If you already have the asset you https://andersondnxl363.weebly.com/blog/pi-network-full-review wish to trade you can either place a bid order for more of that asset, or an ask order to sell some of that asset. Thus, picking your crypto trading pair is the first step to trading. The only card that lets you spend the value of your digital assets without having to sell them. Get instant cashback on all purchases and take advantage of flexible repayment options. According to Douglas Stallings, senior editor for Fodor's Travel, travelers need to be aware of currency exchange options abroad because of costs.
- Let’s say you deposit1 BTCon a platform that offers a6%interest rate and compounds the deposit monthly.
- When the market cap of one cryptocurrency goes higher, we can understand the network is on the path to success.
- Our crypto calculator allows you to instantly convert BTC, ETH, and other crypto to USD.
- Before this, it is assumed that bartering, which is the exchange of goods and services without the use of money, was likely used.
So the network will raise the difficulty level if more miners join. In contrast, it will ease off if miners leave the network to keep a constant flow of block generation per unit time. Another important factor affecting mining sustainability is the crypto itself. As mining gives you more of the coin you mine, its value holds utmost importance to you. For instance, you get 6.25 BTC for mining each block, which amounts to nothing if Bitcoin’s value somehow plummets to the ground.
In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. We cover hundreds of exchanges, wallets, and blockchains, but if you do not see your exchange on the supported list we are more than happy to work with you to get it supported. Just reach out to or via the in-app chat support feature and we will get you sorted. E-mails are typically answered within hours by folks that clearly understand crypto taxes and really seem to care. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum.
After all, cryptocurrencies are not tied to gold or to any control systems, which is one of the positive features of digital currency. Put simply, mining validates your transactions and controls whatever goes up on the blockchain. And because it’s profitable, there are huge mining farms running tailored equipment earning substantial money from it. If you exchange Bitcoin for Ripple, the IRS and other tax agencies will treat this as a sale of Bitcoin at the market price of the XRP you received. CoinGecko provides a fundamental analysis of the crypto market.
#3 Electricity Cost
The company says it has over 500,000 users and tracks over $20 billion worth of crypto assets across 25 blockchains and over 300 exchanges. Its user count has grown fivefold since April 2020 when it first amassed 100,000 users. Credit cards offer some of the lowest currency exchange rates. Card companies base their exchange rates on wholesale prices offered to bigger institutions, so you're bound to get a fair rate. You can simplify this process by using a crypto gains calculator. These work by aggregating your data and then automatically linking your cost bases to your sales, using accounting methods like FIFO or LIFO.
The other type lets you choose your lockup period, giving you a higher interest rate if you opt for a longer lockup. Nevertheless, if other metrics say that an asset is worth investing in, an increasing market cap is a sufficient signal to back up your decision. Order books contain orders to buy or sell an asset that are determined by exchange users. Orders are matched by the exchange matching engine to produce completed traders. Curious about the price of Ethereum in your national currency? Simply input the amount of ETH you want to convert, select your local currency, and get the result!
With the capital raise, CoinTracker’s total valuation grew to $1.3 billion, making it the latest unicorn to be crowned in the crypto industry. In the startup world, unicorns are companies that have attained a valuation of at least $1 billion. Brock Pierce backed the entire loan for the house with bitcoin. The world’s biggest crypto lender https://cryptoplora.com/ Nexo announced it officially backed its first mortgage using the cryptocurrency so “Mighty Ducks” actor Brock Pierce could buy a $1.2 million dollar home. Yes, all NEXO Tokens used as collateral will also earn interest. It doesn’t matter if your tokens are in your Credit Line or Savings Wallet as long as they are in your Nexo account.
How to Calculate Crypto Gains Step
It is a record of capital being invested in a crypto and is used to estimate the total value of the cryptocurrency. The below market cap calculator tool helps you to quickly calculate the market capitalization of a particular crypto asset. The first step is determining which category each transaction falls into, capital gain or loss. Each country has different rules about how much tax you pay on capital gains/losses, depending on how long you held the asset before selling it.
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grIGBw4JPE4GSB0kAq5VxgQYzkybMZYYaBU444sJSkDpJJ4DFUxFTASHmMj5NHMZHyackyGFqCUOoUVJ3wAeJT3/AKK4VJjoJC3kApGSCroHfP10xFICbuYyPk0cxkfJpWLpCMp2IXSlbKEOKKkKSjdVvYwojdPvTkAkjhnGRWcPskZDqSMgdPdPRTEUgJt5jI+TRzGR8mnHnUbdC+Xb3SrdB3hgnvfTWODcbfc21u26axJQ26tlamnAsJcQopWk46CFAgjuEEUxFICbnWHWcb6eB6DWOnG5j9Gk/PTdVgZChPET4M39Fahddk+JRqrynafxjdbexPgzf0VqF12T4lGqvKdp/GN1Q6qwXwaoooqEWyHW5fjr7K/Kcj8G/XoYrzz9bl+Ovsr8pyPwb9ehiiLg1BnNp7EPVF8s94Yt1st9gZVIkSZdwKJLjCWUuKkNx+TwtkFRQVhz3yFDHCp1UQ1Pszs+s3H29UXG4XC3utvNoty1NJYa5VhbDhSUIDmS244PdLIBUSBwGAUFIF7YtNC5MM7zrMMRJr8x2Qy409GcYVF3WiypO8SsS0FOOJynAO9TnF2m6XnOxYsI3F+VKUtJjN259TzG6oJUp5G7lpOVDirAIORkcaZU7CdCqtZs8iOp2MpiTHUhMeMwlSXlMKUooZaQgqBjNEEpPQc71OVj2WWTTb8KXYp8uA/ESpp1UWPEYTLaLgXybrbbIbxkcChKVcT7riakQozS6xa8tl+0ZH1xGt90RCkspfbZVCWZBSrGMNpBJ6ekZHd6K7P6/wBNsWK33/nElxi6rDUJlqK4uQ+4UqVyaWQnfKwlCyU4yAhROMGm9/ZbZJOjomh37jcHLdAdbcjb/IrU2ls/o2ylTZQ4hI4YcSo8ASSQDWUbNLExYLNYYEqbDGnpHObZKZUjlo7hQ4gkbySg5Q84nCkkYV0ZAIhSlEraJpaFCdny5jrTTD70d3ejrCkuNR1SHElOM5DSFH6Rjp4UiO1rRyFupeeuLIYhJuLy3bbIQlqMouhDqyUYSFlhwJB4q4YByKwXDZHY7m/Kcm3q8uMzHH33I3LNhrl3oiorjow3vZLa1HGd0KOQBTjddnGm723d2Lqy7IZvdrj2iW2pQ3Swyp5SMcOCsvryfmTw4cZyUCd/5+BIpG2DRMWOH3n7iFJbkOusi2SFPMIY5MuqdQEbzYSl5pWVAZSsEZzS4bR9LquHY9t6WsCQ1EMpEN0xQ+4UhDfLbu5vErQMZ6VAdNN9v2Q6VttuctsflUNuwJ1uWWWI8bebl8lyp3WGkI3gGUAK3e5xzSPUWzCWdO3ayaTu77Iu6d3kpUgBmG8Qkc8a3Wi4XUlCVhG+lBVk+5JzTJSJ3qXsXeDfLMq421xTkda1oQspIC9xwoJGelJKTg9BGCMg1zqS6qstnfnISFLQAlAPRvE4FdYlog2DTcax2xgMw7dGbjMNjoQ22AlI/cBSu5W+PdYLsKTxbdTjI6R3iKkEAidFBkjLVQRu63pq3JvXZV5TwRy62XCnk93e3QMdIz3P41LXNRstQ4cpbKjztvlAAQMcB3/ppn9hd0e3Ykq9BcJICCEow4tAOQkmpG5Z4TrbTLjOUMp3EAKI9z3uHSOFaPcwwsmNeEmF9WXC12OdKwooCQtPHAye73sU6IWHGwsAjeGcHppM7aoTySlbHSreJCiDnGOkfNSpKUtoCQAAkYA7gFZEjcthO9Q7Xw/8KQvKNu/Et1KZs1i2wH7hKXusx21OuKxnCUjJ+6ortCWlvR8V9ZAbanW9xaj0JQJDZKj3gBUrLsV9gtrcbW24nBG8CCDXkUXNbelYOPsU/rUXY8E2RkdJ30ate9hnVKr2ibUdQaQuSVpYkqMi0AtkckhHAtqPfIG9k93PzVa9w2mMxtWTtIQrM5LmwWUvKTzplsuAt7/uUqUCeHdxim/Q+yWw6I1Td9TR5ofXPViM2pKRzdHdBI4rOeG8riAAKk6tMaeVe3tQgOpmyEhLxRMdS26AndG82FbisDhkivpLTXsb6uKkP2wN+/5LyKFK0Mp4ahzn5KKwduFgfeiQ7hb5ECZPbgvRozjralutylKS2obqj0buVd7NSfaBx0Nfz/y2R/lqrhvR2kGUoS3b2UhtuK0n9IrgmMSWR0/1ST/3zWPaFLjN6GvoXIbTvwHkJyocVKQQkD5ySBXjXvVoehVSzL9rt/UvRsDKm3YHZ5j6pyt3wG0j/wBNH+UabNdahlWWIyxBUEPSSRvkZ3Ujpx8/EU6QUluFa0uDdIQgEHuHkzwrpqPTzGoYiWXHC060rebcAzg/lW9igUqeLgPosq4JLsPWoTZ9U3WFdYzL8x2XHkLCFBzB6TjeSan790bYS4rkVqLa+TwniSd3e4VHLRoNUac1MuUxt4MHebQ2jdBV3zUmdtcJ51TzrW8tXT7ogdGM4z047tdVVzHEQsKTXtGaStX5t4oKYq9wlIUoKSd3JwPvpbP+Bun/APWsKLNAbWHEtHeBzxWo5OcgnJ4n6azTyBDcHfAA+ck1mYnJbCd6QzvhKvoH8KxNKCHEqPQDxrLO+Eq/d/Ck9WGigqJa/wBnV21re13yNq1y2rtsJtNmaZQ2pAlB0PKW/vtqUUFbUbggpOG1cfdcGm6bNNTXeLPs8p+xmCvsw7HUtxxannJkkPoDiCjCEoIKSQVk8FADG7Vh1pd1aG37XumNaM7OdG3qTZY0eI1JlSIquTefccyQkLHFKQAOjpJOeitaFnNd4ptXHbraywUTXqCVtBb9AXJnV7V/ei2OM2J7dxVIjuLVJZSIQjmEjLaQWd4bwVlIxw5MH3VI9U7JX74jUUuHNhsXC63yPc23QEhT0ZphhHNnFracASVtKVjcWkHdO6TWmWwbqmNsar03oyVqdy6JnK/QO3Ecs42vPRvq47pz3TWxB2nbSxEM0ajtxbUtDbX9BAK1KUU8QSCMFJ79dVS7alMxiHzXl0P1HZ6zZDHTv05hT63bHVtXGxuXJ6DKt9uciuPxZTvON7k489BQP0SEKSFy290biQEoPAYArC1sau4ix7SjU0eFBVblIkc23t9ueht1qM+3wAIS28knOCDGZx3cRvR+1/U69fsaQ1BIiz2ZKywH2WQ2UOYOPekgjIx++sXVSba71slt2noNjcVFe1BLWy7PTHS+qM0jd3ihCiEqWd8Y3jjgawdZHh4YdSu2nelndQfXEgNyPHkn+3bGrxb7Uy2wLcq5NzA8h56e25HYAbQjlEsJhIbVvbg3kFIVwGHQTmrB2d6aXoy33O1vt29KJF3n3Bp6MSFOokSHHxyid0bqk8pucCrIQDkZ3RTXU/7Yb9q7WGoNnt+vKL4uzxWJjdxSyhpxBXgLjuhslBWhRxvJODg9NXzk981nWpOpuwuXXZbSy1U9ozTkltwebcSlKFA8c0hooqgELoTxE+DN/RWoXXZPiUaq8p2n8Y3W3sT4Oj6K1C67J8SjVXlO0/jG6zOqsF8GqKKKhFsh1uX46+yvynI/Bv16GK88/W5fjr7K/Kcj8G/XoYoiKKKbH9QQ2XVMoYkvFB3VKaayAe6M0iUTnRTT7I4/+z5/2P8A80eyOP8A7Pn/AGP/AM1MFRKdqKafZHH/ANnz/sf/AJoGpIe8A7FmNJ7q1s+5H04NIKmU7UVwCCMg5BrmoRFFFFEXBAUCCMg9NJ+x8TuNqA7wWoD6gaU0URJux8X5K/tFfnR2Pi/JX9or86U0gn32zWspTcrnGjFQykOupSSPmBNSJOihzg0SSs3Y+L8lf2ivzo7HxO62ojvFaiPqzXEG5W+5Ncvb5jMlvON9pwLGe9kUqpmgIcJCwyYseWwuLJYbdZcQULbWnKVJPSCD0io0dlugic+xiHx728P+9SuiuS0WGzWsg2im18aSAfqt6VorUJ2Ty2eBI+iintW6C8WYn1q/Oj2rdBeLMT61fnUrorn9TXb/AMuzwN5LX1ha/eu8R5qKe1boLxZifWr86zQ9nGiYMhuXG03DS60oKQopKt0joIBJGaktFS26LvaQ5tBgI/6W8lBt1qcINV3iPNdFtNuILbiApJ7hrD2Pi/JX9or86U0V6K5Um7Hxfkr+0V+dHY+L8lf2ivzpTRREm7Hxfkr+0V+ddkQoyFBYbJUniCpRVj6zWeiiJpnfCVD6P4VhSkrUEg4ycVmnfCV/u/hWJn9anPfrUaKqXC2N44uKzVB9Ul1KNl20y4eoYV7VZ75FZ5sXy1yjT7QOQlaQQcgk4IPdwc8MbEAg9BpFcyMIGePGop1X03hzTmsrRZ6dppmlVEgrWHZN1Cml9IMruWo9VzbhdHPcodhoDDbSM9wKCiSeHHNWXN6mzScgGRJ1Df3nEkLClyUniBwPvOmrZhqSWEYI4Cu8kjkF8e5WzrbXc6S4rjp3RYabcIphVlobYnpHS15N6iKlyZiAooclOBRQTwJAAHE5PE5p72ibH9F7UrImxavgqkMtOB5h1tZQ6w4OhSFjiD91SW2kB1QPepxyO/Wb61RzsROa6qdkoUqZpsYA06hVns92PaN2VCbH0vEdVKuT3KzZsp0uyJC8k5Ws/SeA79WAm2t490s5pO8pPPSrIxvU6AjHCqve52ZOa1p0mUm4GCAE2S4gjgKSokE92ktOFzI3ED56b6NzCsU8RPgzf0VqF12T4lGqvKdp/GN1t7E+Do+itQuuyfEo1V5TtP4xuqHVWC+DVFFFQi2Q63L8dfZX5Tkfg369DFeefrcvx19lflOR+Dfr0MURFR9sAA4+Ur+JqQUwI6D/AGlfxNWbqoKFKCAVK6AMmoRZtqkK/WOJebZY5UhdxfTHgxWpcVxx9RaU8clLpS2Q2lSiFqSRjGMkCpuoEpIBwSOnvVC/a9lLn+yBy+Mi+NrZVHkNQAiO2G0PoAUzv5USiS6Cd8f1cY3cVq2N6wqY8sCk9jvEPUFoiXqBv8hMaS6gLThSc9wjuEHIPzilqxlCge8aQaeskbTlkh2OI4441DaDYccxvrPdUccMkkk479L1+8V9BqDE5LRs4Ri1UR2g9ULsn2RT4Fh19qZy2zZkJEtltMGQ/vNFSk72W0KA4oUME54VFu3b6m3x/d9Dzf5VWtcdE6N1KI0zUelLPdH2mEtIdmwWn1pR07oK0kgZJOPnNIxsp2VngNnGleH/ACiN6lSw0AP3gz2jkuSoy3F52b2gbpaSf/YKte3c6mzx/d9Dzf5VHbt9Tb4/u+h5v8qp1Y9kOz2NCcbu2gdKPvc5krChaY5AaU8tTSfeD3rZQP3d3ppwGyfZYeI2b6W9ER/Uq82bou7xyWYbeJH82eE+ZVr27fU2+P7voeb/ACqO3b6m3x/d9Dzf5VWX7U2y3/dvpf0PH9Sj2ptlv+7fS/oeP6lMVm6Lu8clOC8emzwnzKuI3VkbCb3Ibs+mNYOTbvNUGIMdVrlth19XBCSpTQCQVEcSQKt+y2WNamSeL8t73UmU4MuPL7pJ73eT0JHAAAUxSdkmzdbDiYWhdPwpBSeSkx7Ww26yvuLQoJyFA4II71LmNVxLe2mPql1q1y2xurU8dxh0/KbWeBB6cZyOgiqPwOEUgfjn/S0pbam7FanA8CAQBx1JWPVbcaxR3dYs4juW5PLS1oT+ujJ4uJWB74hOSnugjhwJBjfbEbJu7qZwf9C/6lSKfOZ1e2LPa0iRAeUkzZKkfoVNA5LSCeCyvG6cZABOTnAKwaH0bjjpOz+YterRppgRVBnqP2UVG13uxWZwA3yCZPVBCiPbEbJfGdzzF/1KO2I2S+M7nmL/AKlS/wBg+jPFOz+YterR7B9GeKdn8xa9WrYrP0Xd45KmzvD3jPCfMoh2xGyXxnc8xf8AUo7YjZL4zueYv+pUv9g+jPFOz+YterR7B9GeKdn8xa9WmKz9F3eOSbO8PeM8J8yiHbEbJfGdzzF/1KO2I2S+M7nmL/qVL/YPozxTs/mLXq1wdEaLHE6Usw/6Fr1aTZ+i7vHJNneHvGeE+ZRHtiNkvjO55i/6lHbD7JvGZzzB/wBSpDO0Lpd1+AuHpuyIbbkFcgcya923yaxge54+6KD+6lg0Too9GlbMcf8AAterSbN0Xd45KAy8Cf5s8J8yiXbD7JvGZzzB/wBSjth9k3jM55g/6lS72D6M8VLP5i16tHsH0Z4p2fzFr1ajFZ+i7vHJTs7x94zwnzKI9sPsm8ZnPMH/AFKO2H2TeMznmMj1Kl3sH0Z4p2fzFr1aPYPozxTs/mLXq0xWfou7xyTZ3j7xnhPmUDk7fNljrxWjUiyDj/UZHqVi9vjZd4yK8ykepUwm6O0il9QTpa0DGOiC16tYmdHaRLqQdLWjpH+oterWodZ4/ie8clU07w6bPCfMosNvezHxncH/AEcj1K4Vt52XqPHUyz9MKR6lT9WitFgE+xWy+YterTSnQ+nGEyOd6csy+UkLWziE17lo43R736agPs59k945IWXgPbZ4T5lFRt62Xp6NTKH0Q5HqVydvezAjB1Os/TDkepU6i6K0YtlJOlLMTj9ha9Wu72iNGJaWpOk7NkD9ha9Wm0s/RPeOSnZXh7xnhPmUBG3nZcOI1Kof9FI9Sufb82Y93VC/M5HqVMrfo3SDjigvStnPDuwWvVpf7CNGeKVm8xa9WhqWceye8ck2V4e8Z4T5lXnt87LvGRXmT/qV3G3zZiBj2TuD/opHqVL3dH6OEwgaWs+7kdEJrH/trvbdCaXZbeTcNN2Rxan3Vt4hNcGyolA973BgUx2fonvHJRgvCYxs8J8yhze3XZlIdQ0jUi1LWoJSDDf4knh0oqeUnm6O0e0lC2NMWgEK4FMJrIP92lFZvNM/wBHaumg20NnbuB7AR9SU8RPgzf0VqF12T4lGqvKdp/GN1t7E+DN/RWoXXZPiUaq8p2n8Y3WB1XWF8GqKKKhFsh1uX46+yvynI/Bv16GK88/W5fjr7K/Kcj8G/XoYoiKTLt8dSirBSScnB7tKabXb9EQ8tlDT7pbO6ooSCM90cTVmtLtFBIGqz9jmO+r66OxzHfV9dJuz7H7HK/uD86Oz7H7HK/uD86tgeq4mpT2OY76vro7Gx+7vEd4mk3Z9j9jlf3B+dceyGKkjlY8htJ6VKQMD6cGmB6Ymp0wEpwOGBVf6bjTLbeW5KoMlpfN32rs4Iy/6RLW+2GV5x+kATyp3hkJSrjjoFgJIUAodB6K5qrXQofTxkGdFV0WwyHrPdIibZKbdXY1N3HDTjRlXAZO8Dw5Qk72VDIUFAcRwqyLchaLfFQ4CFJZQCD0g4FKaKlzy5Vp0RS0RRRRVFsioftCtsecxFfcjmS/FDqo0dduMtp1wpGAoAEI4jAUSOk8amFFWa7CZVKjMbS0qBWiFLTqdmS9a3mbiZT65snklcmuKWv0bYc6FAKLYCRxBSo4HSZ4OA41zRRzsRlRTpimCAiiiiqrRFFFFERTZqJuI9Z5Lc6OHmVJwUGKqSCc8Mtp4qGcEinOigyUESIVTQ7LcWkNNv2uQtaW0Js7girSlh3nbqlrCcf0dJbLXBWPcp3eOMU+6Lt06JeG1uQ3WHRDdTdnFMqQJEsupKFhRGHPchz3QzgKA+YTyitTVJXM2yhpBn8/PlkuBXNFFZLqRRRRRE0zvhK/3fwrACUkEHiONdrvKjQlOypchthlsArccUEpSMdJJ4Cm+JfrHLlMRW7nHK5Bw0krwXP7OfffurVoJEhZl7QYJUccgpYYXGnWl+Raxennn2VNLeLjZZISopwVLHKYPd48e5mmdm239UaOh+DL7PckwI8paVKLTIjALQp3oHuwvKc8VKB49IuBMdjAHJCklwZbbCVISBmritG5c7rKDnP4fzJRTQ+LeqSIVsdhxFMxwW3WVNFUkBXKqwRxJBQCroJB4npqUuXBxxBRuAZGKURIzJZClNgk92u0iMxyKyGwCBms3ODjK3pU9k3CE3MPqYXvpAPcpQu5q3FbzIKcHIGSa6wGkOOELGcDhmnDm7Pg0/VUEhaBVCm2MCe86qzOO2Vctpx1lq2uMoP6J4YMcgqWQotEqwckpP9Xh2ahX7kkf0CSm+lDAhS3EKPIMCKErQp3iB+kC8pJyVEHB6asl5pIlFsDAzTkIzGB+jTWprZaLk9EbOv5+aKBaRZUy9L5pAdhQFMRgGnGVNEyQF8svCgCSctgq6CQeJ6aklLrgy22lKkJA444UhqpdizW1OmKTcITxE+DN/RWoXXZPiUaq8p2n8Y3W3sT4Oj6K1C67J8SjVXlO0/jG6yOq2C+DVFFFQi2Q63L8dfZX5Tkfg369DFeefrcvx19lflOR+Dfr0MURcHoqNRAP0vzuuH/Eak1RmGf1vzOuf+41rT0PwWb/AOQSLVF+Rpewzb85b5MxuEyp5xqPu7+4kEqPuiBgAEnj9GTwpru20C1Wa4vxpkZ1MOE8xFmTt5IbYfeALaCkneOQpGSBgcon58Pd+tDN/sdwsUh1bTVwiuxVrRjeSlaSkkZ7ozTHeNnttvVzelTJTpgzHmJU2BuJLcl9kANLKiN4Y3W8gHB5NPz5s2N6yq7T/X+fmSSWLW6r/rOLZVQpVvWmzOXJcZ5SFb7TrjIYcJSSM+5eBTnIOekEGpdNA5q5w/qmohYNBu6f1jHv67hIuKzZ3LWuS8EIKGW3GlMN7qQMni+SrHEnjjgKl88gRHcke9NWyxCEZiwHHqojtF6ozZXsdn2/T+u7xKhzZkFExpDUNx4FoqUgHKQQOKFcKiXb0dTn40XD0U/6tXPI0vpq+Ijyb1p62z3m2UtpXKiodUlPTgFQOBknh89Yfa/0H4k2H0az6tGuoAQ9pJ7fssalO2ucTTqNA62k/wBhU929HU5+NFw9FP8Aq0dvR1OfjRcPRT/q1aFh2a6Rhwls3HS1hlPKlSXQvse0rDa3lqbRxT/VQpKfm3acfa/0H4k2D0az6tTis3RPf9lmKd4kTtG+E+ZU929HU5+NFw9FP+rR29HU5+NFw9FP+rVw+1/oPxJsHo1n1aDs/wBB+JNg9Gs+rTFZuie/7Jsrx943wnzKnu3o6nPxouHop/1a57ejqdPGi4ei3/Vq0UbPdEJuzzx0pp8sqYbbQzzBnKVhSypWN3ugpH7qX+1/oPxJsPo1n1aYrN0T3/ZQGXif9jfCfMqf7ejqdPGi4ei3/Vo7ejqdPGi4ei3/AFauD2v9B+JNh9Gs+rR7X+g/Emw+jWfVpis3RPeOSnZXj7xvhPmVPdvR1OfjRcPRb/q0dvR1OfjRcPRT/q1cPtf6C8SbD6NZ9WkEnZxo125w5TGk7CiOwh5L7fY9ob6lBO7w3cHGD09+gdZj7J7/ALKDTvEf7G+E+ZVb29HU5+NFw9FP+rR29HU5+NFw9FP+rVwJ0DoFQBToqwEHoItrPq1z7X+g/Emw+jWfVpis3RPeOStsrw963wnzKnu3o6nPxouHop/1aO3o6nPxouHop/1auH2v9B+JNh9Gs+rR7X+g/Emw+jWfVpis3RPeOSbK8Pet8J8yp7t6Opz8aLh6Kf8AVo7ejqc/Gi4ein/Vq0rls60XJMZMPSdgaLMhDro7HtDebGcp4J7tLE6B0EsAp0XYSO+Lcz6tMVm6J7/sqhl4TG0b4T5lUPb0dTn40XD0U/6tHb0dTn40XD0U/wCrVwe1/oTxJsXo5n1aPa/0J4k2L0cz6tMVm6J7xyVtleHvG+E+ZU/29HU5+NFw9FP+rR29HU5+NFw9FP8Aq1cHtf6E8SbF6OZ9WkV22daLkwHosPSVgYkOpw2s29kFJ7/BOaB1mPsnvHJVdTvECdo3wnzJq2d6s0vthYOv7DIXNs7bpj28PMqbAWgDlHShXHeyd0EjgEnHvjU6mQIdwiriTYzbzLgwpC05BFRdlEXRc+QbZa0N2aThbjUJgf0Z0AAqDaBkpUAnO6MgjOCCSHJ7WVmKUot7jk+Q5wbYjNlSiruBRxhH0rIArJ4xGWDJdNFwYzDWIxb+vsUQk7YdH6EnytKaqu0oS7e7utr5BbpcZUkLbKlAcSArdPdO7nu0km9UTstfSkIu8nh/wbn5VMIWjIb4dnXyBCkXCa6X31KZS4EkgAISVDJCUhKfnxnAzXMnSVgjkHsJbiD/AMKj8q2DqHtAz2/ZYbK2+w9oG4FpJjdvUTj9UZssbZShV3lZH/BuflXL3VHbK1tKSm7yskYH9Cc/KpWjSNgdZUo2e2pyD/qyOH3VijaMsca3x237XbXnkMpSpXNkHfUE8SCRx45NJs3RPf8AZRgt8xtG+E+ZQ+F1Q2y5hwqcu8nBHD+huflS3tkNlP8AtiV5k5+VSWPpSwSF7gsVuGOJ/oqPypSdE6e7llt3mjf5ULrNvae/7Js7f7xvhPmUDd6oXZeuVyou8ndz+xuflS7tj9lX+2JXmTn5VJfYzp1mUGVWS25z+yt8fupTD0tYWHZq5Nota0uPhbYMdH6NG4kbvEcOIJ/fQus/RPf9lGC3g/5G+E+ZQt/qhNmM1Tcdi7SStawkAw3BxPAdypvXE7TmnkNoUiw25JzkERUD/tXNUcaZA2YI7TP9LpoNtDZ27geECP7KeInwZv6K1C67J8SjVXlO0/jG629ifBm/orULrsnxKNVeU7T+MbrA6rrC+DVFFFQi2Q63L8dfZX5Tkfg369DFeefrcvx19lflOR+Dfr0MURcHjTe9YoDzqnsOIUs5VuLIBPfxTjWMvsg4LqQR89S1xbooIB1SD2PwvCyftTR7H4XhZP2ppfzhjwyPro5wx4ZH11faP4quBnBIPY/C8LJ+1NA0/byQV8s4Bx3VOEg/TS/nDHhkfXRzhjwyPrptH8UwM4LuAAMCuFoDiFIVnChg4OK684Y8Mj66OcMeGR9dZwVdMWhba9abI5CdjLjhFwnqbbUOhpUp1SCPmKSkj5jUhrHzhjwyPro5wx4ZH11JkmVVjQxoaNyyVweIrpzhjwyPro5wx4ZH11EKyjwsjMjWHZTsU2w3AYJS+GUpU++7wUrexk7qRjP/AKh71SWsfLsH/wA1H96jl2fDI+upJJVGtDZjeslFYzIZ7jqPro5wx4ZH94VCuu56DUG7CXuLEvkGz27DUy776gt9TSlxyw3vlC8E5UoFOenio5yKm3LseGR/eo5wx4ZH94VZpLVm9gfvTHoGNPh6LssO5wzFlR4LLTjROSkpQBx4cDw6O5UgrHzhjwyP7wo5wx4ZH94UcS4ypY0MaGjcslcHorpzhjwyP7wo5wx4ZH11WCrqvL5Z5Uy+SZFrs75YLDqJSBD5DlByrSlJC+HLlaUrA6QM9Izxk+j4y40eaUwnIcV6Y45FYW3yZQ0Qke8/q5UFKx8/cp85wx4ZH10c4Y8Mj66uXEiIXO2gGvxyslFY+cMeGR9dHOGPDI+uqQV0LuagF3tupDqW4PwmXFyJKktwXlRgppmPzfdUeVxlCg5vHAIzvdBzwnnOGPDI+ujnDHhkfXVmkt3LOowVABKgumYSosyYti1vW+IpiM2lhxrkyXkpVyit3u9KBvd3d7vTUkYxyyPprvNUlchSkkEcOI+isPRxFaE4syopsFNuEJ8GOjNIrmRuoFJOcyO46r666LcW4d5aio/OaoGwryovcrFK5pfG4tveLUu4Q5G8lsulSU8mVr3D+sAKSCnujh81NsWxXdllCZFpfW8puOmA9zfdDCkS3FurI/8AICkKQd3hw9zxxip2h51sYQsgVyt95ad1ThIPz1oHELmdZmuM/mspRbccqrPepypjSpSFbyFEH5q786keGV9dZlsrpBhRnVsJ2VqSI5bISudsvtrLvNMApwRnl/6oTnO73cYxg012y03RmNb2rlZpEmBFWy7cULgjlHny08lz3IGXkhZaUFHe4knJxwmxJJ3iSSe7WQSXwMB1XD560DiBC53WcOfjlJLLFmQ9M22LcEqS+0ylK0qOSnhwST3wMCs1d1uOOHK1k479dKqtmtwgAJ4ifBm/orULrsnxKNVeU7T+Mbrb2J8Gb+itQuuyfEo1V5TtP4xuszqtAvg1RRRUItkOty/HX2V+U5H4N+vQxXnn63L8dfZX5Tkfg369DFERTG5+sX/aP8afKY3f1i/7R/jVmqCohrrazs82ac3GttURrY5LBLLSkrccWkcCoIQFK3c8M4xUQ7bDYB4/o9Hyv5Vau9W4tattQQpRIRZ4oSCegbzh4fvNVPprZ5e9VwW5lrkW9CpMw2+Iw/IDbsqTupUG2wRgqO+kDJGSQK+ustx2WpZWV6zyJE7o+i+dtF612V3UqbQY7ea367bDYB4/o9Hyv5VHbYbAPH9Ho+V/KrQl/ZlqRm2IuLRhSXDGjTFw2H96S2y+pKWlqbwMgqWhPuScFQzjNZntlOp0SUQo71rmSBOZt0luJNQ8Yb7qwhCXd3oBWd3eGUg8M5IB39RXf7w/Lks/W1rHsD581vh22GwDx/R6PlfyqO2w2AeP6PR8r+VWgytn8sCU63f7I5FgrablSkyF8kytwrCUqJRnOW1dAPSO/SPVukZejbkbTcbjbpMpH61uI6XOSOAQFEpHSCMYzUtuCwvOFr3T8OSg3xamiS1v58V9NdD7VdC7SI0qZom8rujMJxLT624b6dxShkD3SB3Kk3O0eAk+buflWtfW8h/4U1fw/wDyMf8AyzW2+B3q+WvGg2x2p9BmYHHsXu2Kq60UG1Xanmo5ztHgJPm7n5VxzxHgZPm6/wAqfZ86Ha4T9xuD6GI0ZtTrzizhKEJGST9AqGPbWrUjSretGtO3561BuQ/JdTHbQqG0wtSXFOpW4k8NxR3UhSsD3ueFcYLjot3OazVO3PEeBk+br/KjniPAyfN1/lWTUGsYVibgBq3TrnKuZVzWJCQgvOJSneWv9IpCQlIxkkjiQBkkCmgbWtNurhriRbjKhyWIsh2a0wOSiJkHDPLBSgsEnpCUq3elW6ONVc/AMToA61BewGJTnztHgZPm6/yrnnaPASfN3PyppVtd0wyZj02PcYsKMzKfamusAtS0xzh7kglRWSD0BSUlXSneHGnvTmroeoBMact022S7cpAlRJwbS60lad5CzuLUkpI6CFHoIOCCAZUFRuNhBHUpxsnDOaxc7R4CT5u5+VHO0eAk+buflTwxdrXJc5GNcIzrhGd1DqVHHfwDSpCkOJC0EKSRkEcQanEQrCDoVHedo8BJ83c/KuzT7bxKU7wUnpSpJSofuPGpDgd6m66ISHGlhIzhQz83CpDpKmE3S5cWBFenTpDcePHbU6666oJQ2hIyVKJ4AADJNVW/1VmwOO8the0BhSm1FJKIUlaSR3lBsgj5xS7qk3HG9husFNrKSYG7kHHAuIBH1E18zUpCiEkgZOMnoFfRXPdNK8GOfVcRBjKORXjXleFSxvDWAZic19Ie2x2AeP6PR8v+VR22OwDx/R6Pl/yq0Pd2W3tJtSIN1s0528tqkRG48o5UwlTiVvKK0pShCSy7vKURgJJ6ONdWdmN3kToEWPerI4zdHVRocxuZvsOyApALG8lJKV/pEHCgAQcg4r0fUVg9475cu1cPra19EfnxW+XbY7APH9Ho+X/Ko7bHYB4/o9Hy/wCVWgzWzjUEyVeo1oXDuXYCGudOcivZQhtBwoAqA3lABRwO4lR7lMt0sk+zN292ahATcoiZrG6rOWlKUkE945QrhV2/p+wvMB7p+HJQ6+LU3Vo+fNfRqB1Uewu6To1tga5S9JluoYZbFvlArcUoJSni3jiSKs7njfgZPm7n5V8q9nH+kXSx/wCdQf8APRX13SBgcK8O+rvp3a5jaRJmdV6l2W19tDjUAEcFHOeI8DJ83X+VHPEeBk+br/KpJw71RJnaRZ5F5Nqat1yUyqU/AZnJZSY78tlK1OMIwrf3xybgyUhJKFAEnhXiAk6L0nOazVKeeI8DJ83X+VHPEeBk+br/ACo05raHqG6T7I7Z7larjbmWJLsachsKLLxWG3AW1rTglpwYJChu8QMjLS3tf0upt+U9FuTETmzkuFJWwkouLSHEtlUfdUScrcbACgkq30kAjjU/u0hV2jImU7c8R4GT5uv8qOeI8DJ83X+VNntq2w4ht6evS7yJKoqrOlpnnaFJaS6pRPKclu8mtCt4OEe6A997mj23NMOqjOwo1wlwXmIsh+e0ynkIiJKt1nld5QUCT0hKVbvAq3Qc1P7uCjbU+Kc+eI8DJ83X+VHPEeBk+br/ACp6kXO3QyEzJsdlRTvYccSk47/E9FZWpMZ8JUy6hYWMpKVA5HfH11XEVoCDlKYOeI8DJ83X+VHPGR79DyB8pbK0gfSSMCpJgd6uFoStJSpIIIwRTEVMJjpRGiKke63gEg4PfpMgYQkd4CnO2/qVf2qsTkoCVISEJCB0AYrT7rsnxKNVeU7T+Mbrbh66QmFltx0ZHerT3rrlyiSuos1U0yvKuyVpPR/xjdZqy+ElFFFEWyHW5fjr7K/Kcj8G/XoYrzz9bl+Ovsr8pyPwb9ehiiIpjc/WL/tH+NPlMbn6xf8AaP8AGrN1UFfP3q2/9Nh8kRf4uVWVk2j3TTWjRp2x7keaq5OTTMVFZccbSppCByLi0lbKwUk7yCk9HHhW+213qbdBbZLrGvt+kXKBcYzIjmRBcQnlWwSUpWFpUDgk4IwePHPDFf8AaG7MfGvVH2sf+VX2ljvmxNsrKNaZaBunRfM2m7bS60Oq0og9a1rb208jbYUBq1IbXa41pVDkNx2kOrkw1JJQ+4kBbzCyM7q1HdUhsjGCKw2TaHo3SFyfuOl7Zd1dlJ8N6Y1MU2RHjMy25JZaUk5cUVtIAWoJ4A+5ycjZrtDNmPjXqj7WP/Ko7QzZj416o+1j/wAqtPWl15gTnrkVmbvtx1j5LUSRrh2fYr/bJ7anH7tIiOMuIbQhLaGVuqIUEgZJ5UcfmpBrfUDGqdUz7/FYcZalqQpKHCN5OEJTxxw7lbldoZsx8a9Ufax/5VHaGbMfGvVH2sf+VWrL6u6mcTSe49XILN112x/8o7/ziunW8f8A7U1h5Rjf5aq24qpNimx3T+w23XO2aauVwnN3R9D7qpykFSVJSUgJ3Ep4ce7Vk9knvkIr5G9KzLVa31qeh5L6Ow0nULO2m/Uc0j1hpX2XW9i3qvU62pYlNyt+IllRcUg5SlaXm1oUkK3VY3elKT3KgL2ybVJ0SrRMmXZ72l56a8m4XNO4/BceeWtDrIZbTlSd8K6UHezhQGMWV2Se+Qijsk98hFcILm6LZ9JlQy5RS7aZ1aJtuv0eZbX51kLsaJzjlEh+I6y2HC6RnDvKN7wKRjdGOkkiNRNCzLRANojTmHI8pmK3OdWgpWVte+UhPEYWOGCfc9PHoqzHpzzzZQUo4/NUfuSX3GHmggb60KSPpIr8/wD12LaaLDQnDvhddlp0gc9VXN/t8UNjTdwmluHCafbjy2YynBHXJOG1PdAATkjAJ3uk7tWJZNI3aWNR3W/yYjc/UUduEUw99TTDLba0oOVbpUolxaj0dIA6MmKWnSablKcVc4MmKy3yKVRRIJbfKBkbwHBSRw4AkA5GSOAs1mc802lAQjh9NX/Q/pPo7hUmOvjlp8/ksqtL/iFzo6o+P9fOUyp2fNLaaalXOQdxqO0pbLzzbpDTjiwQ7yhdGeUx78+97xwJBp+0psNjgWVL6nkwIzccOKzlYQkDJyScnHdJrr2Se+Qijsk98hFfeQSqANGicqb7p0tfQr/tXXsk98hFYJEhcggrAG70AUDSrSqu6pb/AEF6wz0cxH+aivmdX1r1Jp606ssM/Td8jc4gXFhUd9vJBKFDuEdBHSD3CK18X1B2y5S1FvVOqEJJyE8tHOB3v1VfT3JelnsNNzK05mdJXh3pYa1qe11PcFqdbNoEGC9poPW196Pa7HMsc9CXAhTrUl2UVqbVxwQiUMZHvk8Riu8fWWm7EdP2/T8a5PwLXe271LdmBtDzy0lACEISSEgJQeJUclXcAFbWdoZsy8bNT/ax/wCVR2hmzLxs1P8Aax/5Veob4u0mZPceJP1JXn+rLZEZd44QtWtPbUo2lwFQLA1Lck3tV0nc6UoB1kJKW2BuKHDdckBWQQeU6OFItZ37RWoLZbuxQvUeZa4aYDDTzLRZU0l5xYUpYXvA7rmMbvSK2y7QzZl42an+1j/yqO0M2ZeNmp/tY/8AKqBe92tcHgkHsPYrG7ra4QY71p3s4P8A9RNLeWoP+eivrwOgfRWrFj6iLZxYb3b77F1RqRx63SmpbaXHWN1Sm1hQBw0DjI79bKi5PD+oivDv63Ube9honQFendVkqWQOFTfCc6rqXszkv65RqqG1DhMwn3J0dtMuQ4mTKWw41vrYJDTPF1RUpsFayBlQ4gzPsk98hFHZJ75CK8ES3ML1HtbUEOUN01ojU9kvVzv7EfT9tN1MRp+3wuVVHKW1rL0jOEfploWEj3I/Vp3irhhmTsavjtsg2B+7wWoOnICoVkW2hanFkPsOtLkA4A3ebNpISTvZUcp4AWX2Se+Qijsk98hFWl0yqbCmRBUDb2fazZv69etyrOq/vSXFLiKU5zQR1x2mdwObu+VAspXvbvHJTgcFUjibHb3arV7GIF3hO2u4xoLNzdeQpL4XHPu1NJGUkOJATgkbmM+6zirI7JPfIRR2Se+QimJyj0emU033Rar3c5c83EtImWtVsU3hwgZ5T3eAsIUf0n9ZJIxwIzWS1aLYtV/N/anyVuLTJStpbrimwHXG1+4QVFKMcng7oG9nJpy7JPfIRR2Se+QiqwVrhanKuD0U3dknvkIrqu4vqSUhKRnu1GEq0pIj3o+gU4wjiI4R3Cf4U39FL4fwN39/8Ks7RQFHiSVKUTkknj++tS+uk/E21T5QtX4xuts+6fpP8a1M66T8TbVPlC1fjG6orL4d0UUURbIdbl+Ovss8pyPwb9ehfeT8ofXRRREbyflD66TGFGUSoniTnpoooi45jF7/APio5jF7/wDiooqZKI5jF7/+KjmMXv8A+KiiklEcxi9//FRzGL3/APFRRSSiOYxe/wD4qOYxe/8A4qKKSURzGL3/APFRzGL3/wDFRRSSiDBiju/fWNcK3HgvH10UVVwDxDswi4TEtqPeqA//AKrtzeB4T76KKNaGCG5BEc3geE++jm8Dwn30UVaSiObwPCffRzeB4T76KKSURzeB4T76ObwPCffRRSSiObwPCffRzeB4T76KKSURzeB4T76ObwPCffRRSSiObwPCffRzeB4T76KKSURzeB4T76ObwPCffRRSSiObwPCffRzeB4T76KKSURzeB4T76ObwPCffRRSSiObwPCffRzeB4T76KKSURzeB4T76ObwPCffRRSSiObwPCffXfMVlhaG3BxBPTRRUSii3LNZP6QdJ/jWpfXSpLA6jjUzZeQFOXK1pQCcFR522cDvnAJ/caKKIvh/RRRRF/9k="