Bitcoin Mining Pool
Shamining is a cloud mining platform that enables you trade cryptocurrencies without any hassle. You can transfer cryptocurrency to external wallets or leave it in your account. Minergate is a software that enables you to mine just with CPU or GPU. This platform allows you to trade various coins such as Bitcoin Gold, Litecoin, Ethereum, Zcash, and more. It enables you to view all mining-related information in real-time. Computta is a software and services create by cryptography professionals to enable you to make digital money.
Why are Bitcoin fees so high?
Usually, the fee increases during sudden blockchain rate fluctuations and major world events; your crypto account has a history of microdeposits (like referral bonuses). If your account has large amounts of small deposits, the size of your transaction will be bigger as it will consist of many inputs.
Easyminer comes with a dedicated “Moneymaker” mode, which is dedicated to the mining of LTC on its own stratum pool. There’s also a “Solo” mode, which allows users to choose a pool of their own, as well as a custom hash algorithm corresponding to the coin they want to mine. Easyminer uses the NHIL protocol to provide an extra layer of security for the pool stratum and wallet architecture. The mining process involves using dedicated hardware (e.g., ASICs, FPGAs) that use processing btc auto trading power, as well as software applications, to manage these rigs. If you’ve decided to get into cryptocurrency mining, here is some of the best Bitcoin mining software to start with. Considering the complexity of mining bitcoin, it is very crucial that you invest in the right type of hardware. If you are mining bitcoin at home, you need to consider hardware electricity consumption. Because nowadays cryptocurrency is so popular that even a kindergarten kid is mining bitcoins.
How Bitcoin Miners Are Paid
As one of the oldest bitcoin mining software, CGMiner is our choice as the best overall due to its open-source build, ability to run on any computer, and compatibility with multiple mining hardware. While Bitcoin can be purchased with real cash, it’s more commonly “mined” using a combination of specialized hardware and software. In this article, we review the best bitcoin https://forexrobotron.info/beaxy-crypto-exchange mining software based on reputation, features, ease of use, and more. You’d have to get a fast mining rig, or, more realistically, join a mining pool—a group of coin miners who combine their computing power and split the mined bitcoin. Mining pools are comparable to those Powerball clubs whose members buy lottery tickets en masse and agree to share any winnings.
From 2009, when the first Bitcoins were mined, to 2012, the Bitcoin mining network hash rate increased from MHash/s to THash/s to today’s EHash/sec . In the early days, miners could use their CPUs to mine at a hash rate on the order of MHash/s. Desktop computers could also be used to mine, as well as dedicated custom mining rigs like the one shown in Figure 2. Many mining rigs are simply a collection of existing systems with little redesign with respect to cooling efficiency. A mining pool is a group of miners who share their computing power over a network and get rewarded based on the amount of power each contributes as opposed to whether or not the pool finds a block. Huge drops in weekly numbers could highlight that some mining pools are either being turned off or they have decided to mine other currencies. If a mining pool were to control more than half of the total hashrate, it could lead to a 51% attack on the network. Bitcoin mining software is quite complex and is typically used by those who are tech-savvy, have experience mining cryptocurrency, and have the time and interest to do so. The Bitcoin mining software is usually a desktop app, and there are many different versions, some for beginners and the rest for more advanced users.
Bfgminer
Aside from the coins minted via the genesis block , every single one of those Bitcoin came into being because of miners. In the absence of miners, Bitcoin as a network would still exist and be usable, but there would never be any additional bitcoin. There will eventually come a time when Bitcoin mining ends; per the Bitcoin Protocol, the total number of bitcoins will be capped at 21 million. Once miners have verified 1 MB worth of bitcoin transactions, known as a “block,” those miners are eligible to be rewarded with a quantity of bitcoin . The OM5 standard provides for short wavelength-division multiplexing of 25 Gbit/s at two or four wavelengths at 850 to 953 nm to transmit at rates to 100 Gbit/s duplex. Of course, the major traditional banks are actually better placed today with their massive data centers to do hashing calculations for blockchain creation than rough-and-ready mining operations. It was much easier to mine for Bitcoin when they had essentially no value.
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)
The risks of mining are that of financial risk and a regulatory one. As mentioned, Bitcoin mining, and mining in general, is a financial risk. One could go through all the effort of purchasing hundreds or thousands of dollars worth of mining equipment only to have no return on their investment. If you are considering mining and live in an area that it is prohibited you should reconsider. It may also be a good idea to research your countries regulation and overall sentiment towards cryptocurrency before investing in mining btc miner equipment. 1MB of transactions can theoretically be as small as one transaction or several thousand. By mining, you can earn cryptocurrency without having to put down money for it. If you are the site owner , please whitelist your IP or if you think this block is an error please open a support ticket and make sure to include the block details , so we can assist you in troubleshooting the issue. Structure of OFS Optics’ hollow-core photonic bandgap fiber, which carries signals at close to the speed of light in vacuum.
Btc Miner Unlimitedwww Temposport.club
The average hashrate share by country is available for display in monthly intervals starting from September 2019. In addition, a second map with an exclusive focus on China’s hashrate distribution by province is provided. , has not provided details about its privacy practices and handling of data to Apple. Deputy Governor Adamu Lamtek said the CBN is not discouraging people from trading in cryptocurrency. Global equity benchmarks and oil prices drifted lower Tuesday while btc miner safe haven assets gained as an extended economic lockdown in Germany and U.S. and European sanctions on China curbed risk appetite worldwide. Rising concerns over a third wave of the coronavirus pandemic amid slow vaccine rollouts in Europe hit oil and travel companies as investors priced in a longer road to recovery. Germany extended its lockdown until April 18, while Chancellor Angela Merkel called on citizens to stay at home for five days over the Easter holidays.
- It is worth noting that buying from shops or manufacturers shipping from foreign countries may result in hefty import dues.
- LED sources were used in the past, but now most data links are at speeds that require mass-produced vertical-cavity surface-emitting lasers emitting at 800 to 960 nm.
- An estimation of hashrate distribution amongst the largest mining pools.
- The third parties ordering transactions are decentralized, and they receive monetary rewards for correct behavior.
- In 2013, the first ASIC specifically designed for Bitcoin mining was released (Mining – Bitcoin Wiki, 2018).
- The current hash rate of the Bitcoin mining network is about 25 EHash/s (1018 Hash/sec).
This is the formula that many of these calculators use, and it simply represents your share of the overall hashrate divided by the network’s total issuance in dollars. The input values required are either fixed parameters , or they can be found on data websites like Blockchain.com or Coinmetrics. To avoid being outcompeted, existing miners must find a winning combination of location and hardware that would allow them to maintain their edge. They must also constantly maintain and reinvest their capital, as more efficient hardware can throttle older miners’ profits completely. However, positive inflows from bull markets are counterbalanced by other miners seeing the increased profits and purchasing more devices to tap into the revenue stream. The result is that each individual miner now generates less BTC than before. Eventually, the revenue generated trends toward an equilibrium point where less efficient miners begin to earn less than they spend on electricity, thus shutting devices off and allowing others to earn more Bitcoin. The prices enjoyed by these miners will often be below $0.06 per KWh, which is usually low enough to turn a profit even during market downturns. Professional Bitcoin miners will often place their operations in regions where electricity is very cheap.
Reusing Legacy Fibers
The software is how you connect your hardware with your mining pool. The mining pool is essentially mining together to find the bitcoin and then splitting the payout with everyone in the pool. Easyminer is a graphical, open-source mining software that lets you mine Bitcoin, Litecoin, and other cryptocurrencies. It supports minerd, cudaminer, ccminer, cgminer, and ASIC mining for Bitcoin.
![btc miner](data:image/jpeg;base64,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)
Bitcoin miners capture the flare and use it for energy, preventing it from being released into the open air. Historic generations of miners like the Bitmain S9, released around 2016, lasted approximately four years before becoming unprofitable under any electricity price configuration . However, the speed of advances in computing automated trading technology is largely unpredictable. That also means you need to carefully consider the limits of your electrical grid. Your home’s electricity network is rated up to a maximum level of power, and each socket has its own rating too. Exceeding those limits could easily result in either frequent outages or electrical fires.
? How To Choose The Best Bitcoin Mining Software?
The software also makes it easy to switch mining rigs, including GPUs, ASICs, and FPGAs. Despite its appeal to beginners, power users can also access MultiMiner’s advanced features, including direct access to API settings and engine arguments. MultiMiner goes even further and shows users exactly how to connect to a pool, including where to enter the information associated with the pool. A target hash sets the difficulty for cryptocurrency mining using a proof-of-work blockchain system. The screenshot below, taken from the site Blockchain.info, might help you put all this information together at a glance. You are looking at a summary of everything that happened when block # was mined. The term “Relayed by Antpool” refers to the fact that this particular block was completed by AntPool, one of the more successful mining pools . As you see here, their contribution to the Bitcoin community is that they confirmed 1768 transactions for this block.
The losing block then becomes an “orphan block.” Orphan blocks are those that are not added to the blockchain. Miners who successfully solve the hash problem but who haven’t verified the most transactions are not rewarded with bitcoin. Those variations reflect the advantages of customizing fibers for particular applications. Low-water fibers allow inexpensive coarse wavelength-division multiplexing in 20 nm steps between 1270 and 1610 nm. Multimode graded-index fibers can carry high data rates over short distances, cutting transmitter and receiver costs. hummingbot auto trading The USB miner is clearly a low-power solution that’s limited by the USB port capability. Even at the 2.5-W maximum power supplied by the USB port, the heatsinked ASICs on the device can get very warm. The ASIC temperatures are well within typical operating limits, but the heatsink would feel hot to the touch. You often see these devices operating with one or more fans directing air across them. USB miners offer hash rates in the 1-GH/s range with efficiencies of about 1 J/GH, easily outperforming the CPU-based miners from the early days of 2009.
Few-mode fibers have effective mode areas just slightly above the upper limit for single-mode operation, allowing them to carry only a few modes . Researchers have shown that mode-division multiplexing can couple single-mode signals into and out of individual modes in few-mode fibers without significant crosstalk. Two other emerging types of solid-core fibers remain in the research pipeline. Microstructured fibers have differences in the refractive index of the material created by varying densities of microstructures; these index differences guide or confine light. A new generation of fiber technology has emerged based on microstructured fibers with holes running along their lengths.
How many Bitcoins are left?
There are only 21 million bitcoins that can be mined in total. Once bitcoin miners have unlocked all the bitcoins, the planet’s supply will essentially be tapped out. As of February 24, 2021, 18.638 million bitcoin have been mined, which leaves 2.362 million yet to be introduced into circulation.
The second metric that’s used when comparing mining hardware is the energy consumed per hash. The total number of Bitcoins that will ever be produced is 21 million, of which about 80% have been mined. The time estimate should be accurate since the Bitcoin mining difficulty of generating the correct hash is managed such that a new block is added to the blockchain about every 10 minutes. As the rate of block solutions, or hashes, increases, so does the difficulty of generating the correct hash (Fig. 1). The current hash rate of the Bitcoin mining network is about 25 EHash/s (1018 Hash/sec). The USD exchange rate is taken to be the daily volume-weighted average exchange rate reported by Bitstamp. The default difficulty growth rate is taken to be 5%, which was approximately the average two-week difficulty increase between February 2016 and August 2017. The hashrate, cost, and power consumption of the hardware are taken to be those of an AntMiner S9 ASIC miner (13.5 Th/s, $1,987.95, 1,300 W).
What a Bitcoin miner does is analogous to that—they check transactions to make sure that users have not illegitimately tried to spend the same bitcoin twice. The primary draw for many mining is the prospect of being rewarded with Bitcoin. That said, you certainly don’t have to be a miner to own cryptocurrency tokens. An example of a crypto blog platform is Steemit, which is kind of like Medium except that beaxy crypto exchange users can reward bloggers by paying them in a proprietary cryptocurrency called STEEM. However, before you invest the time and equipment, read this explainer to see whether mining is really for you. We will focus primarily on Bitcoin (throughout, we’ll use “Bitcoin” when referring to the network or the cryptocurrency as a concept, and “bitcoin” when we’re referring to a quantity of individual tokens).
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120 Best Btc Miner Ideas
Now BTC trades for thousands of dollars and the mining network hash rate is at the EHash/s level, which makes it very difficult for a small mining operation to compete, or even turn over a profit. As a result, individual miners join mining pools, where resources are pooled and rewards are split. The increasing hash rate of the network has led to the emergence of two important metrics. Similar to a single ticket https://forexarticles.net/beaxy-crypto-exchange/ in a raffle, the odds of winning are greatly increased with more than one ticket, but it only takes one to win. The greater the hash rate, the greater the chance of calculating the correct hash. It’s therefore much more likely that many calculations will be required. So, in addition to the hash rate, it’s important to consider the efficiency of each calculation, or the energy required to produce the hash.
Bitcoin is arguably the most well-known of the cryptocurrencies in part because it has been around for nearly 10 years and seen dramatic increases in value over the last few years. Another reason Bitcoin is in the news revolves around the high energy usage of the cryptocurrency mining industry. While the Chinese government has backed the development of bitcoin’s underlying blockchain technology, it has looked to crack down on digital currencies themselves. In 2017, Beijing banned initial coin offerings, btc miner a way to issue digital tokens and raise money. The government has also cracked down on businesses involved in cryptocurrency operations, such as exchanges. Part of those plans involve shutting down existing cryptocurrency mining projects by April 2021 and not approving any new ones. They also involve reassessing other energy-intensive industries like steel and coal. These miners run purpose-built computers to solve complex mathematical puzzles that effectively allow a bitcoin transaction to happen.
These operations clearly use megawatts of electricity and cost $10,000,000 to build, and millions of dollars a month just to maintain. The popularity of GPUs was presumably aided by the availability of off-the-shelf graphics cards with integrated cooling solutions (Fig. 3), and the ability to scale up to an entire mining rig fairly easily. China accounts for around 65% of all bitcoin mining globally — Inner Mongolia alone accounts for about 8%, due to its cheap energy. In comparison, the United States accounts for 7.2% of global bitcoin mining. Bitcoin is based on a decentralized network, which means it’s not issued by a single entity like a central bank. Transactions, recorded on a public ledger called the blockchain, need to be “verified” by miners. We realized early on that we focused too much on the mining aspect, and not enough on the software, applications, and services that run Bitcoin.
Bitcoin Mining Map
“In 2021, 43.4% of the energy on Xinjiang electricity grid was renewable, and expects to further increase in coming years,” Yilham said. “During winter, miners purchase electricity through grid, like other industries, and we don’t get to what type of energy goes on grid. We try our best to locations with more renewable energy, and intentionally or not, that is happening,” he said. Ever since bitcoin and a number of other digital assets touched fresh new price highs, the crypto assets have seen mainstream attention. Moreover, a lot of journalists and popular pundits have focused on the energy consumption the Bitcoin network leverages. This has been happening every week since BTC prices have grown hot, and it happened a lot in 2017 as well. Hash Rate is a unit that measures the processing power of the Bitcoin network. When your network reaches a hash rate of 5 Th/s, it could make 5 trillion calculations per second. BTCminer is a software that enables you to min bitcoin effortlessly.
Can I mine Bitcoin on my phone?
Q. Can I mine cryptocurrency on my smartphone? A. Ignoring the fact that mining cryptocurrencies requires a huge amount of processing power, Google and Apple don’t allow on-device mining on Android and iOS hardware.
There’s also a built-in C# script engine, which can be used to create customized triggers and actions. You can use the program to set up privileged API access and configure default pools for all Bitmain Antminer ASICs in a single operation. Bitcoin Miner is an incremental idle game, in which players purchase and upgrade hardware to mine bitcoins. There are 10 slots for placing miners, each slot is an independent unit and has its own upgrade path. Yilham’s testament to what’s really happening in places like China where bitcoin mining is concentrated, shows that BTC mining is far more energy-efficient than traditional payment rails. Moreover, the crypto asset is voluntary by nature and pundits should really consider the cost of the military backing used to sustain the United States dollar.
Genesis Mining
“Since we are using grid, here is a really important question, without Bitcoin mining, would it decrease region’s energy production capacity? The excessive energy would simply get transferred to other states or businesses. Bitcoin mining is a process in which the latest bitcoins are entered into circulation. You require either an application-specific integrated circuit or GPU to set up a mining auto trading rig. It has a timer automatically checks GUPU freezes and restart the software. Genesis Mining is a tool that offers cryptocurrency mining functionality. This application provides a variety of mining-related solutions to large- and small-scale investors. NiceHash is an application that enables you to mine and trade with ease. This Bitcoin miner app enables you to check mining status with ease.
Many such tools are automated, and hence there is no need for technical skills. However, this assumes an ideal hardware and software setup which few users can afford. A more reasonable estimate for most users who have large setups is 30 days to mine a single bitcoin. Awesome Miner was developed by Swedish software company IntelliBreeze in 2014 as a cryptocurrency mining management application for Windows machines. It supports large-scale mining with a dashboard that lets users manage multiple mining engines and pools in one operation, making it the best software for centralized management. MultiMiner was created for Windows, but also comes with directions to simply install it on Mac and Linux.
What Is Bitcoin Mining?
CGMiner uses a command-line interface that allows users to mine their rigs remotely and control fan speeds and other settings with simple keyboard commands. The software also offers advanced detection of new blocks and makes it easy to scale up hashing power without delays. CGMiner was developed in 2011 by Australian anesthetist and programmer Con Kolivas for mining cryptocurrencies such as Bitcoin and Litecoin. It’s widely regarded as one of the best bitcoin mining software available due to its open-source nature, simple interface with direct controls, and cross-platform and cross-hardware compatibility.
Can you mine Bitcoin for free?
In fact, there are four terrific ways to earn bitcoins for free online. You can join purchase reward programs, open an interest-bearing bitcoin account, become an affiliate marketer, and even get paid to mine bitcoin without any specialized hardware.
Rather than a collection of existing systems, this type of rig has more of a holistic cooling approach. The cooling strategy might therefore involve forced convection with two fans in a push-pull arrangement. The ASICs will have heatsinks, either a monolithic approach as shown in Figure 6, or simply a small heatsink mounted on each ASIC with thermal adhesive. Mining rigs offer fantastic performance with hash rates btc miner in the 1-TH/s range and efficiencies of 0.1 J/GH, although they do require a significant initial investment of ~$1,000-$3,000 in equipment. Bitcoin miners looking for “off-the-shelf” solutions that use ASICs have a number of options available that address varying investment comfort levels. When the rate of block solutions, or hashes, increases, it makes generating the correct hash that much more difficult.
The reason for this is that the difficulty of mining Bitcoin changes over time. In order to ensure the smooth functioning of the blockchain and its ability to process and verify transactions, the Bitcoin network aims to have one block produced every 10 minutes or so. However, if there are one million mining rigs competing to solve the hash problem, they’ll likely reach a solution faster than a scenario in which 10 mining rigs are working on the same problem. For that reason, Bitcoin is designed to evaluate and adjust the difficulty of mining every 2,016 blocks, or roughly every two weeks. When there is more computing power collectively working to mine for Bitcoin, the difficulty level of mining increases in order to keep block production at a stable rate. To get a sense of just how much computing power is involved, when Bitcoin launched in 2009 the initial difficulty level was one.
Betterhash
You need a dedicated mining hardware to see any reasonable success. This free bitcoin mining software enables you to choose your own pool with a custom hash algorithm. Hashshiny is bitcoin mining software that enables you to find profitable pools with ease. One way to reduce this cost is to join a mining pool that harnesses the computational power of hardware owned by multiple miners. The drawback is that each miner only receives a small portion of each mined bitcoin. Awesome Miner offers a number of powerful features to help users maximize profit and minimize downtime. Awesome Miner is a powerful mining software that lets users manage multiple mining rigs and miner’s pools, all from one dashboard. As a result, it tops our list as the best centralized management software.
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)
BetterHash is a cryptocurrency mining software that enables you to trade for Bitcoin, Ethereum, Monero, Grin Coin, ZCash, etc. This cryptocurrency mining software enables you to mine without investing in hardware. Next, we differentiated between the best mining software for novices and those for advanced power users. Mostly this broke down into the type of interface (command-line versus GUI) and ability to either automate or customize mining features. We looked at close to a dozen bitcoin mining software for this review.
Btc Miner Unlimited
There’s a menu for on-the-fly management of most settings and self-detection of new blocks with a mini database for slow/failing longpoll scenarios. While bitcoin has been gathering widespread attention with prices touching all-time highs, mainstream pundits have tried to attack the leading crypto asset for its energy consumption. It seems a new ‘bitcoin is bad for the environment’ editorial is published nearly every week by mainstream journalists, tech authors, and climate activists. This week a representative from hummingbot auto trading the crypto company and dedicated mining operation, Bixen explained that it is wrong to assume that bitcoin mining is unsustainable to the global environment. Bitcoin Mining software is a specialized tool that uses computing power in order to mine cryptocurrency. In exchange for mining operations, you can receive a monetary reward in the form of digital currency. Bitcoin mining software provides detailed reports based on your earnings. Most of these tools are automated, so it does not require technical skills.
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miner](data:image/jpeg;base64,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)
At OFC 2020, Southampton researchers reported loss of only 0.28 dB/km at the 1550 nm minimum of solid-core fiber attenuation. Although a photonic-bandgap fiber has higher loss than a traditional solid-core fiber, its hollow core can transport light at 300,000 km/s rather than the 200,000 km/s of solid-core fibers. The lead in time of the light in the hollow core gains 1.5 µs/km, and microseconds mean money for high-frequency traders who pay a premium for transmission through the special cables. Large effective mode areas can be combined with very low attenuation. For example, both Corning and OFS Optics offer single-mode fibers for submarine cables with effective mode areas of 125 and 150 µm2 and attenuation below 0.16 dB/km at 1550 nm. about 80 nm2.17 If such a fiber is transmitting high power, nonlinear effects can build up in the regions close to transmitters or amplifiers where power is highest. Expanding the effective mode area reduces power density in the core, reducing nonlinear effects. Changing the core-cladding refractive-index difference can increase effective mode area above 100 µm2, but there are limits. Zero-water fibers further reduce OH absorption so that the 1383 nm peak is essentially gone, with attenuation below 0.27 and 0.31 dB/km. Processes have been developed to reduce hydrogen (often called “water”) in fibers to two levels.
Too many of these services have moved to online centralized websites, and many users have given up on running the core software that powers Bitcoin. The current block number is taken to be length of the current longest blockchain as given . The number of days until the first difficulty adjustment is taken to be the ETA estimate provided byblockexplorer.com. Subsequent increases are assumed to occur regularly according to the specified interval. Since difficulty changes occur every 2016 blocks, the interval in days you choose for difficulty adjustments implies a rate at which new blocks are solved. The reward for solving blocks (e.g., 25 BTC) is adjusted over the time horizon according to the Bitcoin protocol. Jappa told Insider that some US rigs are powered by by a process called “gas-flare recapturing.” When natural gas is mined, a portion of the gas is flared into the air.
- The software has been known to be difficult to install on computers running Windows 10.
- It supports minerd, cudaminer, ccminer, cgminer, and ASIC mining for Bitcoin.
- However, cryptography alone cannot guarantee that one particular coin hadn’t previously been sent to someone else.
- Hashshiny is bitcoin mining software that enables you to find profitable pools with ease.
- In comparison, the United States accounts for 7.2% of global bitcoin mining.
- The chart below shows the average monthly hashrate breakdown by country in descending order.
Consult an expert to determine whether your electrical setup is safe. For example, the Canaan AvalonMiner 1066 has low energy efficiency but also a very low price, making it fairly competitive at the low electricity price bracket despite being a fairly old model. The Bitmain S17 Pro, a previous-generation ASIC, still holds its ground due to its lower cost, but quickly becomes unattractive when the reference electricity price rate is raised. MicroBT’s devices appear to have the most balanced performance overall. Aside from the choice of hardware, an individual miner’s profit and revenue depend strongly on market conditions and the presence of other miners.
They rely on photonic crystals, photonic bandgaps, or other structures to confine light, opening new possibilities. Special fibers are also made for tasks such as terminating or coupling fibers in communications systems. Standard fiber fabrication leaves traces of hydrogen, which bonds with oxygen in fused-silica fiber to hydroxyl groups that absorb between 1360 and 1460 nm with a strong peak at 1383 nm (Fig. 3). This band could be ignored when fiber systems operated only in the 1310 and 1550 nm bands, but became a problem for inexpensive coarse WDM at 20 nm spacing between 1270 and 1610 nm. Standard fibers have an outer diameter of 125 µm, which is thick compared to the 10 µm core of single-mode fiber. It’s possible to reduce the cladding diameter to 80 µm, which reduces the glass volume of the fiber by a factor of 2.4. A reduced cladding fiber with a plastic coating has an outer diameter of about 170 µm, compared to 250 µm for a normal coated fiber.
![btc 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Q3Gn6j1iK4EhDiXaxEuHL97FvgG3Y/rjdqFA1uzc6y1X6zVCmSUrZakvqQhQIBT00KKRYhQPA7EH1xHy8oyH8wSaRWA+X2lL+IfsopQpKCdquO5ICRyOTjowmlA0jC7H6SV0pu6p+C+c0+HTwT5eiSpcHM2e62mA60zJ+r5LB87gUUgFxlCfwKNwo/dPfCZpD4WNBNWs4qo0JnN8CA2tKt7tUYU66hxqStHZiySkxwD3vu9MOB/L2XaHkGY/W2N06XVoRMJl1J2t9CXsUSoHzXCje3b154kLwqM05nUhKaZHWwhbDS0NKc3lCNk7bc7U3JCufKP8K7sOga62QLZhxycx3bK4nvSFXfo99E6ZVX4USp5s6Te3bunME8pBPPSHqcGLdZgpm+rvq6aTcI5KQfwDBjvqNL/iFP9Zrv8yuScSkVuqR2VQYMWM63597jUhKjbm5PmR/IYkDKdfrEFPQqcMhtKykusOhQB+Y3X9fbG+ivwqnFX0HIimkX6paqEeyUkduXLgfIcdvYYmTNPhflQNCMq6+ZOp0qpUes09ciuMtKD6oTyXVo61kEgslKRci+03ubEWrCp9WIsd168UkdVfMNuijCVUk1mS0zR5sh2eo7WW4xV1b/ACA5v2w7KFr14pfD3UI/wWdas1F8q0waw58dCkJHJR5iq172IQpKh6EHCNopmLLGX84uyqnKaisy4C4zTirhPULiD5j2Twki/wAu+Hn4jMwUKfk9OVo0xmVUn5Md5tllKnVJbC7qUSkEJ47e+NdmHUlVh8lVK8Bw5fnVeNq8exCgx+LCoISYnWu7W+vO+1gr3+FXxu5I8RVsrVWM1lzOzLXVXTlvXYmJH3lxlqsVW7ls+YDnkAnHPfPWsUikyNVpLbDZ+qM0zorG07h1m5DvTKwT26yR2/CBiJcv0ObQpkXMVIcnUqfTpSZMSUkdF1t1J3JWkkiwBH8fUHG/XK7SIlEzlmCvVWF8bV6lGqD/AJEL6rrjr7jhDY7gqX2+YHFseVjgMDi9mgK+kFgdZrzcqDKRLcckNhUpta1LJc6iQrcb8m3c3POLWaPUupy40NXwFJLDTzakOtsKYWoC/J3Ek/wAxAM2XWK/scoeTYVJCU+aZ8L0FL4+8LEcH8sLuWs76jZQW23T65CbWjzLQqFEeNvS6nGVKP5XvjQpK5lO0hwKzqzC5an+mRZdWcou1dujsBcSChkpBSEPqUNtvW6LYivPGc3KRW32WVwmUi5WUvpSQfmbe2KpUvxZ6qxGG4LtLy3IdT3ccpTJVbte6Ajg/kMM/OOtWZ80LcXPp0Nh58lsuRIxSm9jYhO/t24HB7HucSpqyKIufJrfZKlwmd+VtxorzZUz25mCluVQVVmDSIwUp6Yt0FBCfvWPtf5d+B3xVbxB+LY5nbk5B03K4VG2liVJsAqXwArde4tYW2WFvNuudqUR3nHUfM1X0cy9labUBAiomSSkxkFtT7bStilrF+SXN44sBtXxck4janVCjwijoqecJT3bXwf4AAD9cQFUyZ13mwVh1I+nbZjcyVqZIhtoVOnVSK64pXVWlT6t5JPchX8/8ecPVhv9pGsux6TUo8OO9Dd3EucJBqEwXHc2v68/6cNam1XKnlVVqdNcWOR1IyXB/wDzX/lbD0rWpOXGINMjR6DCYL9Jjx0LbhhPTaTLdC1DhVlFO9RsOSonvYYvCriYAQ4ED4qkKSWVxDmkE9dlZfTrT3KNHpcaXJTGlTykEPIHVcWPQgn34PA/XDyr2ZstZMoblbz5WoVDp6CFJbcc+1cHmFttyVLJ/CAbWJItziudX8QjeVotHy7pbHjwpVQpciYqr1hCEiOwlpRaUhpQKQhWzcRsJUhSSU7uBF0nKVfzZm5mS9l7MmpVZmsrmtyKoFtU+KguONt3bSsFaA40pJKloFkK+zNrFFRibpOyxWoaGOA66nr9lN2aPF5nTPSJGWPD5k1aIjSS2/mCrKDTTCB6rcdUlplNhzuVyQNlrWMAyHsvVjMy3c35jruq+Ypa0oVCo7jjEBTtyBukKSHHQkqNkoQgHiyik4mCZoJFQiHUfEPql0za7GVaI020ho3vtaYaT0kgJ28IbUm55V6YedOznQdNqR8NpjkOjZHpZbuK1WiDOlJN7KSkkuK+6bJWsBG7yoscUxDJMbvKdJURwtvcDx/Lpt5Q0ez9WsozU59l5e0/ypKdQ9TokNRidKMhSg5uYQ4OqtwFKCJJKxa9rhJDhycxo/p1T3aRorp87mmQHE/EV6pgKYU+jfsPUUgJuCV2DSN1yLqX3wwM36o0uTTxXFVZ3Mbkaop6gmx+nCYcfQ4omOzcJSLtqO7aCVKFinkFrTNS8z5j07rhaDi0RqzSmm0w0BptppxipqcSVjlW5TbZNyb7B2ti22ny7aeZWW/Em2Nhfx0H54qUM6ag1l1bz2oWob7u4KKaNR3C0k8AIKwkl1XI/GpscWV8mA/rC1QKctOTaFTaQguKSZUpCXXORfeEg7d/Ntyt3Bt6cRWlmuTlIjF1DKnFeRmOje44r2B9ScP7LegOoVZRGgN5Rfbky1OSWk1V1EdbiA2CpaUOkKVZKVGyQTYdsWmwsiOYD3n7LMqMQdMLSO06Db7Jo1/PNXzS4XJT9RrJBBSXlWaSR2IT90d/QeuHhSlZqOQqE4ivJpTKUZgWhEYfaqSsQkOo3dvMABx7YlikeDrMDMASa9OqEwhIJZpUQR4yU+6pk8sJSPcJbX6WvhzU7KujGRYMJmv56yHDdgpeHRcUvML6A4tKlApQlphfLaD5217SkBPa5noSDus19V2HBosfifzwVbsu5F+u5LRoGXKhWpRFilLK31e54SLA/wAMPWu6Z1yFT2DnPN+XMnRkm/w0iUl+Yq3YJiRQ45ccCywk8/pKNX1Z0WdacSyNSc/pRZPwjTqKLSrjtZqOEqSAPZAPz5wlI17rlIkIp2nuieSctEmzchyP8fLQB6Lc/tSe/Kr/AM8PubWY2yzzLeTNK69upTGytpNQKm+n6gyDqDqDJUo7dkX6ppxV/vjtnFbfW+9o++Jz0r0h1Fy9naj1TMOWNOcmUaM4pxyj04Il1N8BtRCes51VKWLBRKHBex49MRNmPM/ilz8tbEzNWYX2DuIYpTf1cgJ2Fd9iUNbhtueSo2ue3OFLw6aOZpiaxZXzdW6jT1ht1/cl6r9aY5vYfQS2hG4KTuCgfPcDm1ucVJGkbhacNS14IzDwUb64UyuV3VHNdWcq5qkRqvTUMNif1nIaA+vakNKO9CdqeCkbbW5vxj3zpGTC0r07UCEJiiqMyApQCgt+T1mzY+haCTcH5d74cubsjZZfzrV63Ua5VpUidNnTF0ylxWWpCNrp2krUhW8OJuUkXN0rBAskll50ay/Jy/GqFLgVJERyqtoTHnP9V1CUxEKUlStqbne4r0HYDDSwtdtZRZUtla2zrgi3hopm0DfSnw36nOBSFba1R7kqASkJebNiT6Wx4Za0BzpTqdHzbnugxqJSWZEciVNkgqcUpxAQhcdrcsjcQFcDi/HbG7odHjyvDdn+PHipbS5mCkpCQbbrLQbG1v8ATjczPqfq7KqNHyqrNFOjNyhCmwZVPpjSi6FbFJd3LSV8KSF3SpJui974ZGyYstHbf6BY1XVU7ZrS3vlHzToob+miWXENZB+uksw22nFopSW4zrr3RUJCt+x8OgvJQNqwkDpnZZZUVqXqRUGKep6NSKXR1/EJmJTV6uhAbSWJTYDaCW1BV0sKG5ayCUBV0k4iOVlTUKqOxKZXnZBfnJYMYSKy/sdS6NrZQztJTz5eOAU2HAwsQNCq203AESfTJDU2W5FfkQmVyvhChVipxRCCkEXUFWINjdQIthgpWDV7llyYnnuIh9fupApXiHoVKZfOYKwMyOfHfFIg0uC4hhpJjlDiQ64ApV3Nqr7ljg2+9YeNb8W1bREZj5WyAwhRRtvUVrUEqt3Shspvx/ewlVPw8pciPJo8iqTJLMlxsBSWIpdb/ApBBt5u5ClFYFuPd2ZS8OWTokGlSMx5WkTKmUqVUWJc6QBuUfL0VtLUk7U2++ixN/Sxx0cCNoISnmWR5D+l9dlFda8ROqtVJU7neFSWiB9jBjouDa1wqxUSe9t3r2w13KlnrO8tTa6jmjMYukfDJQ8vlXFwkXAB54xaTJGjEXKUN2PAiNqeXLQ+ZYgx2nUJSOG956iyObqNgSR+d3ochR5JkNzI8VTTstc5SW4rSip5YspSgpCfL8ubE3HIBEzUf4NShwrC7h4fgVNaTpvmafXhQIeUCiobXHHEzpyEBhKAorKyCAiwSTZXPFhe+FqpaTZry7l2FmlJgqgS3zGccp7bstaHwCQjYUpXcgKPCSny9xcXtVNp+T6NVl12v1ujxanIGyRKcdYbefG0JTuURv4SkDvyBzfCRL1M0epjiTMzhGkuobU0UtPvPHb2N0td+3qLj0xITSusWtVdxj2Jv4D7qLaL4e471VapWcs31hxlaS05JhhpLKHSLgJCeopQuCNxSgcXFxyNZOgdTDrTbNLpclSCBGlTag5JCkDcUKCGAR5ko3DcPkeTiQah4h9KaWErhQqtOUoJPUi04MjgbRcqKDcCw7E4bz3i3pKHyxT8jFDaeSZVQbaV/FKUm3f54kBU3uoyOhdoWnTvt8l7o8P2Zq8tyoVLNSIjwcZZCW41vsygEKs6pBUEhVuSD94W9MI2ZdD65Rq1T6ZSqhV6p8RTlSpocKlrU4eo2oJAUU7QNhskK5JvccY1H/FZn2pSfhKDl2k7lqSNrSXXlW7d02APbvxhu1DXHVuuVGXEkVh2HVIsVxyKiNBbbdaAUlboCrblXaSogE9wLYk1k17vKTKA5mSJoadNdzb87kvw9FZk6nzGDQJ8uc/KZca+JgvoSktNrSjeVobTYBxQG0pHzvjZ0KyCvJGrqYEmZ1XErMdSUkKR5WpJJ3BRvZS1J+djiOK81qBWKTEYzXnOqMvzJriyiVUXFrLRbbNwEXSjalVyCRa+HV4bHXo+pkVDrkR4y50p1S2FqUlH2SylKSoA7drnsO2ISNJa646rQp3OjLLSaXFx3XVralDQ5NcXtTzYfyGDGJj7xkrKQqxt2J9vzwYqCIW/leg9b6BcVUSn6LMksJ4S6koUlXfb+6Qf447J/Ruauab578NWWdOaJXIr+YspQlw6vS3AEutBTzikrCD99spULKFxfg2PGOPdSpxWC2lC1pbJcjukclA/CfmP5jHhlnMFayrObzDkyvTKTW4Tm6PLgvlmQhV+dqkkEggcjsfbGLW0hnbl2IX0SkqhHruCusviB+il0L1WkS8yaaPq08rz5K+nDipdpbiybm8bylF/97WkD904qDXPokPEzQ5ixRJmVq0whVm341RUwpQvwSlxCSD8gTzh66L/AEnGvuWKIzC1JiZfzilny/EzCIFQKbfiW0Omv8y2Ce5JPOJii/Sy0d+yHtKmWybC/wC0Ddr/APg8ZTYquA5bXC0s8UouubFXy/qBkpiouS63VIP1RJVEeSzUXEkPJVtKRtX2ulXPyvhUbrerrdDRWxm6q1KKmOmdJUia+90ErdKLKCiQPOCABfgX7c4cWq2eqTmSRLYYaYQuVWRUpBb87e1e5woCk97FTdz34OJnyXn/ACBUcoO0wVumB5NK6CkyJqmtzoVyCkuA+3t2xvwsZlDiNVkzSyN/bAJVbKdqbmGQ+PrBuJOQAbGXTGXv/OQTh6N6gZJptIbl1jJuXzKdG1CI1JQytQt6lAHGHpR6llaO+ht+LQnijddfxXlsOw8wN7/nhJpFP071PfhQp+YoVGQlpx+dLfKUqGxZT02r+UqO1W0DygG5v2xoOEcbbaEqlFJNMbnM0eJTWylNpeYaqmr1iiUulUAL2bW2yFuJIuSLLG5drKsnt5fcE+mYKjkM1ZaItCh0+nPoUuGUpeUrp7eNyy7ZS7jzHamxuAkC2HRDpeXKzmU0fLNMnzIpJbilx2x29xdWxJ/O/Jue+FjNWV8o5ErzjGfaN8Gl2K5JTGclX2qRsG4EKBvYi/HKfUWuOCmgY0ZgCd9UGuqJHZGlwHJROMv5TzEiCzJYluIiIWhhHxuxptBWpZsNi7kuLcN+SST3vh4f0O5LhUD69nVlFDpqCUuTJ05CkE2PDaBGQpR/ugk+nfCJLzNGlvhWQqSzVHCC43KU0pfTsoja3ESOopQv3cASfcjk+sfTXN2Yap9aZ7qjkJ9CCWfj7S6g3dF0paicts3KbfaH8ing4qSNgcLQx3PVPjnni7U8lgkiZlrL8h96TlaqTn6QyUoFTq0VMFt5e5KdrKApxx0i44SLj1SO+Hg74d9Qpk2C9Io+yiIiRJiajVlphx1xnUh7pqG4up4cVfi4vyAbAPrItX000/rzE1qnQHqk5ICnpdXd+OlpbSQUhDYIbZAINgObWuLjFhfETrBpZnSlUePRYgr0+K3uDSIwWlu+0fj+zB7gKINvTnnHWYe6QhpbuqNT6QxwZjn28/BUQn5IzJmDPsuqMVGlZgDMSY25UI6RGpbRUpxKGEOLskpCVpASknakpSO2JhrWe61lugU7LsnMMan0qZEMiNEoDSY3lLrqVOOvlSj1HFNlSykNqO8bieDhBhxc+V3Ns9upVaOwYiEtHctKUtnaEnYFbRuuLbQknvxxhz1bw+Zhdkwpddp1SWmKwtp2bOdaiwyrruKumRLWhs7d1iEIUOCfNflsdDDAM581ny+kM9Q4sjNhblqfiosqWqlRor6Y2RKZT4nxLQcemMoD0lSwtaRukLJvYAWPcXIvhs0ygZ5zzVXXafBn1J/bvdW02t9TSCe61kWbTybk2A98ThU4WjOVkRIb+eKPMnxmSyljLtMVW5CiVrVtMt8NxEjzXJaRuBPqBbC1KoBzTqNRabGo9Vk5cby3HqKG5biC3vTSy6FutoARvLoSVEAAlVvXEg27rDbySZapzG5nDU9d0yst+F3U2q0GczCyg/PkGdGU65uCmoyUIkBzqPmzCbKKAUhZUPUDDgoOUdOdO6JVaJqbqdk8yZc6FM+rYK3qutox25TagpMVbaAv+tEBKnQO5INgMPGtZbznnFqVRNRs4MohCQ30IdQkvSXGAAAErYSooaGwkpBAULG4thTpenHhOyZE+KzFqI0agwhcR+JEbdfcMhC7LdCGLpCVW8gVtG3nvzjrmOHZJ58gqIxFsln2O3cmcvXLTPIUR6Lprp1mGW6+gIXMlPt0Jt1KuEg/CJD7yPZK3eRfnvhzZR1G1LTkCt1mVlyJkRKq5BR/sLTV0supWxIcKnXD9q8VFKDuWtV7I57HCo1rtoVk959GRNM6zNU4FA9VpiA2Cq9zdJW8Um/O5RFuLW4Cwc+VHO2UV11OQoWUnWMxQDZtDu5wiJMALqlbSSAlJASARuBB5BxNsBLm+KoVmJOELrtsPHXyUV07TOt6u5dpuZs0V/M+YJCJhTOXJqhkJSyCtJU2txay2olKbEpCQF+trl35Q8KOX6tWGCmottNPPPOsMsyUSXXWmgApsLQLFaF7b+YkJXfkjlGnVPOGbEtViPV2Jq35jhlsUiEqT01byrqNLfCwB/ZgAG/3h+FQCzTdFtSs0xFGvZgqPTEgtJiSIz1wg7Sp0BWxkg3AsB6Xw9sIZ2ibLOqcRfJ2WOt8U/v6B9D8oAN5xzXQGnkvKdSup1VsukblENqYUq6hYpvY8lF+xIG6xnDwwZcbTDg1v6wU2pVmqXT3EI27tyUCwB2p5A8/ZSh2Juyad4T5yytqWur9RE5JStDTKWHYg+8fIHFIc+ZFr8W9cOpPhOakBSG6I202paXESZdQedUE7SFILYUhNr8323Fh6d2AMJ1Kz5HtGrjdeNQ8TOkWXi8ugacVF9xxtTKluKapwfHJKFKTuKk+dRsU/jPHPKRobq3lXMuslGoOW9H8n5bE8P7p0NrrzwENKUB8VtTZPAB+Qt7nEho8PeS6et4yWsvUtl+IuNYsoUpKipSkuJUpV0uJCgAdtjsSVbrm/tpplKq0TOFHRL1IyxPptKDrjVIgBpTzh2uIS4VJHUuOsoqN7G/IttATK2NzDl371bpKkNeq55qpNRiMK1HrdNl9Kl5gkRGm5jaIrT0IL3tqSuRZDrJuBcGw6htfsY81FEmoU6A/DhMojvVA9ItKSW1lEGKkkEEix4Ve5uV4mamQqnmmo5oyxmPNseTSquqRT4ENVTbe+GcNggqaSQW9nSaRzYgIIueDiFdTqdGo0aFlqkyVvRoNXkRW3FKO6yWWE8/Lj+XyvhjwTq7l91dopGNNmfl2k/O6mPRGM7A8OWcHXFJbW7mem2UlXCVDZbn8/W3HzxLVU0dy1lLLeU8yVWpVOtO0HZBQl8N09p9gk3DjiwsbUgXCQoFYUAPW0f5QobOXPDVV2nJTaG5GZIO9W644Zue/5YU4GniKHl9TVRchJaKWZLLbiw4hfQULtJB4VvSSgJB5t7C+IsgJa4Z7AHXvVOsxBnFjyx5y8Cx6b/lkqTtRJTyYbiWMnwTFLLDMk/156FFT0F7GlNC9iVyAUi1wpwDaQCUera5OONMMVTOAcU22bK+rr2V0n0jl0bj/AGjaSRbso9zjUgaX5GajxlKp9cnTA3FXIai0WUhq220gJ6qG2goEAJX1SgkKv3x9VbSN2fHaVlDJjdJKS4Vvyp0cKV6oVZTzuw+VwKCQO17d9vY20+x5df5S5DU6ufoDyH8LZT4oGqQw6Irc+vPic5KQusPANBKmwgWaTuJUSNyrWBPIt2wmSPFlqM4wpqnt0mHc7UlmmOKCf85bh7c9hiTMnaVv0mmUynVTIFInuIZdYqTq5C1OTVqKtw3fDkoCErTbpqSoEXuMLUjTXNsiBNo0WBl+m02bHaiLZQzc9FsJA273EXXuQXCVAkk25T5cR9Yha6zWrvqhIMjna9P+6gtvWXWnMzq4sCRmScpCVLUmmwUgWunzHY2pQSD68dyL+yBWU6vVrMUfKdcOYvreS802xT6pOdKyXSAi7a9pRuuLE2Fj6YsTlzQ2u5bplTj07PQYFVLfxINPiX2IN0pC3EOJCbi9rW55B4IX42ljz0mJPzBnap1CVFimI2oy2kJSx5vswI7SDt+0X8/MbYb60cxLW6ctCq+SINGYgONr6/l1WdzQzVRSfiGKbSng1Oapsn4aUzIVEdWdqOtYq6abi248e18LFR8OmeKXQKvXpGYIMZujJSX9iZLIfbKrKcQtTSUupSASSgq4AIFiCbFp07pNPiSWEy3VMSUhKm1zpr6VAKCvMl90oJuAbgDn540I2RtMaO+7NIo7CyrcneIqVKTx5CVA+UEDkm/6YWJ5ymmWkj9nQ/ncq55b05yEiiRq/nfUJMeYuX0vgYs5hp5pgEXeK3rqKiNxSlLZHCfN3ssVrT2JOdl5T0qRLzRRktty41QDRUt0G6ltuEJSFuJUe4A42i3BUZ5TW9IaMSmXm6gM7SklaKk20tZC94JKFgk378c9jxhPqOs+i9PKUu5whyjFKiz/AG0kJJUrm6WiT/aL9extftbrXT58w+iTLPC+LLlN9NQFFFFy7qzByzSaHl3KE2lhCULdkulUZRdX6EqWglW8eXkWKfc8aeZqTnunVWl5jzHT2fjW4E+PC6ShII2xVWBU2SCSp5BAIvdZ5PNpPe8Tuj9KUpdLT8VbarZFgOEFSVKUFkuFPN1KI9iom1+cNjMviR0+zG+xPkZeqbsOk3U7FLDCE7VkWsRuI5Sm/P7trYdG+Uv7QACqyRgNLomuLyRvoO+91F1YptajZfekSKUHFyZcpuMqYtMcMNuoaKlHqEAEAbL3t5l8+634XKbJh6o0tmUzZyU6/wBNSSFI4YIslY4WCT3F+eMOJXiCgUFumZlyrprJcM5uR8G0CCG9rpBUTtuSd4sRY2HrfG/opqZWNTdZMsTqpGehiIt5LLL8gurSl1t5Rt5U8HyH1HKbe2ITmzXW6H5K5QCZzmB7LDMOY5EDr4q0i6GWlFuRH6jieFKHN8GHamU0oAvdALPJ8+DHnjUvBXtvUWDQHyP2XEWBl6o1mYYTzD0NpYDry1JKShQ9vTnkccEHnCRUotMyzKlrp0ZD7bSmmlhSvMi6Eq3drAXUBhxS86Ros+Meo4hPSHk27rjcebXFux9MardGp9VlfWkl9RRMjdRbAVw4pJIANuewT/PFsuzm5XoYTwxZemV5EPOklcCQy5GskAPJCAk/xUML7mkmXgFl/Mu0Gx4dZ/wwxIE+rx5yaU5SW1Rbbm47aC0861bgXBNj7k3t6jCrOjRHW1tR8hhp1xJS067XFKDaj2UUhI7Hm1/444Wgq217wdHLMnJWTJUatohZuXtgtsfDb5LLapSlKAWBcAi3a454PphYj6OaXjLUeryNQ4saU4ha3Y65bKtqkgG3F1Em9vnhq0+JTS27Ml5SpUvqoBHWqjybG3dISgXBseLn059/OnQkZqrLNOoWVaK2hDrIeZaU+88tO6ykoKiL3uOLX7c4kWi2VoQC++Z0h8l4ZmoWnkBcWFljML9SfWUmS88tDMdrd2A8oUoj1PYAepvhwUDSmkVYtQp1bQHmnEx0QY0xt6SQpZuAhslRIUrkdgO/bCbRcnzpqpFLdyxRYsqMttTk+WmSg7d3ACSoAX22vtsQSBYi4lHTiGxlpyBXokNUzM8Yq3SIgUpCUi6EITewJCdqbq3jgJCPXDBBm2YlVOIRwN7UmvuSZkLT9cPNjUzS+m1edMozl5Mn4VBaadB+4htQSVH3U642n88PvUvL1W1UD2ac/ZhixpqG0fCsQ2AWo6ABcvvr2haTb7rKVkjsog4c+WE6gUupTl06ZEoq6hMX8a8t8yX+q6QdxTyEKPB7WtbsBhMqGWaScxofr7ruYHKol1YdnT0Q4q2xsTv3kruCVX7Aq3JsOdxcIGk2J06brDmxgkZ42ajmUxsl0CiZSpq49BrdQqUiU4IriYEdbIcU4So7XGlB1QBBH3he548xwrTtPdTK3FWicqPRafIV04bCy1DQ4CvkhIKS5a4JI3ep7nDtTVY8OZOpFNefgMx32EJpsaj2S0nYm5clKJuVbyU2PYhJ5Jx70P46LlapSX6QURXkbBOXWC66qzqAkMMb7DubEo4t29cPbGGtswLDqa2Vz7yyX0J+yY9EyDpWxVUCpZnq+Y5rriApij08raYUbA9V1RS2EJJ5UkqNj93th70irVBVNhx6RpwzMqU9JDiW5a2glANkJUptSXVgpSFWDoSObjHvlevrgRaZARqrTYcRxbaE0yl00tqeKlAdNTiI5SkKBsfP6nCLWIeXWfqNdRn1OgtM01ttMmMyp5SGltgrSmx4PJHIsSo+1wMDm5hdIqZ2OyPtrfn4d6k6gZV1eynKnz8wTso5Phs02a98HT6fGanzV/COqAL7ilS7oVZVwq90EgWFzHUehaX5szDUK1qZmbME5cd7b8FEhKfUB5lKAUrnhVgSvZy7xa1sPXL9A0bp1UqsjL1GzAKymDUem8/FaYjoeMN7cQVEu+ht5lEccnuUaj196kT3EuaUIzfNakuIiqHXKWwFHcooRvKjv2Hcdv3SBcHgZF2CTe/h91VqKt/rQDf8fLwCUGs26b5XZkDT/wAOtRW50CPrLMEv4BSdyDZSEMg7FEchSFoV2N8bdNpdYn6guVVcanwKazlnqx4LU0uFiQaIoFDRUVEtAGxJVyAgkqIw6YFe8QMyHJFJ03ytl+nGO4HfhctOKccQoedBS+F793N7JN7Ya86bTlarSadV84ux69Jy0859T/DJjpURR9qldM2LQuXfs9o2lFgO4EWtAfrpfvSaiaUxftgG2ux6a2K96rl9qrMtZdzlWI9MVSqisqeLBdceSs7glx7qbE2ClAG19qRwQkWcEKl+FOkhc6u5iaVUm1yW1MtUxTyxZ02WgtgnYEJSlHazdrgEnDGag6eysxVLL9QzrSkSKZUErmRoraCNxHlUt1xwXCgb+VO3y3H3jiQ6TT9EKVSlOvZ/ri1MyFFxhEAmOtYcUUnhoJWk7fLdZO0W45GGuAI7JO/JUWyPaQHgbDQnW1hb85rwm62eG6itOwMu5RrVZBQ8y42zTIrLakvFBUhRdusBRSm1kk97dzf7qedGc35cdzGxk9+jOOV5hTkapTFzCtbESQgbw8gISRZN07bAWvxYY21ataFwi7GiOZimKjqXubYYabRda0LUQlarWUtCFEg2uL3ucedXzFlyv01Uyn5brsaB9ZF1yBOcCQn+rLU4obVDaCFOOEAjzKFzyRjkTAHA5SUuskvGQ0gf9vFRi7qhmuVGXPp0SHCgJlEvxabNdjJipXuIbtHShIFgbC97J90nCjRNR9UosensZZzllaltufESUPTpILjd0tpV1C4HVcjbYW7JUeLYTKTqhRqHTZMGi5dpLURtxsvCNQlLWsXVsKit3zKG5dieQb27m0g5d1wqLD0ZikaTPV9Jh+cmezTgFB1aeoUhKgklIQnZu9uLm2HluUaNUHOJddxG/PRNgZo1pzeiIJuuMWKXnVMuN06ctC2iEqIUoMBAKSUW4PF03x5qyLmysx6bOqmfc2TmpaVGa07TZklUU7UlNgsuBSiSQbWCSk9xyZDY8QueKxJMOm6FMl4M9UIl13ckI3BNiVoQkHeQjaSDuIFrkDHyjVfW16O3Npej+To6Hn0x0Kc6j3JvzdtwBSe4uknm9gcQJLdbfJSGd4s0tv1vfb3KPho9TVl2XXswZlNOQSVIRGdafCBtLjigGrbEpJCUhIKik32g8LXh+oem0XPVPey/Uq1KzAmK+qUX0Ntx1N7VBwDzFRsos7VEc2UeDazje1S8SElNRb/Y3IrDVPjuOyj8BJU30g0tw93Da6EKtutc2T94gYXcjZv1aVOTFz2nK0CnTI/2USnsKYkh5LsdW9KVH7RvYVJ3IKk7lJ5wt8hcMpPmrMbJImEm1he/h+aKHdRNKsrhNX1ByLAqdHqFHrsvbOmJQtqdLjSFh5QJUpIG9BUEeU2UeLWAa+uWQGWtQDBVHMmJJlP1B5FJJk9KQWY6XWSpI/C4lZ5ANiDbnFi8yxdbWcoZ+rGX1ae5ny3SJ9RlVHLzkb4RHSC1KKwprphxWzcVLJ5IJClXBw8PCtBoeeaC3MzHprlOO3WZMmczDRBU42lkNRrKQHluFI3LWkpFk+UWA5JqCvbHFxHNvl3sfgt9uFTyVGVsntezcWtprqL320UA0WLBpvhsmUyJSapCcfzlG6bdRb2OLAiqupIWO3t6cYmWVX4+ZaTTYmVMqEy3qgxI31KmvuNpQpf2qlNOBSPukcBw2NyeMKfi3OVcpTctUaLQodPprVRiyHmITKGEm6ZA+6kAXsm18S9nuvZFouXarPyVRKZ+0TqfgWFR44aW48pSEJutspUpO5wWN7XB5wuWcOijlyHtknfQbb9yg2keyaWHiAcIAXOpNr7d/wB1UFvPmfmGJDDD6nXkCMoGk0yC6UqHwriCpSlbjuKHLXveyPvBZs15+qGcnIHSQ1nGciM0A641JMVppCQ8kDawFJCR1Ep7i4SQfTa7sxZL1B1BgmJmeNS3TTUP/AupcfS9HDpacUFKXuUpOzaUtgjl1B5soYVMu5X1My5RYFHgZnoMKnUiM5TWIqqS08gsO7kvbg46CvqFClruPMRewskC2XQsHYAv4rMayokdeRzrHuP3UdRdVtUMt0NNVomSam02qYiYiqVIvzUqJY2BIUpKUkqBKhzzcW4SmyuzqT4pKlTWalCpzjUGUw7IbWmkMDqMouFrHVClGxBvYHD2lZSz3mqn1Cn1jU6nrZrfwrFSbZokbrPKT9qyklp/ekAIIB7cK55wp0PIedKU8zJa1fbU42yI+1UOE0lTKW+n0zuUpdtoItu7k8ck4mH3bcAXHiUh4p43ETH42395UNUrOviFz5LqFKgZrqLYgMiVMWlUenssMm21anfs0BJ3Jt5ubi2Nh3TbX6pykIfzPWHW3YJqJnvZj3xUM7gk7nOspKSFKR5LE+YYl6naSwaU5Mm0rUuu0uTPVue+q6yzH4CjZKSEKKRyebkgcX733k6dNNtIekaqZ1W+lwrZW9mcLVa3m8yG94Hf1FxYemOukkcewB8ClxyUYaOI4XG/aCr1mHSHU+jVjL9PlOP1FeZ3UM055EtxTbi1ubEhe9PHJFxY8EeuHLXfC9mum0ar1h+sR5simxFTFsojyENPISAVFt1xDaOE82HsbX74mGnaY5Xn15iFmDMlfq0ZsvuQ25EuRLUVlhZ7FQ3Kuniyk37cd8KcTSbRuiUtSV5SaVWXnFFJK2I8xxtT1m0lt1QAOxSUqUEW5JSCbXVLVSxOAdf/AKfqrNPHT1LXSQkWvb2ufw96qhkfT+XmfNEChSqhS6K266FyJz8o/wBXYSQXVpA4JCCSkEgEkcjuJBqOiGmK6FXXaHqUy7W6cLwmZBjdKcpNlOhPTdUu6UBywIAJCeRcgTC9phT4tIlt1/LzLKHWmGESjGZUS6lTnKAyoK29MI3biButb8QxrRtOdMoyin6kjuEFQaswobE9RKgACSBZIUn57irvxhpkknPEZcDusqrqimoSYpy0uPX7D7qusReW0RocCBS4kR1uH9vMXJcbLxF0rUSFpNyoHyhW0W7cYxHNNzA5Nj/DQ6cZcL4ctRYraEPLS5vbUkAW5V0/w9hizLeTNKkt/wBcyZHcUD5D8K1/ftbc0eRuRbv9we5wgZtyhkeS8xU8sREUl2Ip95MduIyEuLUkpSdyNnKQsjkL7JtYjzWhI91gWEd6zC+lBLxPc9FA1YlSq1lwSS82zFhVaZCdW20lSWYiGmShSVFJ23SlRFiN18LfhkzHJqOuUfMDkN1thCGS0kkrSEEvKAv25suw7WBAsBhx5hp7NYp02n1CuyXYLr3Wju2SRGLqmU9BtBJSB07LN+3SBtcc6mmWR8r5R1ToL9Crc+a888th9Mgs2SnpKUNvT8yTdJuD79vTCpoXFpuFoYfWwaBvO1tD18FdiJWaPJjNvp6iQpPZaBceljY24wYakKxjJO+1yo2sPc4MZppI+q9OMRltq0/nvXE915XVcKlqsLpAve35e2FWHmCbDcjJaWgJYQ2nkA+gPN/zOEZz7xJHfH1ZQWlKkEKUpJTcf3Ris1e3daydtWrzcijuKba/rLZWsP2TuKlKHccg2G4c/vYbyc55iDZSZLDgULXVEa/9nHtNYeTCe39MCyfukX74RNgHY8emHEbWS6dxI7SU286ZhC0oQqAi5AuYbaR7dwBb88TJp+crQKaipMid9coaQ+iQkIQhClDzJSlN7DkjkKPscQItNrkmwA5xJWUHqhTqe3MkRymMtlmy1AkbQE+Y2SRa1+/th0TQTqq+JPe2H9tSs047V40p+SlhtTIC0pHncK7qBupzy+3ax7W5thWoql/FNsOSNgQyoG91+xBG4LHIPPpyQbJukMWBXkz4Etba2SoNbVBS+fuhV+ASSLq9PljYos1hE1DSm9gKCE3JBJ2jm6tvIHP6duFYttaLWXjZXSA5nqbKKoRkImfEIIEtbm4bh0wEDi9htBtfnenk7yE3ThMWj42vUtUFBALch54op7Ky6U9I3AUQlxV0my7AEXsOBhtxKnDj0NDjYZaUiE+UFXw97pba+6HEpB+9+Ec+t7A4U6Q38TWGg/DK3W6fJcs1EQ+FpU8QnzFSSgK7XtY28vl24gxjW6pRkfKLLFPkqmKfWp2sfCrdce2fGlUFtQuLFHT5J443WBPythNhmHHpUuppoFLaJSXBVEzwp5V3AoD4cLTt4HsD2HfCJSNjVWcQ/Cgl5514dVqWvq7TvTcNA2Pb0Tz972OFGbDXTaat1imxQwlBBnL3tLUSo7UlskA8HuRcbiB87cbTa4VCpls7KRysnrliqVKBTWw1R8jNxytq+xsrluNlQ3G5eACxe4uCbe5tfUVMra6rQ28rR4c5X1dGKI8wMbXlfDI8yuopN+e9iALc/NuUaE5HlxS5p9JYC1oaRORMcUbqdT51A3A5Pv62474cc3L0luDRl1qHIbjz4jDbr6A245uSwgbEpUq5V2uT27+l8dDGg6pMsrjYgaDw/n7qSU1XVBqJUVV+nUimUx6FOQ43DjQkOpb+Gd2lS2XFkXP7qj8++GplRWqhkSG8t5whxIRdAU9JqC23xwvanqKBSglBX5UkX5NrgHGhQKBlQQ6vmTL1VrNSbpsOY3LbkR20pbV0HW0hYBsD5yQSRe3c2NmjR6BpfPqUqTUcxVmlvh23ScgpKDvBJshBcCRYbblRNyOByQtjG5S0W3U3Oc6YvffZTQ7lXUpVPelz9XC+90ipMQ5wSkuKFrhPVQkAXv3ULCw55JhmqMRWdfnM0SZynqgysZfd+IkIWd6aW5Hd86b3BcUbmxClWsQLkPiNk/Q80x+pPZ3L5isl5bCaUbupaQVKa3dPglAUPzPNsITVDq7r9KXU6SBKRVYlWqLv1eUBTjjrb80hZAO1N3Bz7JHZV8VZI2uPh3W6LSpnPijuL3f2NSDoQb6cuSbWW8rUSgaru5qlvSk0+oVCrgzWktPru2ku3LJQpSwBGdKUhBJChwe2GfqPrJmx2tUWk6Mty2KbElpkNOSWYKn5s1xaVbAlKOEJUntza5vwAA85GbNP6DFy1FolWW/OcrTdVnS3/s7tBDkZ/Zbukqek3UO2yx+6cOXI2VtPWqe/UctzK1CzJUKm40qPTYrilq2m6QhaQSVWBWBxz27XxDgOk7LXZfzVWp6mnw8CqniMjgMoFuXLTnYHdSfEz7pq8lTsyq5hmVabGDMpxCpgdeZUmzbRW0G2tp2kXAJVxb3KZOrFNqWX5dXh1CsyqW/UXj/WV7HS38MvcCVbiLkqBNiQT2PF06gmmMNJlxs45vhJntxGo7yY0izyUOK6HTKUHcEq6gTtJ/EkY3kw4DOWXKWzmZ+RBq9QkLNQmsqK0NqZRdRLliE2817gC55NsaLGNjNt/evEVBNRGHgOG3tCwN026XP0/pEdqly8vQpanv6w24uYtKnkBRFgUMp3q5IFrk2uPUl1qzdoDEjU5L8OY65KbWJHwgmFDL9+EJUhIBuL/wB4WFxzhowsp5LLLYpVeqi1JAR8U204A4raAQQlhwAWAITuPB+Zw+aHpE/VW4xp2pZjCUh2W01JioeBB3NrTsdSjk3cuCOQok3wXbcEEqzNY+0Nulr/ACK+I2evDVHLRjIq0dzcUoUG6he5T2uEflxj7/azwyPrdkrRLWpA6z6nIlRUE24uVFr0JH+OFxegOd1oakx8606SIzxkIK6BDT9oULSbkr5TZxdkm4BVcAEC2rN0T1oktqjtzMqzI0p7rykSI/T6692/7rbagLqv2/kOMczNJ3UGsH+3x/8AykB7NXhXf2OGRF3W6SC5S5jmwgcW+xueebdr9+MGj39EEbMT8DI2Zm6vXHnGXHwYEmEGY/XbSoBC0BCrqcb9SeAQAL4XntOPEVEWubMi0F5tttaFlpcgOON2WSm5bG/lbhQDcJKgUgECyDo3UM8NZucpNXylLodLYbS5FQ7Afjp3KnNHbuVZJUeq5c7Qo7Ui5AsIEjV10wR/tuYb2I3uPhsnLphqPkSmJz9pvlVnMlUlZ3nulx+fSY0SJFWC6k9R5Dy1FFxfzDslRIF1YmDworj1uuz8xwJS1QUS6pGiWSAlxhLVNS2sC/F0Ng2sOVE+uEfw45ezPqLSqyNS6KhdFpzlRX8HOiLBkuSGyyhDiHSSUBkOm3As8kAWtje8DqVR8kU1Lg2kImqN/X7OAkn9b487VutE9g3uL+/+LfFfR8NjL545ToNQB3DfzTJ8ejUqfmmj0+IpYkPqhtt8HzFQlAelu9v4YkLXfSPK2Vso0nLNBcqUufXai1HjU56SPhQELQ64pQSkL6aeknd5r7Seb2Ijzx01E0zOlDltvBh1LlPCFqWQEqKpNiSAbAdz7Ww6MwZ2q+eM4sZjh5ngdGhQH4zTNUhqLiC6lzc4kpKEqVtSoXCfwjgYuMDzDAQeyBr3nkPismtycaquO251mnoL6n4KvVRyF9Xz5TVNy7EqbTtO60RLriy6kGPsX1Fb0oSo2dUEE3O8i3mFkmmULN9Vp7cqFkWibJjIqMRCmnXHHEblvJC1l8BG6+4hR3Ha3YcDGzTaJpFWKk/U5+bYa35K2X5Bb+LbKQpbA3+ZCikJDpNtxulPBJWE4WY+UtHlRI89rMLRLhQ+tYqTwWHNjhKASxYnc0Ud7XF72F8abZm9PJeblgmjdZx+JCR8oUzVqVliIrKqaZRvji25GditO/EulhGxKVOBSktXupfm2XUpRSeSMbGVMua2Zmp6KlVNRplFbkSzFZQ4JLylAK271dIHYjddN1bb7SRwL4ctO020urCmotKzWw846JDodaqrilOoYbbcIF4oKrgrNjbhCr2PGF57RPLNaLEiXmafKdRHSmOfigC20lXlsPh+Dc9/nb3wxslwct/gVSkMcTss+XXrZRxQMta1VefW4FV1CqFNTRZBhlXVkyFSHgSNjaGSokWSTvtsHqoXF8VHKWsMPPcDI0fPL0tFTjNz26h8TKQ2iMoLKnHEKO9JT03LoKd/l4TyMSJM0Ay/KVHYezNV3o8c7UpVOTtQmwtwWb/wv6fPHzG8PtEjzEIdrVWTFSCtClTkrJUb7kBstWCbAAm5vc3A7nuZ99z/ANK76xS2t2PiEwc7ZI1Uydlp3NUDUSZV24LwQ+lr42O422o2DqesEb0XISSm9t3ItzhTpWmOplTbpbdZ1jlQp9YaadEO819MYLB2BxxF0pKhyPN6g9ucOmBoNTIi2jGzJV2HHkuIkBUltwpTZVjy3ze5HyvfGHdAMurUH3axWUvpYOzpymwUlJACAAkWuALH2T88R7XM+X8KbaqENIZlA/8AUFF2U8lam5pzXV8oVvOEikqoKVmc9IluPBJCrBKEJXdwm5sEXJ4Avxjaz1pFnbLGUP2yi5kl1WG1ITGltuxH4bzBVt2HY6dy0qKki6QRc89jaR3PD7RJIUwvOlYU2lwpbGxCbpSm4J7K5UNvJNr37YxH0Ap8d1SKfnqrw2loCPIErANkq3ffve4Kf4HnnHQ8g3B/+KH1ERvYtv4hQrl+gZffy+utZyr1SgyjOMZmJ8K48laUoQouKstJsd9tqSDz6Y0M9UHIk6O45kuoT1VQvtNCnoprzTGxXClpLrrixyASCfWw4xYuq6IUeoR6VShnaoN/VTsp/wCNLCNj6nSgklG66fUcXvtN+LYjHO2nGacp1tio0ymVbMTTkJEgKEMMNsPncEBSm1KF0+VQ55ICeysSADiSCfgoR1guCHNtvv5Jv56YpdDoGWU1uvz6kSl2WzFVSY77KnEhTV3EHZvO0JAUoqttIHPONHwzvUx3WlEqElbK5LheLBYDSWkhKwkJG5VkgLtYkngc4Vs60uvVui05ubCqZnmCta3Ew3PsH2luI2gd9ikgBN7BYUFHzWGNLw0UisU/WOO5XaLU4rr0dfSclMLaCtqTwCeL/KxPfn3TKwBwdZaVDMTTOjze6468lc6PJcLQO1w8q5QE7e57c4Me8AMMxUNKZcJTe5J+Z+eDDrhNa59guML6r224+xIeV5txBHAI9seKjvGBK3EcJ9cebDtV9PsCLLZL7zjLiH1lZFrE+nONfacegDpSryFW63OANrPpbDmlQ9nReKkA3+WH1SpzzNPjo+GgkBltNnG03VZI7k4ZnwjhtdaOTbg3P8sOWLMaYYbaU4obUhPA72FvUYtwGx1WdX9pot1S4mc45utCjNKVwVMJCCR+Y5tjbhLqcchxlYWhCSlLaknbYkX5HyHqD+XrhEbqEG91OvX9bKIxst1WEgo6bj6lKUR51KPHPzHy9fXFwWssR7JNgPineNRCxRnYUyBNQpyA7FUuO4VJ3ktjcoLvuTZBFhb+Qx71PONFkVRhLMp2RTnEl1SH2XAWlb1FI+yso8bQb3sSSOLENg5ghvoUHqaoBA2DpDjte53LUThrV+bPflLS4pbLG4htKFDdbk+bn5+/awxF7covdNpqUSvyFo05qVKFVd8uLUpEuC44r4hoxkoPXSW2yUrSoXsNu23YHaR3vhZzHMfXDhLclPKcnLUkPVBkoU4larhZUElIT5rqBvY83N7JiCiVkNQukmovIISoKafUlTaiQRuAF9pF/e/H8MKbee8wkR254ZqjEZxCm+qOvcJUlVvPc7Tt5SCL9sSa85VXlw0Ol1G353KY5FXpAzrTVM5gnuyg6wz8TDipYgPWcvt27U70m5G63e/cAYXqxNipqFNhRJLb9Rajr6YElsxUNpbA6jYSOb7SdyeOB3AGIqh6iysx5kjTncyu+Z5tDlLXCQylTQXfa2lA2XAJIt57gC97YXJVUhR6ZQxNclVSNGYSEwm2V/EpeKrkLbSQCgWv5lEeljfga/KQSqM+Hl3Y15+O3fv8VNVMqE45DzAxW6rRKdMlMr+Fhx2XmEuIKgLuKV9m4Twri1th+8T5WxXKblbJOVKPmTMFHpGYF1pe9EeM05Gcjgb+p1D1Hd1iEEGwBB49x5U10U/T3NFWY0+qUZp+GhuRMqPxDK2jv/trrWtCrm5PTtbngAiyNIr9WFAhJ0xykhuStpr4x9ysLlKdKCApSUOnppvfiyjwT5QRcRzku7J59yiyiIjcXgDQDUFvn9tF6VDN2kNSy7NYpmVanRpjwYiPSo8knotvrCXUpCwEhfT61lK48pPOFrVOs1+hyc5CkVNZacgSIzTbU3clLax8OQptHYhLil3PbykWwy61qBmdmkQJWcNPY0n4Fb5nRIwdjFxtSAht1x1pfFrPWsdt1c8gYcddq1LUrOdKLbgC5/1eh10Kc3pAUopCypSyQEkEnbcrb74443cU9lPwhFpoLu3vrpz5qvUnVGZml2JRalTmEJEdmnNvBkgob2BKgm5IT51LN08qBN7EqvYTSCm0tvTiNKjZjrsOpUa7slcOQtlDYWFKSsG5KlbSv7tyLH35rTlCNVsxZlNBh1GpJBd2JU651SlQ8yrpFgAEoWq/yAuATiwdKk5Bq8+oZZos4w/qlunwYcmKC23O3RwCtZ226l0krJt5lWJuMV6BxElnnuVv0qpwKW8QIAIJy7j8upAj0laX/q1zUbNURyGplosvKdbDKnB9mkpLNkFX4QeVW4v2xvR6I03llVBGYYtX+sJ0xuPLW+bNJ6LKEocUhP3uLEW9R2GGtDyq7U+s/T9TZjbwU0uSky1JWhXKmiu5HbnbfkBPHAGBmhZgjZeVQFLfqq3np0kSozyX1ELQ2C75Sb/hPB73HBvjW53sB4L5+f3Y8oke65GhFvhoFuxsk1Oo5acptMzbluS7MdXJkoZqLCieEANBAUHAE7SOLbgrtxj4Z0XzxDaSG8v02qIbaUEhwOoDralEbtyglNvvWN+5POG8/p5qNGhsqbiSDGFlBxD21ZcAJvsd2rJsPVP8bY2YOYNX8urj/Dz6zFaajKitlmOOm02FlQulKQg+ZSvvA33cj24wu6gq3KwAWjNtfzZKLOSc85bQy/8A0eyQ5Gc3f7GzQ44pO09+ipZPJFuLXSPmD7pzVnCipbL0fOtL2uFxSHqhLNkG56W1QQTtJSCQoE7e6b3GxStf9RI5jLnV2JNCRslNSYCQUq5F7t9NPNxxz2NvbDsp/iQfVCcYkUOgzH+qWtra3YoSi58xLiCkXATa6ybq+RtNw6gKq0ysH2J+qa0bVvM1Oqj8iRnXMjMUtoDDTa1KKb8XVvXdSjcEgEjk8JFrSXpxqfMzs9FpUyoVeRN+MjSAqUlPQVHRJZSS2kp3BZXwTvUAm6e4JPlH1myfPYmyqzldhCozfLIW3IdfJNtqAgFF+QbqcTbmxvbduacv5BcqtHdyllCZTpDc5hRfqRcS8Y7r+7YlCXVtgBXIVYEBI5INil7AW3y/ll01DhZpJFyByPNP6R4fqdrDkarTo2e80Uudl9uXSNyJ3UjiWyyd7riCN0hxLhCFErSSWRZQHBVvBhIckZPp8iSoB+S3Pdc4KfMpcIk8m/c98bNRzKvw56ZVdDVPrLuX3HHpDxj0mXOkMl8cgLkKYBHYBSvVQJUSScfXhYRSI2WAzQjPkQGX6iiOZLLcd8p60YEqQha0pG4G1lG4seDcDyb5XSRyE7EhfVYIhA6Bn9wab+Kin6QbpO5jp/VbQtsCIVBw2SfJLsCfYmw/jiweQct0mFpHmPN9ahxZcysSKvV3pDjaXShO1wNKSTfakoQkp5t5hbviuXj3mNjM9LdLCz5YQWEG69tpe7aTbng2vbnCDm9MTKFXiwMsaeVOclqGZDxpOZA6lqzyk7SErWlYCEpVtVb7ykKTym2hJGZKSKMGx0Pj3LJbIxlfPK8X9ob2AvzTBlal5HlyXTCRPgMS3kqbjMwRv2BCUjetDvmF0MqukIJKLEEWtp1eqR51OEam5yRFSw2Shgxwgqc5bULlSl7Q0pwA3PsL8HDxZzXlJpa1Zl0+zRHkBSEluTBpsmyupHTdIVtUTZ8fK5B7JUkLP1hotLhx351DagqcZQ71JuVlMhQU0V3vGJ72KwR/uYvySE42Y6hjeXkvIVFHJmzRu8wUxl5iS5T3VUzPcn6yS04G5S21oUsOhCHikbBtKwBzv4AAAvzj7phYhOPUn+mOe9KTHWGHPrKU22XumCkhHTuBc7bFX68HExTdI9JEU+i1iHBjyY1XCjGWyicyUJtuClNlwlFyL7Sm429uceEnw15Nkx2nILtVaZK+s0U1BKRf0P2jalfvGx5vh7ZmOGYDyWUW5HmNz9R1somyv+2FTgxZ1V1okU9+VIcZcjOVBltTCEq27iX3E7rn0TuNubcgHZgNar1Gq1mlo1SLbNIeQ0wtLrbq5vU3FBbUdoUAlNyTxyB6jD3qfhfpDwebj16oXeUSXC626RcAEjyp5Nh+nGNOp+Gn4uahbldnGMwkhloxmVpCedqR9oD7enPvg4jTsfJNAadLg37h5fJNmvf050KsUim0nOrlTbrLaCw44GUdNfG8L7hNr8m/3QTxY2VqkNdadFqMmJnNx9ynsqkrSKQpLDjSE7lrQ+40G1DkEJSSVC9idpx9xfDxWYTG2HnORH6zblkLgOJS2CRwdjivQKsPmDjS/oFzvFTGdpmbaUpIaK3wpc9HUauAUlJYIHtt/kRiQkF/aSzGCPZafcPP5JMy1mbXqvUddcdrEKDS2nekX5UNsBSglKjsQlsqV5VoPCTe/F+beuZM/wCveUn4bch6l1NiddUOQ1AQpDovtumwBB7cH3GN6s6f6wuToLSpsJEamslhIpNRbjFCkIJJ8+y52JTdR5sAL2Ax4QWdb6HEmxvqmRUHHEuMIW9LYluNtHY7+8sclDarjkAcWBwcUk3zI4DM39JvhlHTr5reRmnX8yfhulk6VLHaKl9CnhwCfs0vXA97gdj7YbkbX7VCoTV0VzL1EcmFSI6Y64bzKlKWraUqCnb2BUB6el+OMZRK1yprbUoHM6ZSXytbfwpcFyo71btpVfk/qcN6bDzJUq8h6tRqjHlutSZqXHYS4zjq0JKwolKN1lKKUk8AX5I+9jpk/wBlyKlZezom69BZOl3PGcZcSY65RmkynW0NOxkk9NZ3oCiFBaiQFALABuQkj2J9NFNTcxZ11hFHzBS4tOepS1KShBV1FFTTgHCiewtc8i5HviH5lUqVMnmkS1voksNrS4XFKSFLtvVuHc8eUe9gb2N8SB4cYzS9Ym6w7H2SXmPOsqSSolC7k7eL3SL2HpfgkjFeWR50BWjSYdBTAyOYL7gi9wb+OyudHdYcZStbCiTfkKHv+WDGjDbUqMhXUIvf1+eDBlaroqXgWyrjWFAYz1ADj54B474uZ9F5pfp7qrq5myjai5PpmYYkPLoksMT2A4ltz4lsb0g9jYkY8lLKIWF55L63FFxXBoVPW3ldgogY9W3eeTi330luk+T8h6+5QyVpRkOHSkVjL7SkU+lsbDJluS3W0bUj7y1AJSP4e2LXeGT6M7SrTzLcXMOuVLYzbmt9tL0iJId3U6nG1+mhCbB1Q/EtZUCR5QkXuv8AUGMjDzueSZ+nPfIWD4rk0l3cAN3/AAjj3bcQB53UA+nY/wCnHceb4cPBzqHEk5biacafTlMp2OopSI7chm3rvYIWgj3vjmj43vCZTvC7mqmz8q5gTUMq5keWmJHlS2zOgODzdNaRZTjVt210J427VncUlTqbFGSuykWKrVeFPibnabhVsS82Px3+YH/Fj3Qhp6ygXwAb32mwx3Fq3hm8JuW6O9XcxaU5IpdOiICpEuZHbZZZBIF1LUQlIuQLk+ow0P2M+jx/CNGL/wDfOF/7zEW483/EoOAvIvnC46MRoaQr7GQ5u77iB+l1Y+JFMbdIKIF0KPZToFj8xY2x0M8LumOiOo3i51yy/wDshlmv5RpKY7lDaaQ3IhtIUpIKmVJJSQTcXB9DiHvpEclZO008QtMytkfLkGhUt/KMOauNCb6bZeVLmJU4QO5KW0j/ADRjTgxSKomFPY3Oqy6rDZ6aE1IdfXvVW4FNRGI6dLirQOSFKUof6MKaXyhOxNPjNIPfaTjCSAnyyNg/ycTF4R9Jo+ruv2WcrVNCZtJivGqVRlXKHIzFlFtVj91atiCD3CiPXGpLKyliMjtgsONj66ZsXMm3NRZS3Wo0tuYxDiurZUHElaVKKVjkEWPpYetsafQrEN5uRS6ouOWVBSEG7iRc3ACVkgY656++DjR2vaN5tg5E03olGzEinOSqbNhxgh1Mhkh1CbjmyyjYr3So45BvNIlU9176zShSG1d02KVAHixPcEfyxSocRixBjnNFi1X6/DJ8Mc1rn3a7uv5JzxtTM5RqJUMvSWXRBmtKRI+CmLZSoW5u3couQLA7ePna2G9Pr1KzWmM9UtRay1Kgo6cX63UvY0hIslKAkkNj/JUBweB69nZng+8OOZcpqpUnSahMGfA6PxUZjpvslbduo2v8Khe4PoQMUB8MvhxoGXfGjM0O1ioNMr6aZAnkxJ0XcmU2EJWxJSDwoKQbi3a5HcG2e3Fop87gPZ1sba+C124M6lysv7dtRfTTobqG41b1By/lxl2BPqNegIb6NScbfbdU9sWSBscQtbqE77JstA2m3Y4XqvUavX506rvz32IVGkyXpA8sdsBbSGk2F7vJLsRa9xFyVj2GJ7+kM0i03021O0cTp9QoOUl1eROVPVTUdD40NPwQhLhBG4ALWLf3ji6WavDZ4UqRSHqvnLS7JMKmRyFOyqgw02w0VEJBUtZCU3JA5I5IHrhL8ZjDRJlOu2vRObgbnOMZcNNzbr+dy4/1eQ1khqPUqDJjsv5kpEeSCmxkpS9AaU+pxSwq7Zc6yQjjhHccHDtyFpHNznkd6uUuDPlPIU467JbJbaslQSbBR23PCki9yCD+XSXOPg78I/iAygiDRqLSTEis/DQqhlqogCNt+6E9JRbUBflKgR/LFJMwVLPHg61ioWjWpWeJ0fKLlQYeNXU4twSqMtTTYUlZG9tTQaWCOSkKIBNknEqXFBI6zRqBzS8TwUyxjM47/wBvRR3O041Byip9DdXzFQ+opQcQ5GcDSi2oJUFLQoIIC1IB4IBUPfnUkS/qrTZNNmSEOSGzJusedJ2us7VWPO0bfa3A7Y6C+KnOGlen+n2VtScoU2BXqbVKs3BS9R5Tbrb6L9cKStKilVnWEKPPJHN8PTTvw4aT5Vpp1S1DpcNVSehLmzHam+BFprS1F9YIUdvBJKlrueOLJFsNGOMEfFcw3OiyJfRSaScQsluG2Oo1HTULmbF1C1Vy3BgsLlVanxW29rSnlr6KrndcJN0nuD6+wtbD4o/iGzW89HelZfhTY7TaGnEk2Lik3PUBCdqVkk9kc8eovi9X194DM9UmrP0nNGnDzNPiuzJxplRZjvtMISVLdKW1JWUgBRvY/LvigTequgGY61MQxl+bDozrijT3Z0YuPlsrWB1VNALF07CLci5ub4v4bijKt5blLbdVg+kno9LQxB5aJAem/wANPmpAVq9lGtpRHzhkBYSohJVKQ0+ltVgSLO8p+Vhz3sn02mYGhNfjGY5GepaVuby99qyjeDYuA8osPRQskcWIvy3Y2mGm+bm/jMn5xZbfJKkIaloXsPHKml/aJJ7eZV8acnRPOlHf+Jg1hD45UA8h9tLqjfkqb3WI9Co2xuXXg2RwtNmOLD0Nx87hPpGi+U0RZyclVlEirxmlJbYMlhR6htYKulS27cn72M6L5MzDkbNaEV74dKZTsdncJKT1F9dKyOORawHPFwffmLJmXdScrQJk05ZTLd/tnX2SiW22lsEqWS0Tzfkb+PKLhRxI2h2eZWZURqNNcjOClPM1IOoaJccDjiEFkurUeBtUoACwuR8it8lmlp7/AJKwKeawkaQQSNd+Y6K22dPEZoflbL1Lotfz7Bp81EWDMTBlPFt/pNltdlruEIWUpt51JTc8m2ELwrQlR8oRnlhf2rlVJC0lKgfjxYHn2GIVy1WMn60+FHO4zjlyNJqFEoFVnwErSUIK2GlFOyyiCW1FBHJNnPYm8+eHF5s5KpaAbJcFRcsSblRnKHY8+l8eUkgFPDIxvUfdfUoKh9VNBLJobEEd9vuoD+kBjKdzXTmWWkqdcaihKAtKLkpmc8kDvb874sJnbMEiXppmGrQnI0emLjKRDDrQZRGdJIQFlI2gBXTslW5KuyrhWK3fSGl+TmOmQ2XQ2t1MNAuLjkS/8cP9Omubapk/McmlZqplHqmU60WZ6ZELeER2nCt97c44QpKmVrPIvZAsb2xcewOpoXONrAfP81Wc5z21k8bB7TneXketlU3NGn2pGapjtURSZOYniopXMiNodU4TZRK1NDctR73UL8/PjXl1DNlDpyKdmqn1ZiO03ubjSm3m0NXQtNkBSgEeVW3yjte4Po8KFqzVWGmmX38h1VtpxpKVrpbjLhslle2zawtKVrbWg3QBtV3G/wAryiaxtmmuIeymhpuKgsuriVpxF3LPNJVtUlO5ZISuwJClEAW7Y12ucB7Bt7l5WojscpePMKKKhn2uZxprFBzBMkzIdkyWG3Zi1pb2kBVr3WAUoI7mxv642aPmmiRY+2LKr9GYW2tqO7DmqBCkjcCpfUTyLeqLc/lidG67p7WKYajUcrQaY63VDGebqE2GrZvaDgCVqSSSlQ2FSiL9/nj3VpbpjU47M5vLdNdbcbUpJaUsbSeCUlpwJNuRwMWWElvskLHlljidkc6w02Jtt1soioOo1YhfBxmdWam6ZDikLM95yQpobvKEkpWldk7bk7ed1u18bFB1b1GptTnMV/USE8xCWENuOMstKf3FXNttkcC/NuT6+j0qfh9yA+Clk1aAFdyibvsL3BCemq/J9/XnCDK8M1Obbeao+apbKHNpUp5tlalbb2QEhSVfiv25sPbHDpv9VJs1PIT27/A2Pcs1vXPUVuswV5d+oKhCm2DKXrqcbHqt5aFJQkem7tweBfDoe1Z1FFGk1NWQ49UQw2HkuxFuR21N+pBKXUrFubhYNhyORaN5XhurzbKI8XNDQa/tQmRFdaubettyd3Hr72wku6H6kUtbUulCnv8AkuTHloDjqCbA7Vdkm3y9RgDgOalJTwvGgHvBF/kpSyx4kHZMAz69kubTIgJR8QZqFgkEhQF2mwSCkjve9sb87xI6ctSNlQp1UKVNB5LrkBDqFIUjkgpWbixsTbt8sQmaRrBljqfHU7MEGM0lYaRGZX0ws2vw2NvBso8d0i+Nd7MmZjldU6tsLkPFblMvIaKXPh3EhZQe3co72uLW9cdBDvwKApGB3ZFm35OPP4qxVG1WyRW/9n6ZDkmIyQ87IFJds1dYUFFSUcXUgG59U+uEOs5+0qzE9DboufBSZ0ZSmmXY856KVX6d0EmxP9k369xwL84gljOdSqslcqbTaI4pSuzkDlG47iElJF0+pBJv74xDbpVXzXQ5kulxmEzajDJaYshtH2yA5sVe5Nrm44vfvbA4BouQER0pLsmZw8HA/RSZWKHp/mapPVJedpM6rSEBpUlvMkeQpwJSEgEhG88JSLfL3GEfSDK37I6t0Vtp9xcWQJKEhTO0LUtsncCVKJ8qE+vGIhzNkKXRpM6FPy9VEvMurQHkIKmSncQkhQBSfzB5vh5eGqmzqPnuNGnRnWbuMyWkuABad7MlCiPUJNk8EelxhDntcQMu61GUU9NG+UykgcnAa+/+FdyE6lEZCefXt+ZwYR4ctRjpNmuSr/c7/iODDchSxWt6Lj6eeR7/AMsXz+h6v/TlnX55WSf/ACprFDQrgX2W2gcX/wCV8Xz+h8I/pvzqbpv+yiDwfT4prnHhKonglfbqQfvBT5r9R6VWvpP9EI9WSlbTGXHJbaFDjrNrmKb/AEUAf4YV/pXM+Z1yf4e6dTMqTpkCHmOtt06rSoiy24I3SWsNFQ5SlakJBseQCDcEgwL9JtqBXtKfGHpjqVljpGp5eoMacylxRCXdsyRubVbnYpO5Kj3AVi7eRdQNA/HLozIiFuFXaRUmm26xRJTg+Lpsj7yUuBJ3NrSpO5DgtfbdJxl6tyvOy1ScxdGN1w4yFmvMOmeaIWdci12TQ65TXOtHnx12Ugj3Sq6VpPYpUCkgm4x65rzJmbPdcfzjnbMtQr1Ymuhb86oPl11d1XsCfupF+EiyQOAAMdltMPo6vDLpVnCPnimUOpVSfBeD0JFWnmQxGdHKVhFgFFPcbr2IB7gHFBvpEU+F2nans0XQWkRE5kZkOqzO7SH0ilMuXsGktJBR8RvJKygpCdpBClKO3QiqonvAa33rOkppY2EucutupWQ8lan6f1bImosVMvLlXYQzUGVSlxuogLSoAuNqSpHmSnsofzxUjVHwBeB3LGmebMxZfyey3U6XRJ0yGv8Aaye5tfbYWpB2KkkK8wHBBBxbDVjS7LWtWmla0vzeuWmj16MhiWYrgbdCUrSsbVEGxugehxVUfRDeFJJCg9m+4N/9s0f+6xmRvyG97LVe3MLWUHfQ8rC9RNQSkI/2ghfd7f8AVC8Nn6VqYI/ippAKVH/nGgdv+7Z+Js8BGnuXtJ/F7r1pxlZUk0vL0WHCimU4FOlsL3DcQBflRsbDFhtefBHo34ic+Mag5+drqanGpjVJb+BmhpvoNuOuJukpPO59fPtbGk2qbFWcY7WWa6kMtGYef8ricKoog2jni/df+GOmv0UelfwOUc0a01RhAk1uSKLTFWP2cRkhTygTz53VAH/tCcMnxkeBXSnRHRdzOemicxSq+5V6dTIjEmcHUuKkPBsJCQkXUSQBz64uXQU5P8HPhgp6s1yV/VeR6Iyam9Hb3LkyVEB0oRxdTjyztTf8QGLWIYkKmnDY+ZVLDsLNLOXPA0G90heHHWnMOpWrmuOVa7BntU/L2ZWU0JcllaWlwxGRHWGipIBT1oq3Ta/Mg45S+NLRlzRjX3POVITi2qRMeVWqRYGyYspKnQ0Pk24XGh8mgfXHS/T36Szw66kZ4omQqQzmWHOr81unxXptOS0wHnDtbC1hZtuUQkG3dQxEX0uGk7lQyflnWmnRty6S45QqsQLWjvBS2HSfQJdSUfMvJxSoHup6jLILBwstGuAngLmG5BV48xZ2y/pxpyc7ZrkqjUekxI7s18J3dBk7EqcI/dSFbjbmwNgTxhv1rR/LWZtYsl68wFspq9Ap82mKeRZQmQJLZKU7gedrllJPPC1++Gj4wGg/4M9R2e+7KD3Hf/cxiJvo0fEVI1H00VpFm6V1MxZIZQiK8tRK5lLNg0o3/G2fs1f3Q2e6jinwHljpm7A2VozsbI2N25UY/SvK2alaBjaAVTqj87f1mn4sR9JDz4MtQAUhQtTBYi4P+yUbFevpXmlval6BKbG7ZOqJUPl8RT8Xq1h0oytrhpzVtMM6KlijVoMiSYjwad+zeQ6naqxt5m0+na+Gl2VkT3bXP0UB2nvAOtguTH0XGas40HxRwcrZf66qDmalzE1uIm5YbQyyXGpJF7BQdS23ut2et6jFj/pfqNQf2Q0vzXJgR5lVhZhkQ22nBfrRFsdR5CgO6d7DPe4G4+5xY/S/w/8Ahx8GVArWcaW+xQ2Vsj6zr9dqALiWEm4b6i7BKbgeVI8xt3IGOY/jj8TtN8UGrEI5XU+3k7KTTsOjqfQW1ynHCnryNh5SFltCU352oBNiojFuForqwOhFgq0rzR0pEhueSZXiG8Uuc9dYWXsr0zKtByHk/KripFLoNBY6TKH1d3FmyQSBuASkADco8k3x098OHjK0I8SOmcXKOdazSadmKTAFMrVArS0NIlrKdiy0V2Q825yQEndzYgEY45CmTXwPhtr1wPuuJCRf354H546ZZV+in0hzlo3lpNdzpV4+aX4gmTqrSZLUiI+t3zBpKFJKVtIBslSVJKrbr82xYxOkgpmNB06Krh9ZJVOcRr1UlagfRr6D5jguP5ARMytMUCppsuqnQySD/ub5UpI5/AtNgeOwtQbNul+UMiZ7q+mdbq6KJmCiu9F9pl+zS78pKeoSogixHIuCOBew6heGrw95e8I2m1Ty69qVVq1TEvLqDsusvpZi09lKLKDSSShhuydyvNa9ybY5LeK7N9D108RWd9R8pvIkUWdLajw5A4EhuOy2yHBfulXTKh8iMSweqmMxjHaaqHpBhtO+n4mcxu7vtslqVpPmKlsolZWmQaqpCwrpvpDbpHPa90H153g/LBQs0auZJdckzc1VWihsEpQtBlME23WDZCmUj0uq3yvY4jXL83P+V9oouYZjLaOzJX1WwPkg3t/DEgUPW3PtPdZeruVfrQteRqXTt7MpoepT35P90p7euPVhwI1Bb8l8/dTzs7LiyQfB3nondSPFtmAuhquUChVllRMYOlgtOP3sCCLKSb7r2IA+V+MS7kDVij5qnRYrGRYuXZdGlw3ZjJpsdHxMd0FxBU4yEqWnyJXygHzDvcHEIN550RzjUUqznSkUuQ44S89LgIjy+oed/W8iVqHpvXYEAm9rGUNPKFp9k/6vomUtSJU+NVZG4okUpuMIaAEAuBTRKHSoXIII+7t7HhbuJfq2x1Hhz5hSbS0oZmawxvuNDpfUbcipbylQjU9MaXnWlZqhUfKWYYEqEimU6jRqeGH5RQ0FMIQghTgSkEBa1Jc4uCLDEn+GVdTg0CLl2dTwhFPiTnhKG4odcVVZSFJQVCx2paQrgk2dTcC4vX6FmnM9b0Kj6HZE0krdUy5R4TcWVnfMyWsuwWUNbSmS0HOoHCkpSveVbbjm44xYzQSqVCXkmjOVOqQahMWmppckQV7mF7Z7guhQA3AAAE+puecYbnB0DgOq9a+nMNS17/w81APjwjz6hnemtwKdKmuRWIEh1qM3vUlsGSkqt+agP44zrvRa/rU+xWKJVm4sVciSupsU2UUuz0KSG21JJSloX6Tl9yikebk2vh1+IqowqZrNElVaU1HizKTCiEuK4UoyFkAc+Y2STY+2JU1W0iyPqNkH60XlJxdQ/qdXMSnuKZW482d4TYeUrBWsg23bve5BvGYQsiDhuLA/dZBp3TyTOa72XE9/u+JVIpXh8qTLRRRK2+0emOqiqwnIy1ACwHUQFtkcp7lJurkX4GjTtM840+MsNZdTP3bS09ClJfCSk/fAbUSFXHqPTtiymWfCtrVCceap+pNTp0FpTLsD62kiaE/1hhWxSFlewpDKnUlIsXFpuEkbsaFVyD4gYtRnUWfk2kZuVSGWA4/9WOMkoVEUUpju3HULY+zG0KIWblNzxegxCO+W4Nl53EMJqS0P1sTp2fsq5PQq7TGpcSptVZDbje4sSy42pSwTyQocj1/h6Am5T8xPR0uia/FS+sJUFqaKlNKCrp+zBDY557e4I5xaSgULPeZo1RoVHyCun1OiylpqNGdq5dbU0ttJQppKgElIUFJHfgA+uGbmXI2XIlQfpuZ8mRYVQhJS5JbTFDTjYVYgno7OPMOb2xqRSsmGUWv0uF4+re6jcfWGODb2DgCRcfmqidvWKvifLVOmT4iXHLSBEX0kF8jzKCSfIbjhI8p5ukXsPrL2s2dKYFya3nSm1BhxW2NHmQ0tuJBUQS44y3cEJAv97lWHLUtJtPKwHHF/HRH1Eq/q8lKm7n12LTe/b8WGvV9CHZLqX6dnEndbYxJjllYIFgFqQXBxbvb9MckZIw3AVqlmoKoWDhry0P8AITgc8QtSaqdPj/VFLkwKhuS6Ykla1s2VbkqAvci1zb19sOZOt1O+rXpsrLlXMdhrc78MjqoUgGxUFHYlSR3vu7c84gmZpJqZEjvwqfFgyW5LuxaIMhsuFYUPLZSg4eATb59sNtylZwyjNakVegSqUW21oUZ7Cmw4k8cJVY25/DivxnA6rROE07mgxm3gSPzorQ0LXHT3Mi3EMVn4dxQKVtSoa2CFOCywVpAFyP7598Of9qMnzXFx3MyU/qvKX9mKlc3O0GyVqV22jjte/vioRzjIbi/DwXoRZluIdktrZStre2AEgoXfcLEck/wFiSsU6s0yp09SamzBghgK+FfiRktKUFX3pQlIA55BJJAufXnDW5X7hUp8PkhF2PeG9L38ra6+Stimh5SnKU9My5TZbLirOlyBHN0laiU7g3uAsQnvxYevJZmeMgU5gUg0bLkJyEw4erHS460044raE2T1zsBO4bkWVyBcd8V3YlSaaTPp1XqEGTfcltL6t6ueFbu9/n/oxYmp1eWnTDIU5qvyjUZcaS5NZLvVW+jqDYt3eb2J6iQrvZHHbDCyPQEb6eSzpm1dKDJxAbcy23MD6qNM+ZLrtMe30bTh+i7m/wCxhz330kWUSbKcUTf059B87omh6q+zqdGfrLEhhLzYCQ6oqK1AmxuR2F1dz+I2vzZac1szLIZqSX1NhFPStTbpY3FbSCQRYbbG5sDftx3vhR0tzsnNmYYFTTCjMRosxuLYO8ha2FOJ8gJA4Qod+CbWuDhRZEXDKdlpwz18cbmzsBadyCdL9yslB3CKizSlDnkAkHk/LBjVjzWC0FGIpdyTuFrHn8sGLFx0U25AALrkQlyyRd9J+zI+5b14T27/ADwp0bM2ZMtOyJeVcz1OiyHWENLdpstyMtxNwSlSkEE8jn0uMI4dIbsC4n7M2Fr8X7d+1/5+mLC+DvJmU895nzJFzbQYVYYj0+OplExoKDZKyDtHp2HPyx4ejpnV07adu7uvxX2TEq5mEUr62QEhmptvuB9VCFczJmHM8xNRzRmqp1qQgBtp2oSXJCw2Co2ClklKQTe1/XHpl/MuYsq1ZNdyfmafRKg0u6JdPkLjuhJ5+8gglPby9vli+tW0/wDDPRK3Ey5W8u5Qh1WoFAjxHm0odfKiUpsPckED54hPxReH7K2QqE3qBkkPU+KiY2zNhB1S0J6ivK43uNwd3BF7ci1gMatX6Oy00LpQ5rg3cDcLzmG+m9LiNUyAsfG6T2S4WB8DdRRXfETr9mulijZk1vzjUIDqCh2O9VnihY9lAKG4H/HDCabZYaDTZCQlsgDZyee1/wDXi3vhT0v08zjpSis5myfTKlLFSks9eQ0FOFA22Tf25/mca2lGWtDUVfUKm55i5UjuU7Nc2JAZqUhttTUVKrJQgLUDsFj8r3xGLAnNZHJmaA8XBJtbRNqfS6MyVEQje90JAIGpNzbTW+irmrVvVhVidW85i5HauSwP038Y9kasaqk2Tq9nO+4G5rsvt/4T+WL0QNF9DKpCaqVNyJlqXEeG5p9htK21p9woGxHHfEZayUHw60/TXMLuWE5NTWmYyvhRDlsmSl0KFilIVu3D5c4t1Ho36vGZHvZaxI77dFQo/TtlfUCmihluSATYaXNtddFVyBnXOkCdKq0HPFei1KoqPxs1ie+2/Ita3VcCgpf8SbWwqt6o6p8X1bzmDtI/28lHnnj7/wCXOJ40K8LFLnUKJm3U9Ml1cxIkxqXvU0lptQBSp0pIVuULEpBHFr+wmtelmi00qy21lHKZkobKVR2IrKJCUepKk/aj873xOn9HZJ4xJJZt9rpNf6dUtFO6njzvLdy3Ye+6o1Lz3n+qsNs1fUnM01ttxuQ2iTVJDqQ6hW5KxuURvSeQodsfVVznn/MEJdMzBqLmOpw3igriTapIeaWQQQShaiCQQDz6jEreITQSFpxT05wylOX9TuOpjuw5DwWtgkgp2KJutF78cqBseRcja0A8PjefaanN+cJEhFHdIEWG0ShyUlPdSlD7qAQQLcmxPHqhmFSesGmyjMPgrr/San9Q/UDIch0779LdVCEdxcZ5uREqCmHmHUvNvNApcQtJuFJI5SQQLHvwMLFRzjniuxF0+v6hZkqsF/8AtYk2pvvMrsQRuQtRB5APY2ti76dNtG6YW6G7k/KiHXAOi3JjMLkLFuCCsFxR+f8A8cRXq54Y6U1SJeZNOG3okuGhT7lMQpTiH087+nuJUlVuyb29BbjGnNgcjW5xlcR0WFR+mlNNIIXZo82xdoCoBdztn6rQ3afVNRMzSoLrJadiyKvIcZWj9xSCqyhb0ItjWpdcqVHkCdQK1UKZMDZaEiFLWw50yQSncgg7SUi47cDEq+FjK2Wc41XMDWYqSxVW48OOpkSW7paKluA7efW38sKOesoZQpviayxk+Hl2GxSZcSM69EQ3Zpa1KfBJT/mp/TCYqFvAEwAs42sr0+Mf87JSvLs0bc178rA6aqJZ9erleejyMxZqqtXcikqjLnVJ2QuOTYkoK1HZcpSTa3Ye2FNzOepLx82q+bE8Xsmvy7/+fizmo+gmUavlKazlDLUGDWGUF+I4w3sUtab/AGZN+yhx+dj6YjTww5Syzm5nMwzPl+PLkQHorYRJb87KldXcPlykXxbdhAEzad4Gu2iy4vSkSUklfG53Y0Ivr3c1B1fp+YczqbczFmWq1zpG7X1jUHZXTPuOoo7f4Y0m6S7DTZ1htYHoBf8A0YlLV+DSqBqzW6HSaW1GhRkxS0y1cJTujtqNgPmThKaTDkICPgFOK9zuI/04SyliicWtFiFo/qtRPG2SQkhwB+KbdLFLVYyWmEo43JVdJJ9R2vh/5TzhOyeOlkTUTMeWGlklTNLqkhptKjzfbwnv629cJzGXXHlJcYpiFdrgN3sPywsUyjVBYCGo0ZaOUjc2gKHPrx/pOHSQxTNyyAEKqK6eJ+eEuB8V5Z1kZq1UgmBnPXjN9bhpIUYk2ovPMk/NJBSvDPY0Sk2CqDmbqE9kOx1oH/C7fzxLUfLcqOlLxqEeOUCxBKP9AF/5YddIosxSAt7MUhZUO0ZKgfy3G1sJbSUkA7LQPDRSdiuJznVxPjYqusjI2oeW3kvzqFJkNJ/3SKypwW9zbEkZBqen8jps5pcmQ5IABblwnUi/+UO1v4YnWk5PRIUj4hU9atlj8TKWQr80ghJw7IOTsrU6N8TOahRW2z5neklsG3943OI+uRU2gN1N9HNXgcRgB6g2UXPQdIgUu1ORAkRXPuJbpb8s8fNpO5JPurdb0AwtUql5G/bfIjem2T6pHjMzlvVWTFok7oEJ6fT6qnWAnsXeCT7etsPeTqfkLLqFNUGA1U5CU7gsJHTTbk3XzYW57duexuUaRrTmia+62mSxHZO5PSab+6Nw7HgpWAdt/Q7gT2UaE2JF5/buNwtWjwdsLby6938qYc25G0qzNFM/PyjWmktGzEye6GjYcNpZ3BCVHgbAkG9uMZouccrZPpELL2mtI+EgwusmP1lqdTZxSlr3Fe5wgqVusVoVcD0ICoBcqAnPLkO1Z2JJd39RL6C+wV8C+0jqISOwSi1gbWCrDG0nNNXpL7W+j/XLLqw20qkrS7IUbm5UwfMAn1UkqAIXxYi+VlzG11sOkfYAaJp+LnNFciZrptckVdUmUaaQlCWkkFXWRsSUAbSUgrHY2v67iMStmrVCTRMptx6nVo9Dm06qtuxq3KipW/CeccKAFMoT0xfcUlNkhAcAKRYgVk14rxzDOp9WryosdyYw7AgwW5KlPJSm3mdQFfZKLu0ALCT5FbgOL2aa1ryVT6I5QIsSkzYkOWAKXMprTCwpCgpDrLyB0V2VtIGxBTYAAcDF/I5sbAW3+iz5BG5zn5yD3c9NR/K1sj696stS3qnTJeXczNdOO/JVCfTaUV7RYpCygncoNgt7SpQFuODLlC8WtNTITEzflCpUpxJAccZIcbBvayVEAK7KHCiLpI7jFAq1lekNTZVUymtcaPMeL8ZbaS0ptsKQEIC0kk7UNpTfceSojkk4+4equpuV4KqdPrM+pwvOEImbZNkKafb2hxVnUkJe2JO/ypJ2jhIxYkoGSDtxg+GhWPFiEkLyymqHNPR2o810aytrlpdWq27VaemNSZs5ZTLekNtb5jLY+zWHULKb8g7TddifL64d+XssZWmZ+q2qNCrzk6XVIbUF9kONqZaCQixACQsKIQm4UT+Qxzea1rpWaaQ4usR8sUmqInNvdRqM5/WG+judQfJ5EoUkbTuseeQANzqoeeFU2KzVcuZkegl1KSHqdUSlN+fxJUT7ixPofbEP0aOUEwPLSRax106JbvSCront9epxIwG4LQdD15hXMzzoyrNertBzO7T6W5lqNFcYqcPd01PLO/arYlNlclPJUCLYi/xN6YZbyBl2nV7T6hVBqXJnJjyWWnXpDSW1IUd1juKTcAXvb5YjuL4mdXo0+nljOPxsaOhSnG3YccF8FQCQpW0k8BVvMCbE39DImX/GTNamITmrKrr7DoCXFwdv2SASS4Eq9bEApKwPICLXNwU+J0jmua64bpYHQ+5T4/o5izHtfHldIb5i0Eg6bW22X3nnw0ZiyxQZ2Z4Geos2JSoq5zjUiGUOFLaSqwsVC9h8vTEZZOy3qZmnKqM45TypUKjSX3Hm1KirBWlwcOXYSreo3N77VC/IxZuJr1opnukvwJOb4P1dUoxYXHnIXH3JWSlaVqVZIFja9/fnDn03oGQshZSj0jIJYZoC3FuMETlSUFazc2dcWpRvbtuNuw4xXGM1cMZFQy7r8xy6aWVw+iOGVcgdSSFjbahrufLQ396o5UYlI+Ocp+actxG5Ta0mRGn05KXkeS3N0BSe4Vz6/I4TlZEyLUZrNSp1MESUwtK0qiTli6kpuAUO77grAFrgBKu/HNwlaJz0+IN7WN2tQptOlw1MO0p2OeqD0A0CFElKh5QeQP44TfEtS9M8qaZ1DNCcqUelV1cmLGgykRks3eW6kkLKBtV9mlw+a/b0Nji6zGKaR7YwzU22OxPceiw6n0TxOmiknZUDs3sHDcDndvXooFzhBfz2xlinVCh0pD1FkOrXJXT9iakHFtBCZS2FBSQn3ve24nkEmI8yxq7kyVTFPKpT0Oa4oMpZS8VeVDarKStAIsHUWPvb2OPGH4lKzR5DynYtHmMx3FNpUHFs9UX8pQobhe3924PfCxUfEjkbMHSpFbytIjT5DKkw5PRbfQhbgAFnvK4kGwv5e1u4xeBih0iNgsQ0lfK0esx5/A93TT7qJX6k+6mqsJaLfxwNOji9x98vdv3i4hAN78uG3y3tCMxFurpy7HaYW47UG6m24UqDrbrDak7L3ttUXASLH7gFxaxe1TToNmd95hzNHw03esLJnKSpKwNvd8E38gPB4+6OBhGi5GptH1Iy7UaVmB2YmrLVGkPpACikhPnKkmxWoXBUACeVElRJwlzXZ2vabraifC+B8D2OaXDS4Otu9WFZzOWm0obQootdPHoeR/I4MaBiAqV03GAkEgC4Fhf22m364Ma3EYvOepuOp+a5jgr28h3+yuLn8N/vdvu3/mMWg8Blxm/NYU2pH+xkU2J5IKzY/l7YqtdsI4bt5Sfv9zfv8vyxaTwDW/a7NewJsabFPlNxfef+VvTHivR83xKG/X6FfXvTJpGBVNv8R/8AYKxGesqaG1HOtJzHqDPoLGYYQZVCTPqyGF2QsqbIaUsbhvvzYgnjDR8YlBztmLS3/ncDL9Kp74n1eOgH4h1puykqb9NqeVKB54BHYjChrL4X8ua0ZjjZmq+YqlBcjRm4vRjNoIUlKlKvdV7HzYWNZ86ZW0h0inU+U+CtVKVSaVCcc3uSFqa6SL+pSAbqV7JPqQD7mtZeGpbUNEbDrmB1PivkGGTtZU0D6KR00rSAWOHZaNPZ/OV01/BSb6JNkq4VVpZHz+5inOsbQc1bzqVR1f7fVA3v/v6+e3bFwvBL5dDmEXVuFVmA+Xt9zjFOtYQkas54ICb/AF7ULeaxv11/PHnMX1wmlO+n0XvfRptvSTEfH6q+nh18ug2Vm/T6tUef8pWKGZPpkCoal0uFUGQI79faadKjwUl/kHj1xfLw6g/0EZWsP/o1Xbn8asc8lOvRKw/KgupbkMVBTja91ihQWSDc/MA3w3HHNbBSE8mj6Kt6Isc+txRgNrv397l0X8RGZ6/lLSCvVrLLrrU5DbTaXmz52QtxKFuJPoQCefQ2OOdlLekxKmxWYK5rVRbUqU3LQ4eqHQSrqBdrixF1H5HkenQTSTVrKOvGSTEn/BKqa45jVijuWIKiLKIQfvNKFyCO17GxGEWn+D/R6FmFNZEWpyGA4XW6Y/L3RUqHIHADik3HYrPzvjRxPD5MZfHU0rwW2Atfbv8AFYno/jdP6KRT4ficbmyZjqB7Qtt4dOWqphnLOebs+zxWs51moVOSzHAY6qrNsovYlKAAlKSbdu57k46HyD+xWkry8qwUSnKFlxa6ewkFQcW1FJbTxyrcQPz598Vr8X0LRykCPGo0FqNnNxaVON05SG20MeqpKbEFVrBIFlk8ngWMkeGDWyj5wylAyFW6gzHzBR4yIyGnlgGYwlNkKQSbKUBYKT34v64ThRbR1stNLIC9wsHd/wB1c9JDJiuFU2I08JEbHXLLW08By7++6pfMfm1+oyK/W5cqbUZj3WekuLu4pZNwb24Pa1u1hbF+vDTmjMGa9JqbOzC68/JZfeitynVed9ppRCVE+pH3Se523PJwjVrwlaTVivqrwi1SC2pfVegRJSURnFXubApKkA3NwlQHtbDg1L1NyToNklLLSYbUhiP0qPSGlALcVbyjaOUoB+8o/qSRe1htBLhLnVFU4BgB53us/H8dpvSiGHD8OjLpC4W09nqPzQWTC8PkGDS9a9V6bT2wiPHlIDaQfKkF907Uj0Ava3pbCbqSpP8AzYOTxf8A6xh/+fJwi+CqdOquas51WqOKfmzmWJEl0qBLjq3XVKUQO11Em1v5YVNSlf8ARmZLR6GDDuPfzycQZJmw6Jw0vJf3XKsTQOhxuqYdSILeJDWqyFUr9NpE+m0+oSQ05WJBiQ948qng2tzbf3KUKt72wi5cyHDyxnLMuZKbsQ3mT4V55pKbWkNl3qLHpZQWg/mFYifxmS5lPyXlaqUyW5Glw8yNPsuoHKFiO+Un27gfzxKWk2oEfUrJEHNMfpIfWOhPZbNwxJSBvSL8gG4Iv6EY3G1LJa11M/doBHw1Xi5cOmpcIZXU9y2S7XjwOh8vj4qsWvExDGuOY0qsdyIPG3d/1q1hHj1R1tKUMRSb8kqNkgflhS18Sk65ZlN0iyIHcf8A3RrCHTT0ylalAgcj2x5OonDah9+p+a+nUlG6WigP+jfkE5oNQri/I2plI7cJBv8ArhwUyHJdSPjpbxFrWS4R64bjFWajN9V11LSB3Uq20fmT2x4v6lQ2CGqTFXUlK8vUQrY0k2/fV3/hfthL6ojZW48Mzd6lSj0ujMqChAaLnH2hSCu3tc4XX88ZeoXlkymlupISGWgFOdx3sfLwb2PoCcVur+eM+y0B6NKaaasj+rx0qSnte1z5lEi/Y3uOACRhOpmeY77oiVZtUNwrFirlG7eFKF+wsAPS1v73mxTmnJNrrTgw4MFyLKxUnWqorZLFJpjcUqc2pdec6yiCCoeUAAEgH1PHPJ8pQJea69V5XxFTqjz6wdrQLhQhPmNlADgC4RyBxzbklOI8bqaEhLjS23EFRURfki6vn8xa/Fu9zYj6NfKVAKF3XCAhKSdxUoC4QAd19wFvUHk2TzimS4nVX2xNYNFILdUbTZ8ulBCAEldk+ZKrpKibEBKiLj05AsVFvHsnMTKlNRkJckLUQ2w20jqLKh5NiUi5UpIKkEAd9w8ougpWWck1+tpRJqctyjRHLFKLBUpSAefIfK2SCRzcpHYA8mXsrwst5VZCKLTgy6pAS5JUd7zth+JZ59BwLAegGJBhKU+VrF55X05r1alJVmaoJpEUDqKiJWhyU4jkc90oHO0qIUe42p3WEouVbK+l9GfRQoTbbrzYQtwed50pB273DdSrel+Bc2tfEf1jUGPTIq1SZGxPYEq9cRjmzN0hxTcw1l2S26dywlwlIT6AAjj8u+NKioDO8F/srAxTGPV2FkOrj5J00jJWXM05hXqTqStmRNmykiM0pQT00jsokc37AH0xLmd16a06jb5ZgNIUlSSHG2FrWFdxcp383PIVf54qjUsy1iu9OWw66G2OEJRxtHof/jjyrWd61WIiIFamuuIjpsEq/wBf/FjckpDI8PL9ByXl4697I3NyXdsCdx15/JKWcU5akRBFyzW5Mb4VSgzHsS22L/g3EqR+SSBhimp1xpBRKqRkk3BLp3hYtaxJ5P8Awrj0xpSKj8POLsdZLKxbvfHhMcSlSiyu4XyUE/6sEjWHRqnTRzM0cb36hen1lIjEPNUOllxIUOshpTjgBBFiFlQAxoL1BzrESgQ6/KjJbVvQhKEBLauOU2AA7A8W7DHn1rgutnYofeST/oONZ2WEghzkel03AxTdE0rYheQdQCtyTrLqY6+uTUakzV3VhIW7JYSp0gXIusWUe59ffG1E1+nsvkVmhJDSVbgG93lN+AFXuPzIVhozn4qFJcEZaAVhC1N+byn8Vu/Bt/PGvMpCnUb4shp/i5AO0g+xCrH+Pb54S2SaLSN5C0pKKjqwHVEQJ67HyU00zVTK2ZFN9TZHdfdXFQqWtDd3Cm60Bbm29wbWJBO4cG+FZqvMMUufBotUeptXkRfgHHGnVtPoDh2gONmy1A3AIJSkgevfFaaq05M6Zkxdi0JCeohG0rseCqxsVAWF7A2Avfvj4TVqjGfYKHi4lCUKs4bKARYcLHmHYepHyOFOr5G/1WghdZ6PU9w6mkc09DqFd6ga36m5deRMh55q80NOqkJZnT3n2nQAClCgtRUQTcWStI4B98K+t+r1Y1wyA3l96hRYM2K+h4Sn5Icjr2dwhSW7tlRUARuUfLY9sU5omrlShsqhVYBwLIWl9xsBbJuL/aNJsq4BFltr78WPmxINE1Wy+4psRJNUjqWtCNyEty9t+OdhSog+yUFYH4cLElDMQ4tLXeCU6kxilGVrhI06b2+eibtY031TgdRxmgGZDRuG6DseQ0ASCDsuQbgjzD0OEiBVplCYcNTQhxcdYLLS4+0mVyUquQLhITvPcGyQQQeZliZ8Q7Od+r5lLrbkd1TaxEfSp4uhZBSWjtfSAoKG4oSDuJB5vhj6mIkZ4khpMcQJcErEZl1S+u4hQbuCpZvYdIEA+6ue2JFjXawvB8CiKRzHhlZEWDqRbz1umJXYLBqLDMCC6+iSgOu8KcWHFm5ULfdCQbc99pPAIOHZosih0LUOjuQUpUuqymwUmSlx1hLZYCt5AAN3HHUi37luSDhjVL68VE+rZ0l4Lakp6oDW9akG4sUnhRKrceu4C4HGN3IMpqDqhl/YpsMMTWIiOx6pEhC3AkjvtKrbux7jFJriyZpItqtgQiSie297jcdyt8/V3kPupDybBav92A9cGGlUJClTXVJcSAVeqb4Me3a51hsvn/q7e9UMBFkje19z0JPr3/P/AFY36dmHMGX1uu5ezDNpjjzSELXCluR1LsRx5CN1ueD63wjl1KgBv4t+4O+7t8+3fFh/A94YR4qdaBlSqTzDyxRIYqteeYG15bAUlKY7R/CtxRA3+iQtXJsD8g4nD7QX3Xgtf2XC4PVRC5qRqG0pW/UnMRF+4rMkXv7ebt74SZtQqFWkGbWKq9UJS3AC9LkLeWefUqJNuPzx3JzvQ/o+/CTTKPlzP2VdPctIrO5uGifQxUJMkJtucWrpOubQVcrXZNza4xUH6ROP4FoOlFGzFo1Q8pyc45pkpVSpmVJDaIzEdpxBfXIZZu3YglsJUlKtyiQfIRiPrb5DZxJC6KKOPWNoB7gAqC0vN+bqJFTBoucqvTo5UT0Ys55lAURydqFWuSPbnGi5JkyHXZc2Sp6Q/dxx51aluOuE3UpSlfeUSe5Jx2N+j28P2hmevCFkHNecdIMn1qrzhUjImz6NHefd21GShO5aklRslCQL+gAxyypVIpjnihjZZdgRF0pWoSIBhdBPQMc1TYWijsUbPLbtbjExUl3ZPJQNG1pzNABO+iakbOmdKdDTAp2eK5FjtJCG48eqPobSm/ICQqyR3uLYTw4kEhTjaipzcVqKue/8u/z7Y6/fSMaAaH5C8IOds15K0jyhQ6vDepKWJ1Po7Ed9oLqcVCwlxCQoBSFKSeeQoj1wt+Bjw86D508JunWas3aO5Mq9WnU99yVOm0SO688oSnkhSlqQSTtAHPsMRNYS0EoFAxrjlsL9y41xKhKgS25dMnriSWlKU2+y8ttTZFudyeR+Y5w7pGtesUynimytUMwqjFso2/HLCinnhSxZZ/io+mOydCyT9HHqjU/2JylR9Ea7U5iFhMGkKp65a0pF1lAZPUBAuSU8i1+LYoV9ID4Ksv8AhwzNQM+acF9OSsyzBCXTn/tTTZnKtiVm5U04kKsFHckgi5BFmxV7h2QSPekz4VDKQXtDiOoB+apolwKWtx11LjqwFKcWSpSlEjkk8373x9dXanf1kpULEKCilQPpY+h9/wCWO9kjw7+EnKuS05qzho/ppS6ZBgtyJ1Qn0aG0yyjaLrccUgBIue5OI/8ArH6LlQ2oqHh283H9tSR/rwsV1+ScaC4uXLkNG1k1dgQjS4uqdeTFvs2mctZSO1g4q6gPyIw135c2oy1VOp1F2fNfKuq/LeW8tXzUpVyfkfljo34TdPtA9UvG1rhTKfk7JWZskRIrL9CaZhR5dObSVNpKo4ALYF948vqTi1WecjfR/aYVRmiaj5Z0TyxPkM/ENRqvGp0RxxokjelLliU3BF/lh8mJvJAfc+JVaPCImXMdmk9ABdcS6dV6zSi4ui5inUxbzYDqoMpxhSwLkBRQRfubemPf64rb81urycw1V+otgBqY5OdXIbSL22uFW4d1dj6nHVnxR/R76P6jaaT87aBZdptCzPGhmfThSVhNPqzWzf0toJbG9PKHEW523NiTjkfHlhSErUoi/oruPzHpi3T1YnbodlTqaEwm5AN+dk45dXrlVShqs5mq9SabUHENzZ7z6EqAIuErUQDyefYnHtAq9YpynUUWvVWmtukKWiHNdYC1dgVBChuI9zhuKqbTZt5jb2GOwvgi0A0Nzv4W8i5ozXpDlCr1SdDfW/MnUdh59wiQ6AVLUm6uABz7Y7PWinAeblQgw8VPY0AHKy5SJqqm3nJNUq8qVIeKd70h9T7ztgABuUSo2At/DHqrNciwTDAaSAqzjnJNvYew9fa+LCeObwSV3QHOJzjppSZdVyHmaalqJGYYU69S5jlgmIu1ytClX6ajb7yWz5gFLt94M/o+MoZAyOcza85PpGYs21xtta6dUY6Jcaks2BDQSq6FPX++vmx8qTYEqg/E2taHjVNjwjM/K5ctVVMTHBInyFyFJ8yQsApCbcHbwPS3seeQeD7IqiGNyEgJIAuSfU83t7dxe3HFgcXh8U2l2mOVfpA9DchZc09y9TaBW2qcuoU2LTmmosoqnyULLjSU7VlSUpSSe4ABvbDt+lE0h0m0t8PtEr+numeWMu1B7N0SI5KplLZjOqYVElqU2VoSDtKkJNu10jjC/wBQuWgjdPOG5ASDsufqK6toh0ggpJNlJ7drC3vbsPxeu3HhKVEnmygogbWx9mCkFSlDyi/rfkcAG1t9hjsdor4ZfD3mLQ7IlSrmimTZk2p5SpbsuSujRy8845DbLiyvbu3Eknde9z3vikGn/h5g6QfSBZX0Vzhl9qrZfqEqfKpv1k0JDU+nKgS1slW8EKUhaNquPvN3I5GOxVzX37lyWge2xHNVhyzleroe6jtScgx1cqaFnXCe10A22/mQCO1sSdl53L+Wx14UdsPOGy3nDucV7i57D5Cw7cYtH9J9kLT7SfTbJ9V0/wAkULL0mbWn2JLlNgNR1vIEVxQSooSLi4BscWyRoh4Z8u5IazVmvS/IECnwqa3LnT5lKjNMsoDYUtxa1JsB3JJOJ/qbGMDy0m6Q/CpZHlma1lzNbzwkniSjv749F58YYb3KldIkEpurhVjbF8k5p+jX7pzBoH7/APVdM/xxzf8AFPXsiy/EVnRGkkuhPZNDsH6rcoi2lwSn6vjdXpFryf2vVCrH726/N8aFBXNqpeGWkLIxTCZKSHiB4Ky/mabXKgqZJO9lk2bTfv8A6sI9Xq/xkhMJpwIBN1lJvhoNVxyMwoJfIAHPPfCc1Vll4uJXZSjyb49MydrBYLxf6e+RxeVMGXXGgpIlJZcKCLONqsofnx/pxs5ogRZzCnWVJ8ovyrzD/HEcUiupZUkhwg8X82FmdmZYaKUuJIUOSMME2t7qsaPKNtUgymXY7alospF+b8HGhIklaCuxTs7Hvj1VWmnC4y6eD25xqxpEdYUys70fpiDnNJ0V+Jj2jtheSp62/Yn2vj5MxDgsoWOPiXGaSD0jtwkvOOtq4FwO/OEufZaEULJdkpOKZ7rQSfcHGq4EkkocKR7HnGr8clfAODq3H3sLLwdlZZCWaFevVfCS31FFHsBf+WE5EZTslZkFvZYJQUeUgW9ve9ycbPxBQeAf1wF1DiftEjd6EYTI1r91bY4xggc1qSKGVC8d9KweQk8Efme2Ex+FKhOdTputuI8ySLgg+hB/1jC2lDo5S4Npx9tynEcLIWkdk2BR/Edjio+Br+5WYqmSMWdqkFcxiWlKKoCpxAsiUhN3E+1x+JP8/n6YcGXdSs45TY+rnKqZ1PcT9k1UGEVCMhQJIKWnwQm5JuUBKhe45Fj4PMwJYWXoyUqPO5slJv8AMcgj8rfnjQMZyISgNidEUeWX07R87EcpPzB/XtinJC9pu1XoqiOQZXeacreqdLfacRmKhMlS1D7Sly3ErPnB+48lyyQBwncnsPc293qnl1iuU3MuUKpJqa4z46EeVE+Ec3pUOmlJStxspue4UCnuUAXww5EWhIliSiRNiJSQek9HS8E/koEBQ/zRhwQptKrj7EKlIcJZYJk9RsI3JJCVIZSgWbCvW4J5te17wjkne7Jm15XTpIadjc4Zpz5fJSEnxAKkXeMKpXUSfsmIy0HnukqUkkH0uBgw2n6HBLqtlPS2kHaEBaTttxa4/wCXyHbBjZBqbf1V54sw6/8A4cfH+VDBWqwuXiQzbsCPvX/T/Xix3gU8VMLwp6xu5ozJSpc/LFep6KVWRHQC/Hb3JU3IbHG7YpNttxdKjbmwxWwJSLXbB+zvwoe/f/i74sZ4DvD7knxEa8QcrahZjptPodPa+PkU9+aGZNYUPuxY4Cgokk7llPKUJVaxII8G8gt1X0RrdV16rFN8GPjYpMFdWkZOz90WViIUyy1UIqV23JTtUiQybgXHHI5GKG+OD6Mmh6LZEq2tOiVXqkmiUhaJFVoU9XXdixysJU8w8LKUhG4FQXdQSCoqNjiwtS+h98PjmamMw5fzvnmgR2Xw8IMSe0rYAq9kOqbLiew53XFhzh8fSMa95I0f8NmZdP5lUjSsz51o7tCpdLckBUhbTyek7Kc7qCENqWrcfvLSBfkkVwddE07JV+jJF/BDpusi901Ujj/8Ul44+0pZHjAip+0IGpiPQf8A1uP5Y6DfRK+KLJcnTJrw2ZsrkOmZgos2S9QWpDqWxUIr7in1Nt3PmdQ6t07fvFJBA8ptYBn6Onw0sa2jXRqh1RNaTWP2gEATT8AmodXq9UN2vbq+fZfaD2AHGOh2UlcIvZaX0o5/6B7UD/t9G/8AWsXC/wDR4jd4LtMEi9jTJA5HP/Vj+K1/S1eJ/IzGmS/DhliuRajmGr1CK/XWYziXPgI0dwPJbcIPlcU4hs7O4SkkgXF7KfR4BSPBZpeD3FMkH3/68fxy3ZUuagfw8fRVK0V1poOrdY1iNXFAluTmIcemmOXXlJUlO5RWfJ5uQBza3bCf9LvqvldnK+RtGIk9iRmCVXma3JjtL3ORYrTa0ILgH3d6nTYG1wknFMar9JL40J3xEBOrfwzZecaU4xTITa9gNhZRauOD3/Q4r6ut13NGbmsx5rq8yr1SpSkvSZs6WXX33CrlS1rJUT24Pf0wxsbj2ill4abBfo1zPl3I2a9LH8uaksQnssT6W21VETZBYYUxtSSFr3J2jtzcYq5nLwt/RxwcoVyXRsu6diczTZTkYtZmUpYdS0oo2j4nvuAtizucNOsu6uaSS9Nc4Ikqo2YKUiHMTHc6bhbKU32qsbHjvbFXx9EP4QU+ZuDm5KhyD9c//wCMKGnNMtcKsn0MRUdYM/FZVuOXI+7cLG/xAxabxnfR/VHxX6kUfPUXUuPl1umUsU1UdymmQpz7Ra924OJt9+1remIr8A+nOW9IvHLrvprlBMpNGy/T48WGmU91XQ31G1+ZVhc3UfTDo8aHjK1D8Nvir08oLFaQjT+dBYl5ggmK2oraU+ttxwOEb0lKLKAB5229cTJJfdqgBZtirATajkHwReFiJDzFmN+XS8kUT4KM4+ofE1SUEqKWmkk/fcWbJTfakHk7UkjkF4dPCHrH4soWYczabyssxm6ROSzNRVZz0c9R4KcGwIacuLX5NvTHUj6RLQdzxD+G+XUcpMCfXsqj9oKKGPMZTYR9s2gjhRWySUjm6koxx70m8SGt+h0GoU7SPUSblyLVnUSZjcdhhwPLSnalR6jajwCRxbDqcvAOTdInDbjPsph1x+j7188P+nM/VDPdSye5R6Y4w1IRTqk+8/d11LadqVR0A8qF/MOL98dQ/o+llHg008d4uiBJUL9uJLuOOWoni78SerWVJWRdRtWKnWqFNW2uRDdjRkIWW1BaCS20lXCgDwR2x2K+j658F2nn/e2Sf/KHcFQXlozrlOGBxyJf8M3ieyB4ncrVBymJaj5gy5PXCrdHfspcZ5t0ht5N/vNr2BSFjseDYpONfIvivynqZ4ncw+H7Iy2KlGyjl56o1aqtOBTZnCSw0IzRBsoIS4vef3rAfdVjh9B1Gz7pdqTmivaeZsqNAqEt+pU2Q/Dd2FyO84tK0KHZQ7EeqVBKgQpIOLd/Q4gp8RGclLWpROTHrqV6/wBei4i6nLWF52TGztc7JzUw+Mg/9M28Ovzj0v8A9ZSsPf6YRW3wzZeP/wCdoX/oU7DG8ZR/6Z14dBfn4el8f/qUrD2+mLv/AMzBQSkH/wCe0L/0ObjjPaYiQdlysVp1nKn6eeEbK+oFVjyJEHLOnEKsSmI4SXHGo9MQ6tKAogbiEEC5AuRcjCjW8hZF1lr+mWtdHnsSXsqyXKvRaiwNyZMOXEcZW3fvtUl1C+exQOO9mDVEl36O6UwBdS9F3EgetzQyMVq+iW8Trlaocrw25vmJVMorS6jlp5xXmdikkvxj82yQtPrtWodkC68hILhyTMwFmlK/0zL3R0jyAocbsxvg/l8E7i7NUoeUczaSqoOfmIr2W6jQ0MVRuU/0WVRlMgLC17k7Rb1uLe4xSD6aME6QafFIJ/55Xu3/AHE7i7dcyPQdT9IX9O8zokKpOYqEmmzQwvpudFxkJVtVbymx74649hvigCzyVXCveGf6OuNQajJgULTwSG4bymCnM6lL6gQq1h8R3va3zxyFhSkNtq2Hy7iO9+MdbmfolfCY0dwi5vJHvWT/AOxjmz4s9MssaI+I3OuleS0Sk0SgrgJiCU91HbOwIz69yrC/neVb5Wxr4XUBjyC4lYuL0xlYCBYBRzInhSdoJtjyalqHIVa2EtT6j6Y+hJsO+NwzG6wRSANsl1iprQr7pt6nG+a1vRsCz8sNUSR+8MfXxIPY4a2pIGirvoGuOoSyudZZUDzj5bqJbcO1RGEUOqubc4wXVjgjB6wb3TPVGgWTrFRS4OTzjUkupXyO/rhAExdrJNjj0Ety3nWDiRqc2iW2hyG4W6Qjde3OMF1SCCDxjSVKJHGMCSPU45xgniB3NKHXQrsOcfKnQe5xoKevyMZS9xjhlXeAVuhajyCcfXVSof4Y0kvD3wGRxjhkuucIgraUdxBTxbGDIWDyo3xqF0q7Y+esRxbEeKpiLqtsOMubtyASrv6XwU1hiDP+LbWE7htUkG3Fwe/v87HGoFi974x1AnkYiS0kHmFMNdYtvoU8lZjgOKU44y/uUSTZfA+X3h/owYZnVV7YMP8AWlU9QZ0TLVbaOGP7G4so9r9/8r5e1uMBJRd1AaC0IQUlKiCki3I9d3v/ABtjZpsGVV58WlwyHZEtSIzSEI8ynFLsEAW5USRz87Yk3xB6M03RKr03Lic1ip1GbTkypTSoyUdEbwlKRa/J2rN+LgepPPkWU75I3Sgdltr+/ZezfWQxVDKZzu2+5A7hufNJlO8RfiAoMI0+k625xjRhZBaRmCTtSObBIKyQn3t8vfDIrFXrGYao/WMw1d6qVCU9ukTJslx914i333FkqUmwHJN8SnqvoWzpdpnlPN9ZzMVV7NSm3xSvhEoDLPTK1Lv38oW0kpsASvt5cfVR0Kj0TQOFrRWszGNKqk1LcCnJiJKXEl0p6hV3tsQpe23txzhpw6ZrnMLdWjMe4Ks3GqOSNkrX3D3ZG6HV1yLeR12UPNqUlbbqFNgpJUDuIIIsQbjsfa2Ht/TlreqAKYdZc6mD0ygRhmKZsCe23b1Lfw7YdORNCWsw6LZj1lr2ZFUqFQy41EY+FSv4pwJSNu48WK1oSDzzfsRg0M0Kjaq0TNGasw5mNCoOV4odfkoih0qNlrUkXt91KLkjnzpGBuHzPcxuX2hceHXyXJMao4mSPc/SNwa7Q+0bWHfuNlEKys71laNylBS1ckkn5+/cm+F2BnrPNLjt0+k5zrMOIwvY1Hj1SQ20gXJslKVgBPJvbnm+HpoDoq5rfmufQjWjTYNPgmZImBhK9tlBKEWJAuSeTf0PfGnpzpWnUvVwadUCtlUMz3yqeY3IjNbj1yOwBsBtva6wMDKOV7WOy6ONh3kKcmKUsT5GPfYxtzO7gdR8tt1HzJAWm6WVDqKvvUee3f5e1vc49GVJAQq7Nw2s/fsb2PJt+Ienp2+eJAqulCP6cEaPZUrwqCvrdNMMtbCQEOeUPLIFwUoO/jn+zPa+PvWTS2BprqUnTXLuY11qQ1GabfccihG2Q9cpZAF7napvzehXbjbiTqWVjHPto02Pj0UW4hTSSMiDu05ucCx9nTU9N+abQ1F1FS2Ep1Cr4SG02ArEngA2A/tO/P5WGM/0i6jlKv8A5RMx3FrEViTe59fv/rh56/6NQNEp1GoIzSalUJ1OMmU2qIlsMDeAlIIuSSQo3NuE29bYikOEpUA6hROyw223WHvbi3r7/PC56c00hikFnDdNo62OvgbUQOu12x8ktRs1ZoiVOTVoWZ6jGnS1jry2Z7yXXv8ALWF7lDgckn0x4VKsVmvPMzK9WZNSfSlTaXJkpx5YSObArUSBe9vTn1wnB0bir4hs3VcK2cHvzbbwPlgS8QlN3kJ5XfyAn5XNub/y+WINyg3snnMU442e88xo7UOLnqvMsMtdNptuqyUobQOAAkKsLACw7WAwhBwklalEqUbkk4823xcXkNiyLf2Y4NzweO/z5798eaFnbyCPzGJts3ZQc0uGq2Qu/rhYhZzzlS4rVPpmcq9FiMghuOzUnm20D2CUqAHc4QAvGd9+MSJB3UA0s9lbSXDuUtaiVLO5R9z7m/c3vjeplbrNFfVJodbqFMfcTsW7CkrYWpFwSkqSQSLgG3ywkhQ9Tj6Dlu3OJ5gRYhQykG4SzKzLmSdPYqs7MVUkT4tgxLemuLfaANwELJ3JsSTwRyb4+qpmjM9ejpiV3M9XqUdKw4lqZOdfQFgEBQStRANiefmffCL1b8YA4R7YA1o1suHOdLpwjOmcxC+rP2yrwg9Ex/hvrN7pdK1tmzdbbt4t2thPg1GfS5Tc6k1CRBlMg9ORGdU04glJSdqkkEXBINj2J98J/UPywBy3rjosBay4Q4m90t1PMWYq402xXsx1apNsq3ttzJzryEKtYqAWogG1xjb/AKQM/pCUIz7mRIQAkBNWkAWt7b8Nvqke2MB354C1pFrI7YNwU6UZ/wBQP/t/mX/93kf+3jUkVOXUZTs6pzpEyU8QXJD7qnXXCEgDcpRJNgABz2FsIiXvyx9iR88TZlYbgJUjXvFiUpKe574+Q9f1wndc374yH7euH8UpXA0SiXbfix8h/wDvfzxp/EXFrjHyXebXwcVcEI5pRRIIP3seofCvXCSXT6HH0iQRwTiQm0UXU45JRKyBe+Pjrc98a3xAPGPhToPY4lxVwQrc69z3xnrfM/rjR6nzGM9b3tg4pXeCt0PEdzj661vXGj1U+mM9XBxiucELd65HN8Z61x3xpB4dicYC7euDilR4K3+sR6nGOvbuTjS6tu5xnffkY7xCjggLd6wwF23qcaQcHpj6C/cjHeIUGIcls9f88GNffgwcRc4S0sg6gTMg5wpWco9Mg1J6juh5iNMSotFablCjtIPlUQoWPdIOFDPurte1Gz9Lz/mKPDU/McYK4ad5jhprZtZAKioI8gvzzc++I/wY862qmbHwr9m97d63zRwOm9YLRntlvzt0Uo6za95p1rrEKq16HBgop0dMeNHh7w2ixUdwC1KNyVc8+gxsaneIXM+peWctZTlUumUunZYTaKiF1LuKCEpStZWpXmG09rcqP8ImwYY6vqXl5c89rfvSY8Lo4hGGRgcO+XuvvZSvXPEHmeraRUfRiPSaXTaNSXkvl2IFh6UsFaj1SVEG63Co2A5A9sZo/iCzLQ9H6lo5TKZTWqfVnC5LmAOfErupJKb7ttrJCe3a+InwYPX6m9w87ZfdtZH6XR5cnDFs2f8A91738bqWNMfEFmPSnLWY8v5epNLW/mZn4d+ovBwyGEBtSEhuygkbdylC4PNr8C2PLRnXzMOilVqlboNJpc+bU4oidWaHFKZRu3HZtUOSQkm/7oxFmDHGV9RGWFrvY27rokwujlEgfGDxLZv9rbX8FIemmsVb02z0jPrFOgVae2X1BM/epHUeFlueVQO4j1v64GtY66rVRvVepQoc+otVE1JEZ4r6HU3EpTYKCtiTYgX5tze5xHmDHG1s7WhodoDcePVTdh9M57pCwZi3KT/r08NU/dVdXcyas5xm50zCiMzKltNMBiOFdJpptIAQncSbXG43J5Jwz/rWSQUkiyrXv627fpjSwYXJUSzPMkhuTuU6Gnip42xRNAa0WAHIBb5rErcXCrzFQXe/qOx/mcYTVpKAAkgBNynntfv+eNHBiHEd1TcoW+KxLBFlWsNo57D2x8CpO+iUfpbGngwcR3VGULd+snv3UfzwfWj37qP540sGDiO6rmRvRbwqj3qlH88Z+tXh+FH88aGDHeK/qucNvRb31q9+4j+eM/Wz37qP540MGDiv6o4bei3/AK2e/dR/PB9bPfuo/njQwY7xn9UcNvRb/wBbv/uo/njP1u9+43+n/HhPwY5xn9UcNvRKH1u/+63+mD63f/db/TCfgx3jydVzhM6JQ+uH/wB1H6f8eD63f/dR+mE/Bg48nVd4TOiUvrl/91v9DjP10/32o/Q/44TMGO8eTqucJnRKf12/+43+hxj66e/cb/Q4TcGOceTqjhM6JT+vJH7qP54PryR+63/P/HCZgx3jydVzgs6JT+vJH7jf8/8AHB9eSP3G/wCf+OEzBg48nVd4TOiU/ryR+6j9DjP17JH4UH+B/wAcJeDBx5Oq5wWdEp/XsjvsR+h/xx9ftDL/AHGv0OErBg48nVHBj6JV/aCUe7bX/BwDMMocdNr/AIJwlYMHrEnVHBj6JW/aKX/2Nr/gnGf2jl/9ia/Q4SMGO+sS9UcCPolf9o5f/Ymv5/44MJGDB6zL1RwY+iMGDBhCajBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBC//9k=)
Thillainathan told Insider that as the bitcoin network grows and the profitability of the mining increases, more energy will be required. As an operator of mines himself, he said miners should have a responsibility to the environment. Northern Data’s high performing computing centers in Norway, Sweden, and Canada use only renewable energy. Mining is the process by which transactions on bitcoin’s public accounting ledger, called the blockchain, are verified without relying on a central authority. In order to verify new transactions, mining computers must race to solve an extremely complex problem, and those computations require beaxy crypto exchange a tremendous amount of energy. Once a bitcoin miner solves the problem, they’re rewarded with a transaction fee and newly minted bitcoins. Even though the block reward decreases over time, past halvings have been amply compensated by increases in the Bitcoin price. While this is no guarantee of future results, Bitcoin miners enjoy a relative degree of certainty about their prospects. The community is very supportive of the current mining arrangement, and has no plans to phase it out like Ethereum, another major mineable coin. With the right conditions, individual miners can be confident that the venture will turn a profit.
As can be seen in the table, none of the ASICs turn a profit at prices of $0.20 per KWh. The relative performance is mostly the same for each of the new-generation ASICs, while older models can be an attractive proposition if electricity is cheap. Below is a table illustrating major ASICs on the market today and their payback period — that is, how long it would take for the investment to break even on current revenues. It’s worth noting that a miner’s profit fluctuates wildly over time, and extrapolating a single day into the future can lead to inaccurate results. Nonetheless, it’s crypto trading a useful metric to understand the relative effectiveness of each device. Bitcoin has a fairly vibrant ecosystem of ASIC manufacturers, which often differ on these three parameters. Some may produce more efficient but also more expensive ASICs, while others make lower-performing hardware that comes at a cheaper price. Before analyzing which device is best suited for your needs, it is important to understand the other factors influencing profit. By 2040, the block reward will have reduced to less than 0.2 BTC and only 80,000 Bitcoin out of 21 million will be left up for grabs.
You need either a GPU or an application-specific integrated circuit in order to set up a mining rig.|
Blockchain Charts
The miners receive bitcoin as a reward and that is the incentive. GUANGZHOU, China — China’s Inner Mongolia region plans to ban new cryptocurrency mining projects and shut down existing activity in a bid to cut down on energy-consumption. Inner Mongolia alone accounts for around 8% of all bitcoin mining globally, more than the United States which accounts for 7.2%. China’s Inner Mongolia region plans to ban new cryptocurrency mining projects and shut down existing activity in a bid to cut down on the energy-consuming operation. Install a wallet of your choice, use any hardware wallet, run BTCPayServer, run a block explorer, run a Lightning Node.
For normal casual people who just want to mine for fun this app is perfect. The app runs 4 worker threads to mine bitcoin blocks and you can view the apps logs as it works to find valid blocks. At the same time, the hash rate of the Bitcoin network is also at new all-time highs with the fourth consecutive upward difficulty adjustment by roughly 2.5% expected in seven days. It guides you through the mining process, helps you set up a wallet where you store your bitcoin rewards, and helps you choose a pool where you mine the Bitcoin. Some software can be completely customized, and some can also mine other types of cryptocurrency.
How Bitcoin Miners Are Paid
Some of these include the Sichuan region in China, Iceland, the Irkutsk region in Russia, as well as some areas in the United States and Canada. These regions will usually have some form of cheap local electricity generation such as hydroelectric dams. Different places in the world will have a different average price of electricity. Residential electricity in many developed countries is often far too expensive for mining to be financially viable. With the price of electricity often ranging between $0.15 and $0.25 per kilowatt hour, mining in residential areas runs too high a bill to remain consistently profitable. There are two other main factors that should be considered when purchasing a mining device. Between two devices that produce the same number of hashes, the one that uses the least electricity will be more profitable.
![btc miner](data:image/jpeg;base64,aW1nZml0IC0gTm90IEZvdW5kCg==)
This is the formula that many of these calculators use, and it simply represents your share of the overall hashrate divided by the network’s total issuance in dollars. The input values required are either fixed parameters , or they can be found on data websites like Blockchain.com or Coinmetrics. To avoid being outcompeted, existing miners must find a winning combination of location and hardware that would allow them to maintain their edge. They must also constantly maintain and reinvest their capital, as more efficient hardware can throttle older miners’ profits completely. However, positive inflows from bull markets are counterbalanced by other miners seeing the increased profits and purchasing more devices to tap into the revenue stream. The result is that each individual miner now generates less BTC than before. Eventually, the revenue generated trends toward an equilibrium point where less efficient miners begin to earn less than they spend on electricity, thus shutting devices off and allowing others to earn more Bitcoin. The prices enjoyed by these miners will often be below $0.06 per KWh, which is usually low enough to turn a profit even during market downturns. Professional Bitcoin miners will often place their operations in regions where electricity is very cheap.
Mining And Bitcoin Circulation
Please note current prices are pre-order prices, and pricing will go up after pre-order concludes. The exchange rates and revenue and profit projections produced on this site are for educational purposes only. They are not guaranteed to be accurate, and are subject to change without notice. Update the difficulty, mining, and market parameters below to recalculate the tables and charts.Ethereum version. Cointelegraph covers fintech, blockchain and Bitcoin bringing you the latest news and analyses on the future of money. Hopefully, this guide provided a decent starting point to further evaluate both. Depending on the manufacturer or the shop, ASICs may be offered without a power supply unit, which will then need to be purchased separately. Some ASIC manufacturers sell their own units, but it is also possible to use PSUs built for servers or gaming computers, though they are likely to require special modifications.
Note that mining pools could suddenly decide to change their tag or input addresses , leading to a decrease of their labelled contribution and an increase in the UNKNOWN labels. An estimation of hashrate distribution amongst the largest mining pools. The flurry of deals underscores the Canadian energy sector’s desire to grow to benefit from the rebound in oil prices as global fuel demand picks up. “Previously, several Chinese blockchain company CEOs told WuBlockchain that they believe this autumn might start to turn into a bear,” tweeted WuBlockchain. As Bitcoin nears its fixed supply at 21 million, the pace at which new BTC is mined is reduced through a halving. But the halving can put immense pressure on miners that depend on the BTC they mine to cover operational costs in the short term. A block reward halving occurs every four years to decrease the rate the remaining supply of Bitcoin is introduced to the market. The above-discussed software works great if you just have one mining rig to work with. But if you want to manage multiple mining rigs, and of different types (e.g., ASICs, FPGAs), you need something a bit more robust.
Btc
Antminer — the world’s leading ASIC mining brand, offers exceptional products for mining cryptocurrency. Antminer products embody the definitive technology pioneered for product superiority and performance. Equipped with state-of-the-art custom-built chips designed by Bitmain, Antminer products achieve industry-leading hash rates and power efficiency. Statistics about the bitcoin crypto trading network (difficulty, block count, etc.) are obtained from blockexplorer.com. Through the difficulty requirement, the system guarantees that miners put in real work — the time and electricity spent in hashing through the possible combinations. This is why Bitcoin’s consensus protocol is called “proof-of-work,” to distinguish it from other types of block-creation mechanisms.
![btc miner](data:image/jpeg;base64,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)
You may consider looking into companies that make ASICs equipment or GPUs instead, for example. If you want to keep track of precisely when these halvings will occur, you can consult the Bitcoin Clock, which updates this information in real-time. Interestingly, the market price of bitcoin has, throughout its history, tended to correspond closely to the reduction of new coins entered into circulation. This lowering inflation btc miner rate increased scarcity and historically the price has risen with it. Note that verifying 1 MB worth of transactions makes a coin miner eligibleto earn bitcoin—not everyone who verifies transactions will get paid out. Multicore fibers have numerous separate light-guiding cores embedded inside their cladding, separated to prevent crosstalk. This allows core-division multiplexing, with each core transporting separate signals.
Considerations And Risks Of Bitcoin Mining
You won’t become a bitcoin millionaire with pool mining because of the slow hash rate of CPU mining but you do have a chance of scoring big in solo mining If you are lucky enough to find a block. Theoretically, when a halving occurs, the price of Bitcoin is expected to rise because of the lower supply of new coins entering the market. Therefore, a higher BTC price can make up for the lower number of BTC miners are rewarded with for mining a block. You can make money mining Bitcoin by completing blocks of verified transactions added to the blockchain, which secures the Bitcoin transactions. Overall, hash rates are high, which means that it isn’t easy to profit from mining Bitcoin. It can be a fun hobby, but it can also be difficult to make any substantial profit. It comes with a scalable networking scheduler that can scale to hash rate of any size without network delays. CGMiner prevents stale work submission on new blocks and supports multiple pools with intelligent failover mechanisms.
Yet G.652 fibers have evolved to changing needs, other single-mode fibers have been developed for new uses, multimode fibers have found new niches, and more-exotic fibers have emerged. Indeed, cryptocurrencies are known to be used extensively in the dark web, money laundering, and drug deals. Bitcoin mining consumes an estimated 128.84 terrawatt-hour per year of energy, more than entire countries such as Ukraine and Argentina. Controlled via local connection on a web browser similar to antminers. No crazy driver installs, hard to use miner software or scripts needed. FutureBit Apollo BTC is the world’s first vertically integrated platform bringing the full power of Bitcoin and it’s mining infrastructure in a small, quiet, easy to use desktop device designed for everyday people. The exchange rate is held fixed, so the assumption is that all BTC revenues are held and exchanged for USD at the end of the time horizon. Hence, if you expect the exchange rate to rise or fall, enter the value you expect at the end of the time horizon. Thillainathan said that mining using “dirty energy” isn’t sustainable in the long-term, because he anticipates governments will one day crack down on the use of coal plants.
![btc 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The software is how you connect your hardware with your mining pool. The mining pool is essentially mining together to find the bitcoin and then splitting the payout with everyone in the pool. Easyminer is a graphical, open-source mining software that lets you mine Bitcoin, Litecoin, and other cryptocurrencies. It supports minerd, cudaminer, ccminer, cgminer, and ASIC mining for Bitcoin.
“so After All That Work Of Verifying Transactions, I Might Still Not Get Any Bitcoin For It?”
Mining pools are operated bythird partiesand coordinate groups of miners. By working together in a pool and sharing the payouts among all participants, miners can get a steady flow of bitcoin starting the day they activate their miner. Statistics on some of the mining pools can be seen onBlockchain.info. Not only do miners have to factor in the costs associated with expensive equipment necessary to stand a chance of solving a hash problem. They must also consider the significant amount of electrical power beaxy crypto exchange mining rigs utilize in generating vast quantities of nonces in search of the solution. All told, bitcoin mining is largely unprofitable for most individual miners as of this writing. The siteCryptocompareoffers a helpful calculator that allows you to plug in numbers such as your hash speed and electricity costs to estimate the costs and benefits. Although early on in Bitcoin’s history individuals may have been able to compete for blocks with a regular at-home computer, this is no longer the case.
Is mining bitcoin worth it?
Is Bitcoin Mining Profitable or Worth it in 2021? The short answer is yes. The long answer it’s complicated. Bitcoin mining began as a well paid hobby for early adopters who had the chance to earn 50 BTC every 10 minutes, mining from their bedrooms.
The hash generated by miners is used as an identifier for any particular block, and is composed of the data found in the block header. The most important components of the hash are the Merkle root — another aggregated hash that encapsulates the signatures of all transactions in that block — and the previous block’s unique hash. Another reason behind the rising miner revenue is the increasing number of transactions on the network and the accompanying hummingbot auto trading fees paid to miners as a result. Miner revenue is comprised of the transaction fees plus the block rewards collected by miners, with the former comprising roughly 13.5% of the total revenue, according to data from Clarkmoody. Keep in mind that you may also need to purchase Bitcoin hardware and a special wallet. The Bitcoin mining software works in conjunction with Bitcoin mining hardware, which are specialized computers built to mine cryptocurrency.
What a Bitcoin miner does is analogous to that—they check transactions to make sure that users have not illegitimately tried to spend the same bitcoin twice. The primary draw for many mining is the prospect of being rewarded with Bitcoin. That said, you certainly don’t have to be a miner to own cryptocurrency tokens. An example of a crypto blog platform is Steemit, which is kind of like Medium except that https://forexpamm.info/beaxy-review/ users can reward bloggers by paying them in a proprietary cryptocurrency called STEEM. However, before you invest the time and equipment, read this explainer to see whether mining is really for you. We will focus primarily on Bitcoin (throughout, we’ll use “Bitcoin” when referring to the network or the cryptocurrency as a concept, and “bitcoin” when we’re referring to a quantity of individual tokens).
Should I invest in Bitcoin or ethereum?
Bitcoin is the more mainstream and stable of the two, although the bullish sentiment among experts in the field appears to have only grown over the last year for Ethereum. As with most investments, it’s possible Ethereum’s higher risk brings with it potential for higher rewards.
The losing block then becomes an “orphan block.” Orphan blocks are those that are not added to the blockchain. Miners who successfully solve the hash problem but who haven’t verified the most transactions are not rewarded with bitcoin. Those variations reflect the advantages of customizing fibers for particular applications. Low-water fibers allow inexpensive coarse wavelength-division multiplexing in 20 nm steps between 1270 and 1610 nm. Multimode graded-index fibers can carry high data rates over short distances, cutting transmitter and receiver costs. The USB miner is clearly a low-power solution that’s limited by the USB port capability. Even at the 2.5-W maximum power supplied by the USB port, the heatsinked ASICs on the device can get very warm. The ASIC temperatures are well within typical operating limits, but the heatsink would feel hot to the touch. You often see these devices operating with one or more fans directing air across them. USB miners offer hash rates in the 1-GH/s range with efficiencies of about 1 J/GH, easily outperforming the CPU-based miners from the early days of 2009.
The graph above shows the market share of the most popular bitcoin mining pools. It should only be used as a rough estimate and for various reasons will not be 100% accurate. A large portion of blocks are grouped into the ‘Unknown’ category. This does not mean an attack on the network, it simply means we have been unable to determine the origin. The table below shows a detailed breakdown of the most recent blocks mined.
- The miners receive bitcoin as a reward and that is the incentive.
- You can make money mining Bitcoin by completing blocks of verified transactions added to the blockchain, which secures the Bitcoin transactions.
- Antminer — the world’s leading ASIC mining brand, offers exceptional products for mining cryptocurrency.
- We looked at close to a dozen bitcoin mining software for this review.
- The following is a guide to important types of optical fibers and their uses in communications.
- Easyminer comes with a dedicated “Moneymaker” mode, which is dedicated to the mining of LTC on its own stratum pool.
It can automatically deposit your earned mined coins to the balance. Finally, we looked for software that could be used on as many platforms as possible and that was compatible with the widest array of mining rigs to give users the most flexibility in their mining operations. Finally, we choose Awesome Miner as the best centralized management since it’s compatible with popular mining algorithms and automated trading lets users manage multiple rigs and miner’s pools all from one comprehensive dashboard. Because BFGMiner was originally created to add FPGA support to a popular GPU miner at the time it was developed, the software is only compatible with FPGA and ASIC. Like CGMiner, the software is written in C and runs on Linux, Mac, and Windows machines and even offers an option to install on Raspberry Pi.
These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Overall, Bitcoin use and mining are legal across much of the globe. Bitcoin btc miner ownership and mining are legal in more countries than not. Some examples of places where it is illegal are Algeria, Egypt, Morocco, Bolivia, Ecuador, Nepal, and Pakistan. The legality of Bitcoin mining depends entirely on your geographic location. The concept of Bitcoin can threaten the dominance of fiat currencies and government control over the financial markets.
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