541mctvpVpIZReGMksZd4/2mYyGYdJyRzgA/no3/Rkr0tn6QmxZXlZwL1BGQX7q7dJx1YAyGx399WYT2yVgyjatGOb5SWWlstR5bAPFLToTn1dMhP/APpqNZqHzqmmtseSZGHUR/U6v95UcdPZqKoeXIpq+tiEec9PEek+F1t/We4Ynk7luPtrX0U1p9OmvqlaXwroknp3rtYoz+iKTfy6R7B8GLKtJbaaFUKKqjGBwBjn+nOt0imSkphIwyzekc+5+n9DrN/D2jSit8coTGABx9fro+meNAjo/wDgjC5HHX9Pw/31s4o7IF+fqlQ55qL6etDjjJB512qlpaYsS87KxPIx2Ou0RLs+TwLH0gHL/wBNOqWGMOdOyUjZCqAM6UlJg+sDH2Ous2s8Zu1QiOaWN8nnnGpa1R9/66aakGBjI/PSlpSEwG/pokmgr7DprIgcHOftr6amJx7jP21DaB1Y8g6QH6DgjtprafIrJxaPHLa+BhwAQffUR5eDxrkKdIw/J0+4dkvK9zjTbt3xpn1JyGzpDTOM5UH76dsYU69jgDGm2iRic99NvVHOCulCZT3OgtMIaaPnAOkSI3dTp8tG3II1KtVqrL1caa02ynaeqqpFijRRklicaFuh0m3SCrwV8Mbj4n7yp7QA62+AiaumA4WMH5c/U9tfoxYbZQbdtNPa7bTrDBTRrFFGuBhRwNZ54LeGFs8L9qQ2slJK6oxNWTgY65D7fgOw0f1NapRhngYGO5/z1kajM8kuOh2nhmg/hcXq+p9f6D9TcGiYr5eQTywzx/Qcapqq5Q9BjWUEqe3HH8/y1VXm6yQIyU5x7dTJ7fbQpJfcMzJL0+x6mwT+IIGsjVZaOm02ntWGt9r4Kzwa8VLVIZGlnsMMyBQMHoqosnPOMFl49+fprxlLeqii8HrDYZzaBQX23yxyzSvJHUAU1xqJvJ46lYFpFbIVTyozgHPr/wAPXp9yR7zsNbGGNz2lc4YoyRw6KsynPt/hZ99eQdr020KvYUlFebfKazb9yuCpVzzRR04M3whp1BklUEj4eqJRVY4cHHuOW1z3Zd3wZ+eOzLJP4f5Gm3Kgt9LW+ABttHTQw1uz3ogIolUNUTQ1KSMWA9TNNI5JPudGlvuFNF4oV9zlmAhob7NMcnA6V3Nb52P5R1YP4ay6919wrtr7W8b6dYaez2rxHuTUNCsrSfD0RkpZVgXACoikvgYUHrJxzonvFmucdZLt5mEd0rK17YCWx5s9dalgjOfoK+0d/qR76zpdeSGuhkPiFfqmy7xo7bJbZLnb7rYrPSVNt5BmeGlSn6o8AlZVeNgrAE5yCCCQbqvpf1XXyC51nRchEsMzPGkdYQqkIKlYa1f2irgNlerIOctnJ9u6nt9wefcW2qmC3XFbdItNd3Tra30dRXw1TyKO6uKe7RjqGHUU8gBHOhGustTY66CwW603JaIVVXSWizUVSI6u8TwStDU3CvqV/wAKJZI29JOFVSAUUNIwSipL5J4S4otfDKnFfe6qD9d1tHR/BymtY0dRIaiIsvXBF11bJ5snUFHBOTkc6gVcG3zZ6qakvU8jtRVnVPUQ5+Lh+LohFTQZmUdcZLOzKckZBHHF/wCEM9Qt8vsll3LbWp7fSxQXe4yVdZJFSLJURq3wrt6ZZ+GCfxAORkZOqypSt/VVQay/U1fUQWdhUxUZkPw3VWwdPw/ShJZgo6+wxnk8Ax01Gh3zIzvx0Qf2ttiZz5e2bCv1I/8AZlMcd/vrOmi9GtS8dYWO+0jkDBorHZEbPOWFrpudZ38MwHpH3PGpJIKDrgP6zbO27TYtpSy7djnkulm+NrZ2E0jNM1XVIoAV1UARwoAOP3jydUtXbtmSgRJtEl1J6yqzjIA7cSH3BP56PamRbXevCy91FNBW0dntFsramikDH4mNa2pmaPpVWyGVWByMernVddfESy09Bv6GttVO1y3NUUs9vmaFw9LFG8pdB1ICA3WOxwegfbCcUn6eo7bM9rdo7OrJUghpaqzTS5MRlkcK/OMDrXB7j31BuOw7ntquWnuERMbuY45wp6WcfMhz8rg8FTyNbnbt97Xgv/hVuWs2pT1Nltdoa3T0XRGweujieJqgqR0nqlljfJGT0EnkDVZY7TV3mk8VbBuiczPbrdX3pZvMLBK6lqI40lBPPqJeP7hx9sEnNVTAUUzLqKgEH+IMAaIbFVrbKnqqoBUUNQvlVlMThZoiR1Lx2P0PsQNNTUvm9DnhmRWOPqRnShTER9TSduBqPJktUTwxIRdrZV+H3iClqhquqqsk9NdbBcZEH7SnfpmgMg5ypUqSM8HP30MVdNUVNwCU6zBWd5YVVx51DN8zKM8lPoexBz3B1rfihNtOk/sTc922+5XCprdgCOjFNKEK1UdbURwu/bKCJAMA54Gs4q2oFgscz0VVS1FRE/nLVtGzyKHcho1IYiPp6QGbGWDAdtGrXQjkkupRXfbVyjm8yqs7xNOBKQ8Hlj1KG6gokAwQc9gOeONDtwtk1C6CqoHi83lAY25+4/aa3nx7Snpd40CI9V0vYrOzySFyYHNBBgZf1FSMHHHHbtrGd3mdaWEP5eUkUdWAUIIYjGeMfQe3OPfRwc1JIFbZIjzKY6ClI25HF1QnErDDS+s+shmP/lGMdtEv6PckUXjnsyaZjSxQXeGV3b0hQh6icsCvGNAKz1BXyxWKFUcIGQKP66M/BmSO370n3DVuzC02m4VvXH1EiQUziPJjOR62Tvx9dW4wd2A5emgF3uQ+37RCS5MldWSFiuMjEQ/PnOjrwPsiyVySOmexY4zgaCd2Msse36M4GKWWpI4yDJM3+iDW2eBdqxCtWygqWAz7/wDONW9BF5HFP5f5m8oLHjc/hL8j0ptOnahpYVOAcZwx+U/7c6s6+aNiIlIUjPHbnvj/AGOq6nroYabKMF6VK8D+f5ah11wRseXnnjk5z+f0107ajGiDDjcnZNNXIp6fPzjjkDXaoP1lL/4i/mmTrtR+ZEueVI8iiqcHLxsNOR1sbtg8D7jROkdlqjgMnPHtpc23Le8fmRMufsddssc+zPCPNUuGgdaWIgYKk6UjL0576dqdvsZCI3Ixxp+La1eyAxdXbTVJdUEtq4RVSurNjpPGo0ioThRjjVnU7du0BJ6Mn8NVs9Hc4jl4GP5ahk3fJLGmhpoyBnJ0lVYYz3z9NczTqOmSJh+I0kTIOOrGmTCJGAVx3z9NNtG2MgHGviyEHh9SYpQ2FbBGkIr2DZIOm3dlwSvbU+pCAcAHUVulmxgDQia9xtWjODkg/XXrH9Fzwea1xL4i7hhZaqZStDA4+SM95CD2J9vt+Osy/R+8HDva7jcN4g/9jW+TIRxxUSjnp/8AKPf+X117OimhpKVQMKoTAAHtj+WqWpzV6EdR4L4burU5F9l/MspqmMxdJBGeQRzj+WqWtuyoPKmkGT+92AA+vGq64XxFXrRS6k5z05x/PQrcbsDIWDDucglef5Z1k5cvsdli07rklXq5+slnRww7YH9OdDC3Dpq1aVi3q4UE4X/PUe4XVpAzQsR9QxOV/wCDVIk/mS+Z5hbB+2T+WsfVT3I1dPj2xNW8P71DaPEDb90kqFiikrFpKhiOrqp5sxSqRx3R25zx315j3EB4fb13l4YVVju1XM19hqKX4CZY50kp/iIyATG59QmbJAzlF/LZ6c/EUjLJ6iR3OcD+o1n36VNHPW7qsnibRRyRJuKjiWqnhgEKfFoPKnAKtgnrjZj2z5oPvrG1KTpmNrce3LfuUFj3vDcvCneXhVUWqtepmrv15axLL5hpzHC3xYkZsHq8uFG4H7jcaN5K+4bt2badw09ctRcrjahTUrRH9pT3CGQ1cDEd/Meppbko+1RH/Fyituln2H43bW3xdxNerc9Sf1kZKdPh4XkhEdZnoyskmZRO2CyftFUGRfUXP1XUbK3xufw4jqqOgmepN5sdarBBTMGVxJGQAoCyQwyZHAiSbHDazcnUorlcfcsUuVur7OakRrTWWrgNVIqgl2o5knaSJT7kU9RcIfu1uh7camWu7QpbbpDuZA0U9qrrRWSwxdZid1ginnDEE4aSGgqj7FKucjsdDFurobfWvDHA9BTsstytkcyiQUcBlDVUOM5JpKqPzOnGWjE+fn5ujdLva9lX0NbpjbJ3pYTO7/svNiLxxRs2eUjjeSnfnmB6eQLgZ1HYW2gWs9E9vWx3CyWurlh215M1NtyFSZay9o3RVPUNyX6ZPLcqB1GKVEXpCu632xbLcqvb+5KjxG2XSQybap46SzUC0tPCZn65mmjBzj0n1sTk9h7jTnhurWvc827fOSlgsNurK2sSoPQy1NJSyGHOCOqZX6KeQf8AeJKrc9ZK+f2rZ4WWJmBOPV1ckt7nn76V8EseQ+8cngqfE27iGoScRxW+IshXpUrRQKUAXgBSCuAOOnGgRqchCAuPrntpyDocdSRKgJJIUAZ++paxAjjj20z5E/SzZTYbHWUtoqNx1ohgtexbXXRxiVo2qAJXMsadMiln8l5yox3AyR8r5hP4m3l1o6e2Xiz0dHbFnp6OJ7RLJJ5Ds/ErFCZWAc8liAe2NQ5L7uZYxDS7rvFKqQpThYqpgBGuelcHIwM4A9tVFw3jv2kXrh31dFKklWby2YZGM56c6JJTd9/38DN0FVFFUXMWlLdba2rt1mjec11fGlvpJKhm8x3eVzxGGwAijqYL3Bbiu3N4lW17ZctmbRuBuU9+qRPufcCoYoqwCTzfhKZD6lh8w9TM3LELwAoGslv11vF8nMl93BcrmQOfiJ2ZT9sZxqHTV0kCeXCuAOAAO2rUcNKyF5WzTP19ESG6uFHTwdTrNPWbhulLaLXC81VWTJTwxIMl3dgoH45Os+slHfL7WxUVBST1E87dEcUMZZ2JOMADudbbtSO3eE8NTUvcqeTd3knzKiNlli27Tt6WmYjIarYHpjRTlWbv1fJBPGieOV0X/irRUtbvRJ6KCC4W7aFDDte1gyBYKuopYuqsqXbPEEcjM7H97rVRgnIzG41TVK1F0FwqYqd4zUGvJNO9aASgqJOkdUNKvyxQKMucfkVx1SvTTUU1MKWlnjSleknJCpBG3nJSSSAdwSKqqYY7IncgazrxA3dBY3VSzVtwn6amnhnQARHpwlXUJ28wrjyocdMaFeMnRwxuTpEU8nFkXcu9dzXqpFZdoJJJTS09P1PTNGXijjRIsqT/AAIvOOe5zoSra+vrESGo4jjI6elCGGM8ZHtzpe19qS7te63q6VMzx0sZlkmILNUVch6YYc8+p3P5AMfbWr/9j+zNo+CX9pNyUvxd+3XdmgsE3Wwjht1JkVlWFBwyvIQiE59KOeDq4scY3fYDHJzaS7mQnkcJUZz79f8Atoy2tJPZdg7pvYgJ/WvkWOB2jzlmcSvgkjBxEo7H5h9dAlUtvqfh4qayS06U0TBpY3LGb1MQ7A8A4ZRgYHGtL3K67c27tvaEhaRLRRG+XWPkgVM6q8cZGcZCeQv2JI0T9MXIkxQ83LGC7sz6vtjXLdr0kPrSkEdGnScj9mgU4/8AmDH89ekvC/alRb6FEETBQuWHUV/531lHgftSa+XuOpkiZwH65GP1PJJ164pbXDbqTyEjVCI+ngcYz/661/DdLUd77G9ny7ZLEkUExICmR5ohg9ySO3++qqWsqyf2UqyqAB9Py/z1fV8yrG65BAwoyMnj97QnNTM0jS0bNGc9QUHg/U6u5H7FjDHauSSt4kCgNTNkDn0jXag+TXNz5cZzzkt312oaZN6DzJ01kRzFOeD9dTIr9c6dAryMwHbVa0darjgnTnTUn5kz+Ou4Umuh4JSLSLdNRHMC+e+cnRNQeIcUIVZcHPtoKSmdl5i/PXJbOpvkxo1kmu4vLT7Glrvu1TEeYqYPOpC3/blbjIj1l8lrYLgHGNMpbqlRmORs/jovNmJY1ZqVbFYKmM+UY141RSbYoapuuNlwfpoHkN2jbAmfHsNSYbxeqMAhmIHtpvNi/qiLZJPhhFLtcowSNs8+2mTtmtQZUkgfbVTHuu5RHzJFJAPOrOk8QCMCaM6bdhfwPWRECqtdziY5jYgavfDzYl53zuSCzxQPFACHqqjHEUfufuT2A+ujvwx2ldfE6o8+npGgtcT9MtYycE+6p/E3+WvTu19mWLaNAtLbKCOFc+qQ46nP1Y6p580caqDtmz4b4fLUtZMyqP6/2F7Tt1t2jaaWx2umMNJAmFXpOQPcn688/nqZUXaJG8t5gUb74IOfcH6ak9MMhJ8wZ9iD1H/LH+eodZRxhRHUDKsPfgnt7e+sbI5d+TuMcoKqVfYHb4tfR5uNMokifllPIIz3A/4NDdbWJUoZqV8smS6McHP0I/DOiqqoEKN5IaOPOM5OP5aEK2xy+e1RRzyLJk5Zc8j3BHvqjk3dkamHKpLkpq2plck0vqkAwyn3+xA7j/fUWnqRKMxpiSLll5wp1Mr6KueJQsSB4uPM6iCfy1RzxXUuJFWEyr8pVvV+YI51RyKy7jyKPAY2ydjGAThR3OcH+mom/qCLc2wa3bE0TyTUEslxoZAclCQomUDqwBhVfPf9me+eB2C73GlwKinlU8ZKcqfvx21Mfcc7qJIGGQCrCQjDDGCCPfIJH56oZce+LiupBqsPnK0DW3rnLuDwxr7HeL9GbtSSSUqrcZUWmoY4adOny4zgPLOsHlCTBZTDCAPUGV3aO2U3Dte9bnodwLV7n2VURGghijaU3KjZSCWEmD5SGMqMgkibpIAA0MM1r2putKyooYK+1TR+U8c2HLQEFVkGDlXjYAZGOVXOQWzqW0LDvOE1XiBTVS1tbQxOgYgxwSKiBxBGi9KfDSxyHJ6VEbCPPSSA2bONwtGC7g3FlDWV1PuK20+4LNP5T1FQKqGaUqWpbguEPmZ46JB0RTFhywgkbAkxq1+Jv8OxPTQmG2XKreCmWoYsaashASanK9QJeNW6VXGJIXVCSyKNC9oo77T2Wu8TVpaeTatyrGp7nCgwtNUnBZBGSGcdEisengq/dWAKyrjNVTW+Wko68TUtcsQV+sf3lUHoDMeEnUKVjlx+0XgjqUrqm40wuvBJtl2+Bpa+hMyxwXKihoqyJgZBPTB0eME9aZXKhYpSeUZo25C5qpNsbLvUFTWUW269vhplhnki82FYpWBKo3XI/qISQ4x7H2GNRhVSsyxVEvqlLLDVjEYdz/iI/VxHL2Dxt6H78Ehi5LAvVmoCrJEPLZun0hcelCH+nOEk5GPQ2MADfuGkS18NbfS7Xrt1VNsuUFFbo5Q8klxijUzLG0iRgNDklgpAAJ5wPfQ7u+yrtDeN02nM/U1vMJB6xIcSRK4GQqgkdWOw0ZVdwsNs8Hb1ZZbbNcbtdbj/AHWhimL+T/dZEE5j6esBGkyvVxnHJ76C/Hy4mDx83hE3pK1EKFfdemFRj+mpoY90bAm66l9XbM29b9obW3DX1tzao3FDWzlYYiY4kgqTCoHTG5JPSzEnA7DWWeOFvk8Pt0Q7dDySJUWyjuccjqVboqIklUEFVPAce2tR3xUwf9n3hdFO0SA2e4uC7xDJNzqP/Ekj9l+pP21mv6Wnlt4nUKQyK6f2as3S6lDn+4w4+TK/1bt8zd9S6fGnk5Ayyagwn8NPBC3bz8P7bu9qyWSpulXcovJVEWOCCihhllleRm4GJ+2OAp0ER3LbFsqz+rtg3K6GCUp/e6sRwTYYg48tVbBx3DfXWmbJ3XcNo/o57NrbfbKe4zVN73HRmGcy9BSSCgDdSxAs4wCCOAQeToT274hvtawXazU9npqyqrZklWVU8w0CgP1rHApYHJfPVOwC9PCjJOilF26/UBNUilp92+ItbDPTU7UWzbRO3ky/AUwWaXj/AAUbHmSk5+XJ75JA51PoKumt8VPTUqGPypcwRKwlkSpzjzGPaerPsP8ADhByec6mWDeGz4LfV3/cFlnvG6Kyq8mjWeVpaOOErkszJgyzFzjyoz0AZ6uo8Cws918OLZtKoulbBHcdx1Cz000VV6KGy05+QHy/S0rHqIhHb97qJ6QnFpfT/wAD/iN2Wsa519JYbUtF8dcyqQpUSj4WONW62kmkbtTIQZZJDzNIv8K6AvEzw3mtG6btNbN2SbndavoqLhJH5PxUjNjqRWPUwZs9I7lQTxg40Jj4fWLw4hqKNZrnum9E1NzkqwQbdEspFOjRg8s/TlYm9IUr6WYjAY9XfLvcTG0VbcbtM7xmCIPLWtM/LAYyTUSchiARGnHfUuJST44Bk+OeQj2dsq/booP7HbEanC2+hnu1fXVT+VTRMiET10j44SEHyo/cuzFeTjQlf7vvK+bdsNillQ0FhpTaaa4TyyHzI5JWlMS9TFQgLHhVHBOc50Q0fjDDYfCGu2DDQNbLze7wZr40KMJKu3wxr8NS9XaKNZOslOeo4Y8gAjG5qnc1BU7bt+7KaCWWkijqaChipxG8lPUYlj8wqAXDB1Azz0gDgDU22n8DwaSvuENks+17Jfq6Knr6e47btrLX3GpMWXkEGVEUZHyrPMyqMc4Kk4xob3RLeN03QyVqztd9y1Jr6lRF0jyCxMQA+jElgOwCpjU650UdN0bGiZI0Sb9Y3+WmyR537lKo+iZKD/rdu/SDrZfCDwLv13rI97X2Fo2kKmFCTiNAPSoyOwGABqXDp5Z8ixx7cs1NBGOOL1GT7IKfBnwzrtpWqOuWqUysodkdR9vz99Gd8vFXSoxmpVcjBDIe4/D+XGiSuqWtsHw9xRREsRUOF5BHbj+WgW917Bj5UxlVsEqOcZ5xkfh766SezDBY8fRFnSwlkn5mRcsrZ7otTGY4J+TjuMEd/wDfUT4yKNfIChWIy/3/AA/pqluUtPWM7Qs0cmcjGFwff8RnUGCuqKWZTWBnizgSAY/nqputmptVBcQ7ElolBPJGNdqk/WER5WvTHt6jrtK/kh2I83SXhGXq6OdNw3kdXqUEHUaWiVR1B+/21GWLB+bufprtbZ4baj1LwXdFUtgEfhr4t9Udk599JsNk/Xt3o7OanyfjJREZOjq6c++MjP8APTt624liu01pNV5/ldJ8zo6c5UHtk/X66W57qH522My3ouMDGfppC3ox8f6afgs9O+GLNrpbPS/fjROUl0FFX1Glugc9ZA+w1J/WEUiYKg/iNJW2QBOCRpPwMY+ViNNbXUL7Hwz0+MOi4/lrWfCrwHk3g8F73FDJR2c4ZEPpkqR9v4VP19/b66V4E+Gti3DUybivSirFFMEipXTMZbGepufV+H+evU1JSLHEGXpwoCgAEYH2wdU9RqHzCJueHeHKdZcvK7L+pJslrtdgt0FttNDDT01OoSOKNQqqB7DnU2Rw2CvoA4GTjj8eCPzyNQo5uqMyKuMDLfU/mMf66j1NS6tTyoWVWcL0hsYHuOOD/LWc58HSY8FtUWc8gAy7MOeBn5h+H+ynTKiIxdcYy54J49I+n0/mBpmQ4aTq58oBsexP4dgdNxyv1sQSGQZJz7fQe4/njUcp9izHG6OnpvKjJdWYkdRJBx/qP5HGqauppMK6EjqPvxjV48zyQKzHhlLYA4//AD9xjVbcHSOFXZC3Ucd+e3fJB1DNX0JsUpIFrjQyhTlR98fTQnc6ARszOQuPYDR9XSD4YNg5YA9x7/loZuFGvlrO7Bmf7dtUM2NMvYsr7mf3GsrKLqwzSL7c8jVHUX6iqYiko6JeckNg/wBNHV0t8RjZzgkY/d0BXyy0dU+GXoJyepeDnWbkhJdGXIZY9wOud6nNXBbnq4Vh+I6o5JlH7NmHSVZsZ6CMfbgH66PPDbfU1putHaq+oq3padp1poGkCGOraF1jWRmwB5cj5yTgDqIGS2sW37RPSFwtU7dGe403tXdVdWWWpapUPPafLIl6iDNESQFbH7wzw/cDAwcDVKTcXbX3M7W4Iz/xYnqWOSS1/rOk2VaJja7aird4Wd/hax8iPphRx1CRV62BbLSIkzsET0KIWC27iq4LvV2Db89VtylD1VVFH0SmkgxjEhb91mYEKPmIHSepciy8OtwPcbFf6S7pUVS2ygWtkZakxtPRxoPMo8qPQJeqJXkHq6IugYViBZXy63bZ9/gSyV7Uz3e2U9zuSRApTTvNT+eiCEHpVI0m8pRknhmyOoBa88alyjOi2nT6g1B8LVYqKeYVNJMnQSQZH6AcBZBwXA9m4lUZ7gDL1Mr0wAVhPTlfQrSdRVe4VZCMOuB8jjP/AE551T1d8hq71DcbfbIqATwh54UbqR5P4wCOPc455OdW1PKJ1MyRiL9qIWVezHnBOe4GOzZJ+uqc4UWIulZ8aanidQgjLJg+XIg6gfoFJGDn3RgcHtqyuu39q+IN33FvyayVMtcyGuuASeSmjhk8qrkEKK0PJ6KUNntlwPqdUlU6VVdJZqunimWQqpLr1J088AH1D2+VgOBwdUWz7pSbe3HcaRY7nLGltuFMadbky0peWklhEnlMrYK+aSB1fbIzo8aVdSGcrl0D/dO2tybmRLZt+10lFZPDqjpKCokq720RzXTTVSszdGOAz5AUYCj5tCV923YPG2vot83a2XOikrLfbaVIluHX5arUpbR1M6ksfNXPsApGAMY1p1VV01HtDxL3lVWunr5Zb1ZqGCmqWkeKJYqWrXqI6sMTweAoBHY6yist1wtextsbepq+CWjvlgnWsWogdicXmomQqUkUgho15zyM9tTR46MGXJS3K726o2DY/Dm37fuVuprBca+uepuSKRMahYVxmQxp0jyeCSc5z06EzKlUSkAjnMJwRTIs0KH2LYEdLGPuevGr26bZisFM9yeO2y9PUcJb1L8AdnnaXH8tUlpc7kp6mvh/ZRW4FwlX/e2OB+6GxEnb/wAI41LGiJuxpcHzKhuh4vUsjiqKx4HHS9aQMjv+ypx6h76XHH0vTxO7loI800KwLGY0xy0MDemHj/4ib1H5gCedJWpjrbdU30xyeXRgRESyebUsvVwEmYFYgMD5Ix+Oq6uqjR3miskUaKtZJEZHAyPWwPUQ2etxn5nLfYDU8Y7uCOTJ0tasSidKeSUwxvLHHRhnKH95wTlmY5HVUP8AcIOBjTNr7xtu2fDqlpfD+LyN9bngqmv1xLKaiy25Gb+70iZLJ1xgySTE9fTnJA5Mzxku0HhtfN1+E2w6H9U2Lb85grp1l6rhemQgFqmpwCVJORGoCjtjPOvPPwc9TbazcnxhikkndGjjUqMN3Gc9sHGNGqd1wEoOCUn37BDuPy1lp7LToKVwEeqrGJZZopAGiPKhlAUse/q6uwwAJ9BQ1tluUNTb/iq/cNxHlWOGYftKaHGBUyAn04X5Ae3zdgMvDcVNdLHUbtltKn9S0dFT/CSS9cdTOkYjSWQ4BKgLny/v3+u7+A3hFab/AHmgrb7cJqy43ekWurqx1w8kTYxToM4RABg4ySOOBxplacccer4RZwYv4lucvpXLLD9H39HiG7GG73INLb6eQSzTSZzW1Xu+fdFOQv5n316iuFNT2ilWmpYl6UGAVGMce3fP4aIVt9Ht63wW22QJDAiBI1QdPSBx7d9CN+qXDOnsH6eOOfr/AOmug02BaXHtXXu/cvw/9iabVJdEAO5qieqLhkAUgqDn/mP8tZXeIZoqoy07sv8AEg+UkfUa1DcU58kuFA7BvqeO+s8uyluuTI4bpxj66jyvmzcwpKNJAVca1JX8uan8h88Y4H5HSqWR4wTOiyoeM+4H4aTdmLhw3IH1/lqjkrp7fGxibqUnHSfb89Qb9vLJZ4/TwXpms5JLOuffjXaGRXysOoonPPbXaXmIi8pH/9k=)
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. Biden will propose changing the tax treatment of cryptocurrency transactions, which could raise $24 billion, The Wall Street Journal reported. Bitcoin’s all-time high and low prices are driven by its supply and demand dynamics.
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.
- An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol.
- Bitcoin, ether, and shares of Coinbase were among the crypto assets that tumbled Thursday following turmoil at crypto bank Silvergate.
- Because no one wants to lose funds as a result of an internet scam.
- You should consider whether you understand how an investment works and whether you can afford to take the high risk of losing your money.
High demand and limited how much is 1 bitcoin in usd lead to price increases, while low demand and excess supply lead to price drops. Bitcoin reached an all-time high price of $69,044 in November 2021. The all-time low price of Bitcoin was $67.81, which was recorded on Jul 06, 2013.