The transaction fee you pay will only affect the time you have to wait until the first confirmation. Coinbase is one of the Internet’s largest cryptocurrency trading https://cryptoplora.com/ platforms. You can use Bitcoin to send money to anyone via the Internet with no middleman. See the Bitcoin exchange rate i.e. the current value of one bitcoin.
- Find out which digital assets are currently available for our Earn suite and what the exact interest rates are in our Help Center.
- You can simplify this process by using a crypto gains calculator.
- For the purpose of estimating Jane’s CGT tax on her crypto asset alone, we then apply this 32.5% tax rate to the $5,000 capital gain included in Jane’s assessable income.
Founded in the US, Gemini is expanding globally, in particular into Europe and Asia. Offerings include both major cryptocurrency projects like Bitcoin and Ethereum, and smaller altcoins like Orchid and 0x. You don’t have to count each currency separately, add different fiat and crypto currencies to know the value of each other. Compare cryptocurrency exchanges by fees, fiat currencies and deposit methods to find the right fit for your needs. Use the calculator on this page to list the current price of Ethereum for any given quantity. In addition, with the premium account, you can also convert between multiple bitcoins, cryptocurrencies, and virtual exchange rates at the same time.
Gemini is 1 of the only brokers with multiple platform options based on skill level. New investors will love the streamlined interface of Gemini’s mobile and web apps, while advanced investors might appreciate all the tools that come with ActiveTrader. Webull, founded in 2017, is a mobile app-based brokerage that features commission-free stock and exchange-traded fund trading. It’s regulated by the Securities and Exchange Commission and the Financial Industry Regulatory Authority . The major hurdle for most cryptocurrency critics to get over is how something with no physical presence can have value or be considered money.
Earn interest on crypto with Haruinvest
Before fiat money existed, currencies were usually backed by a commodity such as gold or silver. The calculator results are based on all daily, weekly or monthly closing prices included in the cryptocurrency price database from Alpha Vantage. SIP or Systematic Investment Plan is a great investment strategy to start investing in Bitcoin. SIP works on Dollar Cost Averaging which avoids the impact of volatility in the crypto market. Mempool block on Mempool.space However, before sending any transaction, it’s important to check the mempool to see the average Bitcoin fee.
At the time, bitcoins were barely worth anything and it was important for the network mempool to not get flooded. We also show the latest fee estimate in US Dollars/transaction in the list below. To calculate the fees per transaction, we consider that the average Bitcoin transaction is about bytes big. Once your transaction is included in a Bitcoin block and thus obtains the first confirmation, you will need to wait approximately 10 minutes for each additional confirmation.
CoinMarketCap is one of the best crypto converters and calculators. The interface to this platform is very simple, and you do not need to have knowledge about conversion to be able to use it. The site also makes the work easier for those converting their crypto, as it lists the popular cryptocurrency conversions that are available on the site.
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.
Do I have to pay tax if I transfer crypto from one wallet to another?
If something is part of the crypto industry, its market value will contribute to the total crypto market capitalization. Vitalik Buterin got the idea for Ethereum in 2013, after failed attempts to convince the Bitcoin core team to expand Bitcoin’s capabilities. Specifically, Vitalik sought to make a digital currency that was Turing complete. The first Ethereum white paper was released later on https://ewennaxqqc.doodlekit.com/blog/entry/21639443/crypto-calculator in 2013. By 2014, the Ethereum Foundation, a non-profit organization that supports Ethereum’s research and development, had been created.
The taxes on crypto gains are the same as the regular income rates, which range from 10% to 37%, depending on your income. You can use FlyFin’s crypto gains tax calculator to figure out how much you’ll be taxed for your crypto. Also, credit cards and debit cards are probably a safer alternative to holding a bunch of cash. However, keep in mind that a lot of cards not oriented towards travel perks will have foreign transaction fees. While modern currency is physically represented by coins and paper bills, most large-scale currency transactions are done electronically. Modern technology utilizes sophisticated currency exchange mechanisms and systems to exchange currencies between digital accounts rather than physically.
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qJR3R9XC0Hgw8HUG0LxXxRIJI4oa1XmpdlwiWuqq14qhBBskjkkrJleMrsZNoxkElFUna5knTX+/wS9t8IfoxulyuVBR3Gukgt9DbK1K9KCaSlrPH2ZKaGndFJkmZlCiMDczEqoZkkCT1j6V+AuJbvRWGwX0XCvr6IXCKKnpppNlPvlj3ysE2w4lgliYSFSsiFDhsLqmcP8Agv8AAHDVHSUduu/ELeIyWeanllqIGeKW21M89PIMQgFiamVHBBUqeShhu1ZeBehzhvgC/VfEtsul4rbhX0Zo6qWumiYTFq6rrXmKxxoFkeaumztATaECquOc2p6mMtyzt4F77dGjRrSjWGjRo0AaNGjQBo0aNAGjRo0BYIB+94sYOVGPm1xDpXo/CQp+N6q+dGUEddZ6OOhkgtss0KpVTpS3PrAxaojKx9c1CGUgFyyFWUI512+n2mCIOP4iked2ctEQmqJqgCbYsTqgAHM+YrZ/tY+Ia9BzTO6eaa/iXw3LtJBW0nRfZ7S1rNRVJFLPSNHWy+I1Yjp3CXIlo2mNMN2YyJJDkbIi8hfeP/DX4ct9zq06MOG6/NVLBaotgcy5qqZYJJnhrCEQ071hJ6tAhgQsfOCt6b8UkA8ypZfkGsCnlQAeNhR3DYABqLBHBJ4PCFqr23SPw685p3oLM9Pw7V0oQ1SyrH49iKarjEEkQaRhHIY3MiAdaU3RvuvFnhiU9JFJVdG3B800YppZzTVQXrxvieeGLfVja5jqGSMyEJvoZ2Y7Z4cd36lm8wVYJHYNoOR8X9+m1U8kErAyls4PYBqfwEUTo2uvS9cnin6VbE1tlaGqVoqKCljpkw0Ah60rWVEvX4MxAjLRKBIGYsEL9GAG1l9PLl9vtnUf43KvJWI7j2HOspPLJKiyNu57c4HfgHR8QPRuDbiByHMZ/JrYHPoxnOR8f5NVKm4puE9HDVBI13or7WTI5js7dWWhnNZQ01WyAeMQJKy9uCwyfj7dS1YhO5xXpioPCGXjypuvRRQVUlLFw9C1FLNW0ot5rkS5maCWCWZXLyNJbQsgTA2c5FAkDVex03hh8O3OvuctlhvST1kzmKrrYJFWm8cOOpiNaiBzAxKAtGMhFdlAI16Th62qmqAsojWBxEuFySNobmT/AMWnAp5++qb8UahcCXxPL/FV08M/iM060PR6LOKCZ3d6SqoKd65WasI8zyjKF9iWgXaXGJpH85o/OXqHRjxH0tX673Cfj/hxrbS081VQ0fitNHHTziCSNBUOHnefdI4meNUUxdVjMjMVLdRaCZuyfHwheetPFHGCJ8Ed+0HRcCGgUnAYc1Pfnl9vXrVGV2PI8s5ONbimnAAFWwx/RGNHikvfUn0e1HZ6NCQwO3JHp7tCjJwScH82tTA5JV6vmuPNwBj0fD3HWVhkZWWOrU5G3IUHGgA7SfbhsDmfR2f36r1o/wBY9+P/AHXbf1lVqegZmgjdsbjGrE92SAfk+3wagLQB/nIv5HZ5KtmPpKrVDG95Q8/xkXsH3dbyfOBvVfdM34V/0tIrknBXA9PdnIGM/Ln/AJ6Wqvumb8K/6WubdJXRM/SDebVeouIBb5bUtMEVqPrwxiu9uuGT7InI+Turwc463dnzdrU5W6xp+J5mVnN3Z0RvNPMHtwcDP5tHx/nzrgFD4NHGs1DTWnizp94i4hooZbdJJHU+OI7Cmu6XB2V1rcrMwijhSfnJEoyrEBVSJh8GjpO4Ts1VXWXpx4guVy6lnmpqdp7etwnlpquGomYiqKde7z0kyyMNytRKA6iRnSNyP3Dci39R6XVGdS4A2jOT6MZ9WtQQwDDvGdcNj8H2q4h4fp5b7xJe6O+01nWit9VXXCaur7fVxzVTRVclQkqdZNsqQGQHCEexyHEcgTrPB86Tp4qmnovCR4qpIpYqhYV2TSNTs8TJFtdqkuyxslIfOYu4jqNzlqhnWXGPNkbqfM7to1zDo+6IuJeCbnDcLt0qX7inqqgkG71NYzeLCm6pI9i1Qp2frC0jyPC5fdjaGCuvTwMAD0DWEkl2O5g0l2Bo0aNYkBo0aNAGgnGjR350HazOME7gcBd3IZ5d+ssjoF3KRkZORjHz/bkdebOMvA6XjKevlm6QfExV1N1nBprU6OVrXusmyV1qQZera6AL7UbY5QR7Odilr8Eq+cM0V3ouEOmi8WdbnT1KRyRLXLLDVSALFVNJFXxvM8SmbasjFN0gYqSoGtyjCy/mNjjDkz0acAhSw3N7Uek/H8+gHIyO/Xnm/eDtxjSXK49JFL0jXi88TUrV9dbIKcy0gaommqHpo3Z6wK8MPXQRhJCymGF02neFHXOjXhG88FcNpZb/AMTVF/q16lmrqiSpeV3FPEkrO080uS8qO4CCNFVlUR5DO+Dikr3IlFJKzLVo0aNYGAaNGjQBo0aNAGjRo0AaNGjQFhpwDCg5ckBx6eQ1tR/wlZ2/w47T/uo9aQcoY+32gOPk1jbPE7tTyxKJSGYPGW54A5YYdwGvQHdObXOn6V6291otdvulJCl3LUNRPW0oiEWylAldFkZmg2x1q9Wyl8zxMUyN8c5RUHE8XA0cFX4zSXHfKIVukxqJoUbcAJZIJCTnnhkclQy942m4F7gMYmpef+4f6+k+uuHutL2+4P8AX0XBWD4nPuhCz8S2Lhi1W/iagFFU09E6+Jm41lyelzJkRPW1cjy1DAEcycJzRSyqp1erm7R1BZApOwAbuzPw/By05Mlef9rSfQP/AImm89JX1EjSNV0w7Fx4u2ByP9P4dQ1clOxxahtnTSYpTFUSUTeJ1yVD1j+MeN1rR0YVodtViLfIlUYmwiRrkGnTcC1z4XqeK5uJ4qiukr2tFdQ9fCJoY4Ep52qGaOKSNmNQJeodVJwkatETzd8Jchb6s4ArKfsyP3ufT/x62SgrY5MSTwnaRj2Bhn+38Gsr8bmNjndppLyZKKpF2jW2RUyv4sKdTKZDCEC9acgRfx8bd5f+MEyh6LZHY2a3hDtxSw9vP+INQ8fB00FOkS3l9sKBQTCuSAMD5f79WGlp46SlhpYiwWnjVI8kclAA/u0bCVjNu/hq7/6gfqo9cvuVL0rVPEVY1ms1ypaFLsrQpWXCKSORQw/fI6qpDxwbQwMOCMLGxhdnkVemhKiKSSSmaNetbrHDxlueAOWGHcB83drbrK8/7Wk+gf6+sbEnK/JXSmsVBHTUHEEaLT1InE9zpy5jZBuQyCoIaVpFkaM7MKrxYlhCyRM7PBfFdxoZJq2fiCGpnpLfAFjv00bxO0xE0p6ubZ1kUOw+aNruGyJN2ullq8f7al+gb6+tTJX+6Uv0DfX1JFjllytfS7JV1ZsMV1pYXuU70UlTWwbIiWiImkQzSFoTGKlFQEgNIhEEe0Mqfi3SlDTVVNScM8V71stbFSztd6J23u7+LwMGqNvWp5pM2CTlRv5NrrAe4dplpfR/AP8AX0F6/ulpfoH+vqErEnEukixdJXEdquPi9jlqJ6q8W+pgoam81dseGmXZhxV2+oBIhfe7xgBWwwCyELJP2PhhKqK2hayZJZWmlZnSBolfzjghSzEfOdOesrwcGWl+gf6+tt1wwp8Yphk+4N9fUgTphmCDn/sY+/8AojUJZ+fSLfuf/Vdt/WVWp+JTGiqOZVVQkgZ5AD+7Vfs/PpFvx7f9F23n/wDcqtUMb3lDz/GRewfd1vJ84G9V90zfhZP0tLWelirKmojqQzIiRMoDsuCS4PYeftRpGq+6Zvwr/paecPfdlX+Ch/PJrVQSeI4+J5+kk69n4jx7VbU7YJM5AA66Q5z8R1lbTanB2Rs2CQcTv9bVE446IZOMbjdqyG70lsW6RRxM8NDmbIoqykaVn3gNIErfNbHIQopyOyy8FcJS8J09ZBNXQ1RqJkdZEhMbuiQxxBpiWPWSkR5Z+Wc9gxz6PVx0Og4R0JfyNb/cJPp3+to8jW73CT6eT16fYHo0YHo03I6DcjoMvI1t9wk+mk+tqIv9y4K4VpZbhxNdKa00cPVdZU1la0UKmSQRxguzBQWdlUDOSWAHMjVl1ROkvhS/cRxR/wCT1VNS1a9UFqFy8aKJQZFaMTw7iY9wU7vNY7sEZUy4R0IUI6Fogt9oqQ/VRyN1bbGxNJyOAe8+g6jFgQKecp84qPZWz24HMn4hp9wxbntlBJTtT1EIaUuEqJzNIBhRlmLMT2H+Mfk1C3uzi+2/xBp2i211NVblBJ9hqo5towQRnq8ZzyznnjGo6uOhKhHT2HRWk6zqmkzJt37OvYNtzjdjOcf3500vTSUltaelleOQywIGD7iA0qKcA5HYT2jVat/AF5oZqF4OIuo8n1UJBjiZvGaRDuMTqWwCXkm87ziPMOfbK1m4k52kjl90UwOD3dcmdZbkdCNyOhE1E9xhanbynMwaoijZGSPBVnCkHCjuJ7NTQ7BqpUtjp7Ns6iqq5hJWUwAnnMgjRZV2ogPtVGTjv58yeWLaO7XNxsUpxsUMWkpKxM0dqoJaOCaWKQvJGrsRK4ySoJ5A/DrfydadofY20jcD4xJgj8b4vn02udmHEXB1TYWqpKbylbWpOvj9tF1kO3ePhGcj4tc7j6Ca2Grprg3F4q5KaKaNKetpDPAoeugq1QbpN7KphfLO7SMzhi2FC6vRirLgXlGO6uB0/wAkW3J9hcYxjNQ4zn/zenQtrtDbdgLbslcVDnIHf7bXNIegaopuoEXH1zqBT11qrgKqnifrnopw6iXaFL+xgRrz83ajMHZQdP8AhjobbhriOzXmlvhWjs0fVQ0BjeVUjWGaKGNJZXeRQgqZ2BLE+yspyqxCPNU46E7kdC/eRrd73k+nk+to8jW73B/p5PraehQBjmcent1nUbkdBuR0GHka3e4SfTyevWfI1u97v9PJ9bT3A9GjA9GpUIrkTuR0GXka3e4P9PJ9bSVTQWeji66ojkVNypkSyHmxAHIH0nUnqN4ipJa+0TUsCSOzlPNjk2MwDAkK2Rg4BwQQQcEEabkdCOrjoR9nuXBPEIlNhu1NchBVzUEzUla0qxVMLFZoXKsdsiMCrK2CCCCM6LrSw0lRGtOpVXjyQWLHOfhJ1Xej/g+/WKtaa9S1dTJ41VSRTSSsqR0zHEURjNRLukVQu6QBQxyQqA7dWe+j99xfgz+fVfEwiqT4GnEQiqbdiO56NGjXKs9TmW8Sw0/8BF/wD82qDfenPgbhzpFi6Nb1UTUdwlpYqrxuZokpo1lExiDEybxk07ru2bNzRpu3SIrX6m/gY+zmg5fJqtXvg/gi6zXR7zbutqLxFSRVkiSShyKWVpaZldCDG8cjs6uhVg2CDkA6753CPm6ZejeS42e1Wviy3XasvdalFSw22shqCC8JmDsFbITYYyTzx1sX341EcM9P/RbxHZvLs3E1vstO8kqxJdLlRxyyCJSztsSZygCqxxJtYBSSoGCVbV0OdC9julFerRwilLWWyZaijkiapHUShERnQbsAusaCQgZk2KXLEaWn6KOiSspqW1ycOHqaWgktiRxS1Me+kbcWjk2sOtUNK7Lv3bGfK7Tz0H4J2zdJXAl+rEtvDvFFvu9U8zU7Jb5fGhDIsZkKytEGEJ2j+PtGSoGWZQbPgEecGY/m1RbB0ZdHXDN+HE9ptl1W6FUjeqnuNfUO6IrqqMJZGDKBLIQp5AtnG4A6uXlGmxjE3fzED+rTgBwQBzGPR+f7fDrYE7eedwJ7Dj7dmmguFNy82YEYwVgfI/JrVK6nQZxPuGNvsD4HdzGPjHz6AeAEed2E47Bj7f8ALWTjbzb+Me3t5f8APTTyjTAZxKOYIzC4xj5NORgqCGDKeakHIIx26A5txp068McF8bQ9HtRZbzcrzU29LkkNAKc+wMtU2cSzI3IUU+442qdgLAuoKVn6f+F7vw1e+MU4c4hp7Tw9bHulwqZoqbEQWmSqEGFnYtI0EscgxlMOFLhwyif4k6P+j+98UQ8VX60mou0FPHTq5mnKbEE4j3xK3VsVFVUbWKll61sHsw0To56Mo6avoILLMlJdLf5LrqRZqlaapp/F1p8SRbtjv1CJH1hBfaqjdyGg/A4qeljgKOhavpL/AE1w6uroKKaCjlSWeGSrq1pIt6BsqBMxVs9hjkHMqRqlw+E7wNVyLFbeH+IqyeR6eKCCOKlSaeSaVYkCRyTq5Xc4HWY6vIZQ5ZSosdB0TdFNDSV9HScOzlLj1PjMjz1cs26Kc1KMsrMXjbr2aYsjKTKzSHLktpvU9CXRDVJRRycNVm22RJDQBa6vTxNVMbewlZAYmLQxFnTDOUG4k5OofgF4jL90n0WJfbRZZbnNFBerPS32C5TdVFSx0tRHPJE0m9xIgIpnDMU2KzRqzBnUGxv0wdFKdf13SLw5CYGdZBLcoUKFHZH3AtywUfOewKSezW0nR70cyUdVbxwzHHSV1uo7TNBHFLHGaOkZ2poQq4CLGZHxgD22DkAaiJehPoglnmqF4Zq4Hqal66U0tZXQbqlnd2qMRuoEuZZF6wecEYoCE83UgvNquVFeqKO5215JKabcEd4XiLbWKk7XAbGQcHGCMEZBB1IA5AAA5DHb2HUXa1ttmoUoKMVphjZ2QzdfM/nMWOXkyx5k9p5DAHIAaeNcKYEH2bAyP4F/VoB0Cc5AyDy+XtI/JquWb/WLfv8Awq2frKrVhVkkVWQqVYBgRzBB+3zar1nGOkW/D0Wu2/rKrVDG95Q8/wAZF7B93W8nzgb1f3VN+Fk/S0mryJnq5ZEzjOxyucZ9B+E6UquVTN+Fk/S1y/pS6V7rwBfKCgoeFXu9Clqrb7dZIpV6+noqSWmWeSNDguwjnZggyWZFQY3llpybVR28TzLUnUe7qdN6+o9+VP07+vWOvqPftT9M/r1wqu8LfgRpqags9uuEtZUXSloM1DU4gVXuJpJZN8UsmUURyusyhoSwWPrBIdgdjwjbdY6yri4vsVwhgn4huFhtZoaYSrO9JWGmZixkGWbdGwjChz54RZcaybrLtfuTerq/U7X19R79qfp39ejr6j37U/Tv69cb4Z8KLo84wvdpsFjiqFqrvFHUQmtraCBAjVKwbeVQxaXcwIjUEsCBkMdo7EOzlqJTrQdm36mLnUi7Nv1NuvqPflT9O/r1jrqn33VfTv69Y0ax66p9zI62erM9dU99XVfTv69ICmUDAlqAO3lO478nv0to066pqx1s9WI9R/v6j6eT161moYKiIwztO6EqceMSDmCCDkHPIgH5NONGnXVNWOtnqxnHaaNJFk/fDlCGHWVMjrkdh2sxHL8+nnx6NBx3+nWEpOXFsxcpSfHiZElQvIVc4UcgFlYAD0dus9dUe/Kn6d/Xrg8/hFSjj0cMUL2Cstct7ns6VqVaCUyQIzTjqnkGQGxEH3ZZ0lwhCruWbwkaS18C8O8eXmjt9RS3utMNbS2m4LPUWpPJU9b1Eyvt/fIaHqjHyLZyBuITW+9VK9/c32qrhf3O5ddUe/an6d/Xo66o9+VP07+vXFr54RlvpY7DVWWzCWmvnlCnp3q6hEZ6ymu1DQdRG0bPHJv8amkUo7AiDkebbYCyeFHW3PiWz8OCz2Oomrq2no5o6G6LUHfNPRxt4tJHujqBElZ4wzI2DDE7ERMHVJTrPm/Uf8VK9/c9EGac/wAsqfp39ejrqj37U/Tv69cE/dM1tmob1eOJOjys8mUq3yW2VFDWU7CpS11FXHVb1dw6BVpoSGCHLTMoUiMu0lS+FX0c19yjs1LSV0FXPuMRraqhpoQBG8h62Rqg9S2EOYpAsyEr1kaBlJi9Zc36kN1VzfqdpM1R31lT9O/r0ddUd1ZVfTv69YIwSPQcaxrDrqmr9TX1s9X6m3XVPvyp+nf16OuqfflT9O/r1ro1HXVNWOtnqzbrqn33U/Tv69aszuwaSR3IGMu5Y4+Xs0aNQ6k5KzZDqSas2Hy6NGjWviYWRYKf+Aj5Y80c/k1GuAa2tz7qo7f92mpOnHsKfCq/m1GTssNbVGUhA7q67jgEbFGR8oPza9Cd4qll6QaS58QS8OVdumoawTTxwrKr+yiPBUg7AMld5IzyKEAsOerlbhi6rkfyeX9KPUSbVYmuCXbxKjNbEztHOFUurMoVzntyVUD4hqSt88C3JHM8YXqJFyWGMlkwPyaAyvFlHJxMeGloqkOqH98kL1RlCK/VDnuzsYNnbt7s55anNRa0PDy3c38Q0IuJg8W8a83rOqznZu7cZx8w0+8do/fcP0g9egFtUHj7pFufBlyio6O0w3AStRFkkkeLq4pZZVmcOEYMyxxbljONzciVBLLePHaP33D9IPXqtcT8F8I8W1MdRe3p6oRPSzRxTR080aTU0rTQSgSo210kYsGGCCBoCY4dupvVrS5MpUvLPGAY2Q4SZ0BKtzHJR260sxxaKEEAnxaE/H5o1vao6G00S0MdwWZVeR9zyJuJdy55KAO1j2D0a2t0TwWyhhlG1ooERwe4hQD83P59AR7E+PVuTnMi/q01F2a/Ld6650DW+ale2zmIiZk3SrkgSBAdyqxVipIwy4IJO4LJzEQVtUZTs6x1ZCx5EbFGQfjB0zt9ssdsqKqqoIaeKeukElTIredI3Pt59mSxwOW5nPaxJcwWG2fwUmcfwh/MNQv+XlOauOiWwXNpZbjU2xQDBgzQwNMP9p2SIjbT6fbbNSttqqZInVqmIefyy49A1Fy8IcDzyNLPbbfIzVMtYxZgQZpE2SORnmWTzT8BI79ARFL0v2Otnelo7PdZZY4pZHwkYQGOSRGTrC+wtiJ32g7tgyAcECUpOkKz114tVlgpK0zXahiuEUhjHVxxypIyK7gldxEMmACc7TjIyRs3BnADIqeRbX5qGMEBQ2N5k9t253ktntySe86XouGuC7bVU9Zb7Xa6aakDCBokReryCDtx2ciw+AMw7CdQ+JHEiekHju4cHRq1us8dymdqbELyPCojeRhK/WKjgFY1LKpA3HAyoJZbLYrobxQrW7SoMjqAY2Q4DEc1bmOzvA1E8U8J8K8ZRrT39qWqp1eCXqJo6eePrIZOsik2yow3I+GBHYQDqWty0NupxTJcBN55cvJIm4kn+iAO/uGpJNqbnBDy59TH+iNQdn/1i37nn/Rdt/WVWpynGIIgeREaKPTkKNQdnOekW/f+F239ZVaoY3vKHn+Mi9g+7reT5wNqv7qm/CyfpaQU9bI0SDcyBSR2ciTj8oPzaXqvumb8K/6WkqIfv+cj3GL9J/t9s60U6aq1nGXiedhBVKzjLxNjTTtyMORyHthjGdEdLUSsEjh3NtLjmOWCB+c6q9w4p4os/Fa0NbaGmtU9TTQQy0qkyDrmZAACeajzZHOQydXK2ChRjf7SQ1ap7MxOcd3tk1cylNq/H1LeVpkd5GrweVIv46+vW3kq5+9h+OPXptduJrvRccWnh6KihFBWKN8rxOzykpOWEbA7U6sxR7twIPXqAVOM2zA9GmUpMZWnexXPJVz97D8dfXo8lXP3sPx19erHgejRgejTJ0hlKZXPJVy97D8dfXo8l3L3sPx19erJrGB6NMnSGUplc8l3L3sPx19ejyXcfew+kX16sZxjs1x69cZ8X0vSEtjpK6tNI9Bc5hRC0zNHMI6naJ/H89VE0Y2qIW84hycHKFWTpDKUy9TUNZTxmaaAKgIBO8HtOB+U6R+TU/ehi3OPQ8Y/trqv9w+bVPE0o0pJR5lTEU40pJRBIXkHWJB5rgMDkc/h1uKeY8+pHI5HMdutayoqaWwT1VGYBPDRtJF1+4R7xHkbtoJ25xkgE4zjnptwfeXv/DdBeJ50mkqFbMqQdUkoVyu9AHcFTtyGV2Vg25WKkatxwlNrn6ltYWnZMfw2ytqIY50pcrIquvnqORGR3638j1/vQfjrp1WV9RauFFr6ShkrJ4aWMxQRq7F3IAUeYrMBkjJCsQMnB7Ncug6XePF4bN4rqG0xzyWakr6aniopiUqGpIpJKepDTK0TtLI4iUBmZI2x1j4RpylK9hlaZ0c2i4ntpQf/ADr69Hki45yaUdpPt17dV258c8X1PEN7tHDtHRRw0NJN4g9VSSy+M1UZhGSVkQrEzyvCpwctBK27CbT0OESCFBOyPIFG9kUqpbvIBJIGe7J0WEpWuMtTZX/JVxH8mH0i+vR5LuPvYfSL69WPA9GjA9GmTpDKUyueS7j72H0i+vR5LuPvYfSL69WPA9GoziSeopbRLUUZYTI8ZQK20sd6+bn4ez5dMnSGUpkf5LuPvYfSL69ITQT00gjqI9jMMjmDkfJqr9E/FfE/EMlSL1cquvihvFfTpPNZprXsEbECnEUpzMqHKrOvmOE7SQSbtfT++4h/uz+fWmvhqdOm5I1VsPCEHJEdo0aNUbFKxYKfPi8Z/oL+YaVyRyx82koAOojyT7Ufm1xXpQ4U8IKv49F/6OOJII7DEbXObbLWNF4xJTzSGSJQOSxyJL7LzBbqogAfOx3b8Ttnbt27OWPZo84cgDk68+2qTwwTIs9fbOGoN3V9apkViyLVTBhylKq5gMRJXOWyPQA2tNP4YlqsFDaUazz1FHbYKZ569Ip3mmSnjDO8wqAzO1QJf4mDG0bFlcOpm4PReewnvGc6Sz/SPbrhtHXeF5UXluvsfC1HQx1yts3q++n8cRSgZZMgeK733Fd284wRjLq0/un66GtpL7T2ugd+G3SGRKaDat4MEmSGWpYrGs5i2eYd0ed+1ueofZcLi7HcYiCT8WiXGFxy+TXmjh3gzwiIrpw9NbbrUUVojrvG6ie519RIwoTnxSnemNQoPVwMkcylEczRGTfLvYrN9FlP4RNrHC54qSSsp+pW331a6ZZJYhS2+GDrQxcmRpa6Kql3LGTJHUxFnUIBqXqPA7xz7BnmCM+jRnPLHM+nu9I15v4cv3hk3zhW33uoslio6ius4q4qWoodky1clvibqqqKSoVoVFW0oQLvcIAJVRsnXoymjljpo4aipNRIiKrylQC5AwWwBgEn0DHPUtWITuKFvOPPGRn5NbEMO0nOuL9K3D/TxUcZvfejG6ReS4aK2PFb6iraNKiphe4tMp9kARGEtGHyrbwFGRs51y803he3rhesopEs9DPPK8MZoZo4qtYcTbJjJ1u1GyKcNtJwGcKGzlcb8LmVuNj0TgEYJOR6O/WeWOZOuAT1vhlxrJtsvBs3VTxpGYpB7NFtkBdg8g25aKJyAchaogZaI7lKj91DVims17ehp4bxDSUs1Ta4V3ULyyr4y/WicPG0cQl2FUZWOzzlY4EkI73y3dvdo5Z5k68/0lB4TXDvD9voOHbZDV3daL/S9Zerr43FWXICMPLEDNmCndRMyRoi+eUDIi7jrFLReFlBfaq4Sy2mdaiJIUjEkYpAkLXB1YRmQmOWUvb1LKGG3rM4KLpzsiOR6CyAufh1owPtgxHf8muARReFZdha04igpKFKa50VTN5Ikpw89LHXOZUlZpsCRqcREooMbeeCwJA16AU4wOfm9ugvxDOOQB59xHzartmx/nFvuDkeS7bg+n2Wq1YgdoGT3dvfqu2fH+cW/Y7PJdt7PwlVqhje8oef4yL+D7ut5PnA3qvumb8K/wClpCGRqepkmMTuHjRfNIzlSx7yPvtL1X3TN+Ff9LTOoraKj+6quGALGZWMkgUBAQCefdllH/mHpGqu/KnVco9vE81vunUco9vEeLXkYxS1HL+kn1tL0NzSmqVlekn27GXkUzzKkfxvgOmWQe0fOOzWsU0M6FoZEkUMyEowYBlYqwyO8EEEdxBHaNbM5U0RuzdTwJwX6l7fFqkZ7eSfW0eXqX3tU/Mn1tQuRoBU940zlTREZypoia8vUvvap+ZPraPL1L72qfmT62qpDxHw7UbfF77bpd+SuyqjYsBIYzjB7pAU/wCIY7eWncNbR1BxT1UEpIJwkgY4B2k8vQeXx6nOVNBnKmhYPL1L72qfmT62jy9Se9qn5k+tqGyM41pJPBE0aSzIjStsjDMBubBOBntOATj0A6hYyo+SGcqaInPL1L72qfmT62o+VOF53eSbh2J3lYu7NTREsxOSTk8ySTqOqrhb6KSmhrK2ngesl6imWWVVM0mxn2ICfObajtgc8Kx7jpxgejUvGVFoM5U0RJXC7QVdK1PHBKrMyEFguOTA9xPo1GjkBowPRoPIZ9GtFWtKs05cjTUqyqtOXI3hqjDFHG9LKTGqrkFMHAx3t8WthXkYHi0/o7U+tpnFXUU7mKCrgkcbsqkisRtYq2QD3MCp9BBHdrd6iCKSOKaWNGmJWNWYAuQCxA9JwCfiB9GtyxdRcLG5YuolayJejvNPBRwQSU1RujjVTyTtAA++0uL9Sjsp6kfIn1tQnLvAzpGqrqGhj66tq4KdDuAaWRUGQpY8zjsVSx+AE9g0zlTRDOVNEWA3+l5Zpqnl2ck+to8vUvvap+ZPragoZ4KiGOpglSWKVQ6SIwZWU8wQR2gjv0QzRTqZInR0DMm5WDDcpIYcu8EEEekHTOVNEM5U0RO+XqX3tU/Mn1tHl6l97VPzJ9bUCainWUQNNGJCpYIWG4qCATjtwCRz+Ea1pK2kuFOlXb6iGpp5MlJYZFdGwSDggkHmCPjGpzlRckM5U0RYPL1L72qfmT62k6i7W6rhanqaCWWJ+TI6Iyn4wW1DRTwTqXgkSRQzISjA4ZThgcdhBBBHp0pgejUZypohnKmiHtLJw9RSiejsKwSqNoeOCJWA9GQdaXGrjrZUkijdAilTvxnOfgJ01wPRo1hPEzqR3WYTxM6kd1ho0YHo0a0X8SuWCn5QR4+9H5tcf6UeLOnW0cdUdLwHwW1bw/RxCSZ0jikWtZ4p1O8s6sixSCFtiDe4zgkeYewU+PF488vMGmNRWVpqpYaV4I1hYJ58Zck7VOeTDHaNd6x3lwPP1N0udOPE93t9GnCC2WutE0cV0Wih8oxNPLaKmokgkUTIuaebxRCDKjNI4AZVY7vSZOCVYdoyQR26ivGrpyxLSfJTty/t6dU6XaphEoq6NObLjxZj2HHumsjGw784LnJyoyOestjPxEsDn4Pt8+kTTXU/y2j/AKq/+Jo8VupzmtpOf/yrf4moJFWK7yrAnsY57fT8+tVdXGAPaj0fb0n7HSYpLqM/v6k58vuRuz6TWvU3EMVNyoWfG4jxZsjOeZHWd5B5/B8GgHIQ79o5ED5eePt82gE5yAPi03WnubDK3CjYcx5tM2D3Hn1nxjWaOo8ao4araFE8avt9BIz6hoDmPHt06WLVxhcK3hu2Xa4Wyns8ElpoqMUop6yvzVCoWskkHXBVUUhQRMhY5XJ87FKuXSF4UNVcqM0HRtT2+ko6uR5gkKzLWweI1AiWXMpaPrKjxclYgzRDG52AZW7vUV1Z4xLBRmGNIiFO+MtuJAPcwx2/D36x43c+3r6TmOZ8Xb4f6fx6AhejW9cYX+yTV/Gtpa21rTKEpmo1gKR9TGSMrPN1g3mTziUI9qU83e9uPpznt0zpVulSrv4zRrh8Y8Xc9wPunw6W8VupPOto+f8A8q/+JqW7u5CVhXAJP9/x/b7Ywc+3Pw/b5/y6RNLdj/LqMf8A4rf4msiluoxito+Q96uP/wCzUEipwfgxyB0FsdoOm4guasVNwosgDl4q2cfSfbnrYQXOQjFfRkZ/i0rdv0mgFuR+LPPlqu2b/WJfeWP9F239ZVan4T1lPHI4ALorHHdkA/b4tQNnJ/zi34H+a7b+sqtUMb3lDz/GRewfd1vJ84G1V90zfhX/AEtcu6YOhCg6X2o2q+Iqu2ClpZ6V0ghDrOkjRyKH84Has0FPLtXBZoVBbaWB6jV/dU34WT9LSNMkc1XPDURJIixRsoZQcEl89vxDVeEHOvZO3aedgnKs1F27Tz9L4MHHdZWVdwr/AAiuKJKmdatYZIFqad6dZqaONER0q9+yOaLrwucMzEHGSS+h8G3iqkuEj27pu4gordLcZ6+ShpjVQq3XV9RVzLuSrUB3FQI2cLzCBtu8ltdzgquG6q41doo5LdLXW9Y2qqZdjS04cbk3r2ruHMZHMYPYRqXttroHjkMtBSuesOCYVPLavwatrDTX7vYs5eT/AHex5wHg4dI0kE1LVeElxY8UlFFSoEFTG0csVA9Mk29aoMT1rLUMMjeyAMWJ3asVi6GuMrRxhbeJarpjvVfSUFbWVctvl8a2VYmcsokJqjGNikJhYhHtUbY4zlj22hbhW51FVSW7yTVTUMnVVSQdVI0En3rgc1b4Dz5HTzyRa/5so/oF9WoWGmv3eweGk+fseXLX4LFfFZKK0VXHZgjhntdRVLBSvI9Q9CtNGnsvWIUV0o43ICbklklIdlbaZSw+D5xHZbnT1dJ0jz0cVtukM0Hi0dQHq6BJ5qk002J15tNWVIYsZAyrCSO1dej/ACRbP5so/oF9WjyRbP5so/oF9Wpy03+72Dw83e8jzNb+gjpRqpBcLr048QUMpuU1U1DBPVTQdV41JJGN5qVbd1bRphdsQVADEeZZ/wATeD1xHf04cFP0wXumfh63JTpLMtRUSSVvi1VC9aGNSpWRjV7stvZeqQI6AnPoryRa/wCbKP6BfVo8kWv+bKP6BfVqMrJO6l7B4eV7qXseW4OgHpKmrUt156TK2722gmpZaee6z1Em+UK5nk6hZSSp2UsYUyqQrVZDKZPO77RU70tHBTOyu0USoWVSqkgAZAJJA+Akn4T26s/ki19vkyj5f7hfVqq1XHHRzR8SRcHVMlCt8npaqthoOoXrJIaeTq3Ydw84HaCQWCuQMI5WHhJSVm/YwlhHJ3bHHPvGgctTF0oKGnonlp6KnjYNGA0cYU4LgHmO7UP6MnVSvR6pqN+0rVaXVNK5wm8eDNeZnuFXwp0u3Xh6tuFRcpnqqWnl3otVXVNWETFQoUK1QoIHJjHuIBbzdq3wbOKqq5268Dpx4iNVa3NVSvP4zMYqvFSBIoaq2CM+MIHjKnekWzcEcqO7CK3w0S1lZHTqiQiWWWVFwq7cliT3fm1pbWsd6oILnaTQVdJUoJIp4VRkdfgIGO4gjuPLVuOHm19XsW1Qn9V/Y4dN4O3Hs1xop28InjAUNO8K1NL1lSHqoY5mYI0oqQUYxdTGzqAWaNpDzcquD4OvE9Y6U/EHSlWX2ChrFutBLdIJKkisWspKiMzQvIQyKtF1ZEbxK61U4CRHzm9CU9NYqKwx3O401vgp4KRZ555o0VI0CAs7MeQAGSSdOqOi4euFJBX0FLbammqY1mhnhjR45Y2GVdWHJlIIII7dZLDSX7vYPDz19jzzf/B/44v1ZV1A6c73aYakVBSmtEVTRwRM9IIIdsaVeEWGReuRU2AlmD9YSHVnXeDTxX4teKfh3py4hsZuVVVVVOaQVQWlaoqq6okIQVgRnLVkI37V5UoONzlh6Y8j2r+a6P6BdHki1fzXR/QLqFhZJW3vYZaevseeP3O9bWVF7qL/ANJFzuTXuyXawyPKtSzrBWlCHHWVLxK6bT5scaRNlcRptzre/wDQbx3e6qWrpOmOpsXWxxx+L2a31FJToVd2ZljWsxufepLHLl0XLGPdE3oTyPav5ro/oF0eSLV/NdH9Aujwsr/V7DLT19v96HnXhLweuIuE7vFWx9KVVXUIrZa2W31VPWPDNJLXtVvIwNdtMg3lVfb24aQSnIPaQr4GVOrD5HtX810f0C6b19JZLfTGqntVKUDImFp0JyzBR+U6iWEc+2XsYvCSbu2Q+1vvT82scxyII0nwpxd0c8cJLNwnJbrnFT11RbZpIYFKx1EJPWIcj4iCMhgysMqQdSF1paelqkSmgjhRo8lY1CjOe3A1pq4Tq4Od+w1VcM6cHK4z0aNGqZVLBTnFPEOw7R+YajZAfHa3uHWjl/8AbTUnT58XiXt80abtbt88sq1G0SkMR1ecHaBnIPwDl+zXoDulT4VhvlNXXwXWK4dQ9cz00tXOjGQEk4RUdwkarsVfaZwSUDbne7W37jGPv3x8+mz26VTlqhcH0Rf/AOtKwlqOIRGQOMnB6vHf8fw6DmQ3AVPxTT0NYvFXX9e1SpQyzJLvxFGJJIyhO2J5RI6IcMqsAVUYUWcdmmpqiOxl/E/brfrm+/HZ94fXoBxrkPTLZ+Jbxd6RbBQpUmOa0TOr3Krt+0JVT5l62mkQyLEWV2p3yjqDyZgiN1SWpaLGWHP+gfXrVa3eTkjl6Yz69AR/ByVMVhjirJFeUVFUzMsRiVs1MhBCEkgEY7zpazEeR6JxkfvaL9EerT1Zi481lGOXtOX59I0kCUtNFTqdywoqLnlyAwPzfbt0BHNnx6t/DKP/AG09eq7wzT3ymvN/FzWualeq30k1VMrhwS2RGiu4VFURgHzCf4ybg0klte37qiWoSdV64hyvVhvOCgcsEdwHL16PEH76pRjuMXMf2tAOLZnqpMe6H8w1BcDU3FlOLn/lQ8xLVOYOsmSQN988e0nbExxtU4IwcqNTtNG9MjL1ocFs5MeO4fDrfxkjsZfxD69AOR2azpss7scbl9PtD69DTuuPOXn/AEP26A5r002m/wB5po6Sw0njUnX292h8p1VuJC1DeyCoppEfEeQ7R8w6gjDHCNe+FlqFti+NSpLK00jF0hMKsNxwQhZiPnOn3jBxksv0f7dZWoZyQpBZRy8z9ugEqYfvaA57YY/gx5o1A2f/AFi30/8Addt/WVWrBGgjRYyQQiqgPwAY1AWjP+ca/H/uq2frKrVDG95Q8/xkXsH3dbyfOBtVfdM34V/0tJUO7x6obBAEUIz/AOZ9K1X3VN+Ff9LSGwE5Pb8BxqvGoqVZyfiecjUVKq5PxE6CyS0F9ud4FcOqr44d1NFGUUyRjBlfzirOV2KGCqdqgMXCpss9r/gHJ5ef/wDquq93Y3Pj/iOspJJECIpZEB58mOrOejoWM7HQkbPw5LbL9eL/AFF0kqZbr1KCNhhYY4i+xR2n/aEHGF5A7Qxdnmxj06q3jNR74m/HOg1NT75m/HOmejoM7HQtOR6dGR6dVbxmo98zfjnQamp98zfjnTPR0GdjoWnI9OjI9OqqKip98zfjnWTUVB/lM3450z0dBnY6FpOMduuZXnovvdfxS/EEV320bRVkTWzxhFp55JZC8c7nxZpldAxG1JQhzzU4ybIKioH8pm/HOsGoqD21E3450z0dBnY6E5ej/o2TJBO+Ps/411Adg+Ia2aSZxteaRhnOGYka1wPRqrXrKtJNFavVVVpo2mpIrhZ3t84jZKmkMDiSNZFIZCpBVuTDnzByCMg604ctdVZrLTWysuktwniBMlTJnLEsW2qGZmCLnaoZmYKFBZjliBVUYXco7cAkfm1nA++f8Y6sxxsYrsLCxkUkrEpNa1vXDEFD1/Uu0EEsMoGerlTa8bYyMgMqkjOCAR36fWiha2Wykt71BnenhWN5WABkYAZbA5DJycDlqvI7xqESWVVUYADkAD0a266b3eb6RtZ52GjGdjoWrl8Gjl8Gqr103u830jaOum93m+kbTOw0ZOdjoWrl8Gjl8Gqr103u830jaOum93m+kbTOw0YzsdC1cvg1H3+3vdbTPQRdWWl24DuVBAYEjIBI5A88HUL103u830jaOulP+3m+kbTOw0YzsdCJ6Pujy+cJVEk94vTXZpKuoqEqJpY98MUh8ynRIqeJSiDADPukOObHusd9P78iH+6/v0y66b3eb6RtaEljuZmYnvYkn8utVbFRqQcEu011cSqsHFINGjRqjYqWLBT8qeM9wQc/k/56ql66XOjjhrideEuIuKae23Hq1kbxqOSOCNWiqJQXnK9UvmUdSfOcY2c8Erm1049gjwOYUD8n2/56rd+4H6PbvX19bfKCmaruqW8VTyV8kTS+IztPSMNrjYY5WLZTGTgEkAAd/jyO4KP0mdHK04rX4/4cFMYjMJjc4QmzZJJu3bsY2QzNnsxE57FOmsnSt0blqaOHjC2VrVU0UEQopRVHfLBLPFuEW7YGigkdWbAIXkc4GqQfBh8GiVy1RwbZ5hsEZ6271L7h1aR5bdP5x2p2nJy8pyDLIWsdB0UdC1qsf+TNntNuobdHXpdY4Ka7SwGOqWnFMsiMkoZB1KBCFIBGcgkkmHfkSvEkrR0wdFl9pqGptnSBYH8prAaWJ66OKaRpoxJHH1TkOshjIbYwDAHmBpWg6ZOiG6TR09s6UeEauWYQiOOC9U0jOZZ1gj2hXOd0zpGMdrsF7TjVEu3g4dAN6s5tKWyno0hImo+qvdQyUdUr746qOJ5jEZkIQB2QkxosRzENmnHBHQP0YcMVVLxJd5bJW8UUrxtFdLY7WpYUjleRY4o4piQrM7GXrHkacySCUuhCDJJXZHFI65IpfGMcjrMMLedyXTc3G0nG680fIHsqU5n59bC6WsZ23ai/rKD+/wC354AueXLl2Zx9vy6MYkGcjHM8s/b5f7tNEvFqcMBdKNWBAANQmT8XPTs+25fB2nu7vyaAo/GvTV0bdHdzaz8X3+ShqkpkrGQUFTMFiaOqkU7o42BOygqjtzn2LmBuXc4vfTB0WcO2q4Xu7cf2GKltT1UFWUuEc0iTUsRlngEaEu0qICTEql8fxc4Gm3HHRP0UcdVMtbxzZ6WsrJ4IqZnkuU1PvhiWrWNdqSIBha6qGRzPWc/apthF6BOgQSVciWamjNfa5rJUmLiCqQvQS7N8GVnGEPVr5owOZxjc2YXYGT936aejKzV9voLjxXAJLiSsDxRyTwlhVJSMrSxq0aEVEiRsGYbSTnG1sPoOlDoyqKMV9J0hcMz0xBIniu1O8ZAMeTuDY5ddF3/7VPvhmtXXoQ6Db1QWy13Sy26als9BLaaCPyvOnitFLkSQRkTAqhUmPGcCMmMYTzdRkfg2eDhDLHNTcI2iidFkRTRXeoptiydbu29XMu0nricjnlIjyMMWyQWe8dOXQ5YLWb3cOkvhs0vVxSKae4RzySLJ/BmOOMs8m7+LtBz3auFpuVsv9DBdbJcqS4UNQu+CpppllilXPtldcgjkeYPdrl0Hg8eDzR2xrXQ8NW6nppJZJmhivVSiguGDgYn5KQ7DaPN7OXIa6Tb5rNaaCGgob1E0cC7FaquTVEh59rSyuzucntZifh0BKdS2P4vbpMjBxt+X8hz6NaeWrQFBN0os9v3Qnr0j5WtZbldqI5GcCoQk/JnQDrO453ZB7Phzy+3yejVcs5z0i37nn/Rdt/WVWrCpUqGDAgqByOcjA1X7P/rFv2e3yZbf1lVnVDG95Q8/xkXsH3dbyfOBtVfdM34WT9LXM+k3izpL4bvFIeDeGI7taqW1Vt1uSiimlqKjxeWm/etMyOq+MSQyT9VGVYvIqc1XcR0yq+6pvwsn6WmwEssjxQxK7ogZt7bfNOcdgP3p1UcXKq1FX7TzVnKo0lc41WdPnGdFFVMOgjiuulpHmj20EbzJP1UzIDEzRLvDpBWSoSFysUCts8ai07o+lvpIvPD1Zc16JquyVdDVW2OWKqeSr3xy3MU9SYhEiiRUpY5p9wbK5jJVwWA674tX7y3i9LuzzPXnPx+01tFT3OoqFpxDTbyjOCZ2wApUfef0hrbl6nKBs6mfKPucEi8IPj+226plu/Qvfa6rjqilPHQ0tSnjdOUeXrVVo2EZEOxQskimSXeqgEAHNm8JDi3iCanNk6Hqiqo6mlFZ42t2EkdPFJSrPD16QxSSo7bwrRpG7gDeglVlJ9BeQrqQQYKHn2+ztz/9vUfY+AKXhinlpOGuHLFaYKidqmWKhUQJJM2N0jBIgCxwMseZwNT1E+cPcl0ZP9vuLg5AI79GnXkW8DkIqP8ArD/U0eRbx7lR/wBYf6mteVraGrL1dBro068i3j3Oj/rD/U0eRbx7nR/1h/qaZWtoMvV0GujTryLePc6P+sP9TWfIt47BHRk//Uv9TTK1tBl6mg00NkDI7dLzW640sZmqY6cICFPVyszZJAHIqPT6dIdo9Odap05U3aXAwlTlTklJHnlum/putnF09HX9F73CzJdK+BGpLRVxyCnhlukcDPL1jqocUlA5cp5yzSFUw0epGq6fekI1dnNu6HLvFST3lrZXirpqkzLEtBJK1Wm2LzaXrzCBNh3dEmAg34Gu+x2m4zxxzQR0pR0DrvmZTgjPYEP59beQ7sMAQUPI5Hs7cv8A29WVQm7PcLHVSfHdPPt96bOl/hrjW+22Poer+IrPR1MlNbTRUklNLUqIxIr9fK5iYKqTK3moxklpUQNufbJXfp74vtME0i9BvE9TJAD1qIkmGKozOI5BGUYhoKxVLMu/qYSpIqYN3cDZLue2Ki9P3Q3+Ho8iXcHIhos+nr2/w9FQnwW4HSk3fc9zhSdNHSZXcU8OWqn6Jp7ZbK6SPx+avFY7rHIXCbWip2CEFBksGGWCkordava87vO5c+fLs068iXfbt6mi24xjxhsfq9Z8i3j3Kj/rDfU1jLDVH2QsYSoTdrKw00ad+Rrx7lR/1h/qax5FvHuVH/WH+prHK1ftMcvU0GujTryLePcqP+sP9TR5FvHdFRn/APIf6mmVq/aMvU0GujTryLefcaT+sP8AU0hNTVNI4iqljDkbhscsMfGQNYyw9SC3pIiVGcFdo00aNGtXE1cSw0/Onj+BBjUZIC1ZWBgTiVe3mP4NNSUHOnj/AOEfmGompnhp6+q8YkRC8isNzAZXq0GfnGu+d0jLZxbw3ea+W2Wq5pU1dPvDwpG+5NrbWzkcsEjtxzIHadWKzYFbVYGPYovzyaq1tsfB1pudVeKCno4a6r3ieaOYgyB33tkE45nmcd/y6sNmr6FKuqPjUIBjiHtx3F/h0Bmh4uttw4jreGIoalKiiQv1siARTber60RkEsSnXQ7iQAesG0thts5k+nUHSW3heivlbxFSiFK+vRVnk8YJHIAeahbamdibioBbYm4nauJPyjQ++4fxxpyHMckk9pJ1Q+kPpPruBquKkoeE3v8ANK1EPFqevpKaSOKaSZZZ2NTLErJGsQOE3uSwULgs6XPylb+6tgPxSL69U3jzo26O+kvq4+NaK33emhmo6uCnrI4po4KmlkkkhnQMMq4MrqSCMozKcqzAgWjh68RX+1JdIXheKSWZEaJw6MElZAwbvyF1raCTaaEvJyamjIJPPmg/P8/PWbWbbbKMUkVxilUSSPuZ03EvIznswO1jy+DWbVFJDaaGGVSHWCMFWBBBCjI0Atbh7LW/hwvydVHy1D1vHdvo5qmE224TLRXams9RIix7YpJ44mSTznBZMzxJ5oLZb2pALCUpqmClnrFqJUiLzhlDMBuXq0GRnuyCPkPo1WKjo94CqrpJe3qrmK6S4rdWdOIa1FFUIuqDqizBVHV+ZtA27PNxt5acwWC18TQ3W9XOyJQ1ELWzZ7NLJDtqA2RujRZDIFBUrudEBIO0tgkTAJHYe3UBZ7Rw3Y6uor6OqleepjjheSquMtSwSMEKqmV22jmSQuNzEscsSTLeUqD33D9IPXoBzk+nRk9mdNvKND77h+kHr1jylQe/IfpB69AVPpG6SKvgKGOSj4YqL/USyU6rRU1dSU0vVu7LLNuq5ooysaqG2htxJAwM5Fnsl3gvVEK+lmilhaV0jkifcjqrEZB7+YOqxx5wBwF0l0iW7jSkoLrQJNT1IpKuKKaHroJDJE+1wRkMxz3EEgggkaslBLb6KLqhcUlJkZ2d5EySTk9mB/y0ArTnFJB6OpTPo9qNQNoP/wARr9y/6rtv62q1OU5zSwfBCn6I1B2gY6Rr8PRa7d+tqtUMb3lDz/GRewfd1vJ84G1V90zfhZP0tJUYU3CfIB9hiHP/AIn0rVfdM34V/wBLSMOIaiSfbu6xEXmxGMFj/wDt+TWmlNQr3l4nnqUlCvd+JAwcTcaPx6OGjwwDZesYm6CNtoVYOsOAfNY7njj+FhJ3LjVxoCGukRxjNPKcY/pRenUeKqQE7RjIKnzzzHo7Oz16Vpbh4vWpUtGGCxPGcvkkllOez+idXsxSS+pF3MUvuNJLnexx8LYBW+JeJiQJ4ofFdnnbpTUBNvWhxGgiLA7WZ9rAbhatRP8AlDGR51OCPRuz/drB4hj7fF/7X7NT19L7kMxS+4l9GogcQxnsp/7X7NZPECD+T/2v2adfS+5DMUvuJbRqIHECH+T/ANr9msniBB/J/wC1+zTr6X3IZil9xKns1wy/XvjuDpSipaGl4ha0+T7tmWO40cdmDCoYZqA0DVa1QzGI1STYy8wOUpHXf8oIz/J/7X7Nate6c5LUaHPbn/lp19L7kMxS+4dXnnbXJXBLxHHo89dQA7vk1IVt4SspjTrBtJZDnd6GB9Hwaj+zGO706oYucak1ulLEzjOScWT8dQtNY0nfrCI6VXPVxNK/JATtRMsxwD5qgsewc9UToz4q4v4iqra/EdLeaVpLHHLUQVlnlo4+u2wbpCZIl2y9c1Shi3HCRxsFAYNJb6a9rTUsUDQgmJAmQ3aAMZ7PQBpVeIYiSfF/7X7NXo16SX1IuRr0kl/MS2jUSeIIxz8X/tfs0LxDGT9z/wBr9mp6+l9yJzFL7iW0aiTxBGOfi/8Aa/ZrA4hjPZT/ANr9mnX0vuQzFL7iX0aiTxBGB9z/ANr9msDiGM9lP/a/Zp19L7kMxS+4l9RfEz1EdmmkpdpkV4tqtIUDeyKMFgDtBzzODgdx1qeIIxzMH9r9msf5QRNyNMCPhb9mnX0vuQzFL7jmPQdd+NLglYOK6bieFfLlwEH+UdbRS1Wwd0C0cEaGjDF+raUtKQAclDGddHvn3XF+D/v0sL3ApytIoPwH9mmNfViumWVYygVduCc559vZrTiKtOVNqLNVetTlTai+I30axg+nRrm3OeWKnB6iM8yAo/MNKZZeQJ5nIGSNJ04HURnsOxT2Z7tci414O6YJOket464S4pqYLbb6K2x0VoerdqesbrKlK3dCZVhDiKWN0LJlpYoQZFRXDd252zsIdv40m04++0K7x52KeQycHOuDeO+GMyJG9n4FVOpEjTRmRnYiEFlVDIBvMkoCgsEBpTk7ZQVk57L053vh2mh4rqpN0F7pmq6Sx1HkuqrLWtFhtksdQxjk8ckDsqzgGOEoGO/zpB2tZS3MZGkzLJz89uR9OvPHEi+FzcLVcbRY7bZ6NKuGalpJhVbZ6YPLOiSmo64tlKY0rghSzTrMfMTYWe8UWbp5fj60XXhKaujoqejsZr4q2qAjlhHjyVyrGr9U9WOsifmdhYQkllQ4B8D0HGxyc+jWZi4292vMnEVJ4W/FtluXDF1FusVXJaKupoqzh+slpzLVrRVKJE0u8NEfGp6Bk5gFaecscHGrtwHB0vydId0quK6qtW0rJ4uRAYfFKh0lqxHNscNIoemNtyICo64TAjkRoQdekd8jBI5+nSRxvLKSQSOZ5/3fFoxuA3M2Oz4c6MFfNx2fDjQkyrMuAoPaBjOlllJyBnSBAGBnl+zHq0AkZxkfEdAOi7Z7e7URX8VcO2mpNHdOIrbR1AUOYqirjjfB7DhiDp+HPI5bsHd9vh1496ZefSbf+efZ0/VJrzPSjb8uj2FhiIQU3KVrN25N6PQ9P0V6PR6R4uWGnU3FGN7pX5parU9WDj3gvH/TGydv84xfW1g8e8FYyOMbJ/6hD9bXjJrBcY5TTBY2mWMyvErDdGAu4gj07cnAz2N3qwG9Rw1eKepmpTSGRopXhOw5yVkMeQO3BYYBIGdeM/iJj7Xyi9X/AEPafw62e3ZY3j+F/U9lDj3gzP8A0ysnZ/OMX1tYPHvBcg2LxhZtw9Fwhyf7WvHJ4UvO+cRwRv1CkuyuMdhIAzg5ODgY57WxnB1H1dFUW+oNPVRbJAByyCPnHI/J8Wsan6jY2kt6phEl+X/Qypfpvgaz3aeMu9LL+p7rVhIgdW3K3PI5g57/AIdV6zknpGvuf5rtv62q0p0fsW4E4ezzY2mkOc/7lcaTsw29It9Hotdt/W1Wvo1Wr18cLVtbekn6wk/9T5rSp9Q8TSv9Mbek4o3qvuqb8K/6Woe48TcO2espbbdb7QUdXWkLTU89SiSTkuiAIpOWJeWJBge2kQdrDMxVfdM34WT9LVG466JeGOkWsNbf5KxZVstbZoWgZFNOKmSGTxiJipKTxtAjRyA+Y3PBIBGiov53/wAzykknUe94l0AJbaUKt24YYPzfIfmOm9zuFustDJdLxX01DRwlRJUVMgijUsQBlmwOZZcenIxnOuL1XgjcCViT054l4mpYKiSWVo6KphpkRpZ2nbq0jiAjAkShKhcbfJ1MBj2UyyfDvgxcD8MWmrtdtuF33zvQzU9YxgaajkpK810XVEx+16/qyytuDCJNwPMk4xXNkOMVzOq0VfRXOjiuFuqY6ulmXfFNA3WI6+lSMg88jl3jUUeOuEBVWWiHEdC8nEMBqbUUlDJWRAxjdG481s9dFtAOW3jbnnjmfEngs8O8WXipv984y4kqa2sqhV1DFaMLM4jiRA6iDDrH1KtGrBlUtKMbZHUl08FrhS48P8P8IR3y40lnsNne0gU6RR1E2JFeKRmVeryPZTIDGRKZPOyAyvKjG6uwowfM7FcK+htNG9xutbBR0kW3rJ55VjjTcdq5YnAyxCj4SBplQcT2C6Vsdvt91hnmmoYbnDsJKTUkpYRyxv7WRSUPtScebnG4Z5ZD4L3DNHe6W6Ud/uppkqTNU0M4janaMOsqJCqKohKSU9AF5Fero0XblmYuOBfBs4f6Prvbayy3qqlorRHH4pTT0dNIyS7ESVtxjwocQxNmNUkDtMd+JCojdjzYcYW4PidfHMZB0aAsmBlCfk1na33p1hZmtXZjRrO1/vDo2v8AeN82oswY0ayVIHYdY0AaNGjQBo0aNAGq/wAfcYUXAPCNx4vuMMstPblRmjixudnkWNF59mXdcnuGTz7NWDXMfCX/ANSPEx/o0f8A/Ng1oxVSVKhOce1Jv0R2Oj2DpbR2vhcHX+ipUhF8uEpJPjy4HOP3atsPP/N9Vc/+8V/w9H7tS2f9n1V/6iv+HryxkgcvR9vi10Ck4J4VqrnVluIrbTWui8+nqJrrFurotrlW6sHcjsUAKnBXrAOTLh/G0Nr7RxF9ya9Efq7H/pf0J2ak6+Glxv2Sm+y3j28VwS10Oz/u1Lb/ANn1V/6iv+Ho/dqW3/s+qv8A1Ff8PXE7hwTwwjVclHxbQ7YlM0X78gKuvVuxjA6wtuVwkeDzcksuRqRqeAeBgbjV/wCWNtgieomio40uET9TGKlVWRhksyiLe+MlnAGCDyO+OO2rL969jmy6B9Ao2eWnx8an9f8A5Z3Ot/u1Lb/2fVX/AKiv+HrpXQ50123pf8qLSWapts9qMRkjklEqusm7aQwA55RsjHo59uvEPEdto7ReZ7dbrlFXQRBB10UgkQsVBYBhybBJGcDXoTwK/u7i/wDBUP559bNm7VxlbGRoVpJrjfguRx+nf6c9GdldGK21dm0ZRmlFxblLnKK4pvRnqXB9OjRgaNeu4aH5h6zwXoWGAjqIyPvR8XZqOqKiresljiqWhWFlXzFU7sqp57gce2xgakacjqI+3OwdnxajHwK6sPbiQH/2k16A75qGrk5Lcphjs8yP4R978entJR1VRB1jXap5llxsj5gHv83VS4Uob3Q1188qLWGnnrnmpHqqrrXZWJJCqHZUjUbVUAIcDBTI3yXe258VA/pv+kdAJ+TZ87hdajPp2x/V0eTqjni61AycnzI+38XVGobbx7R2apoq2G61VQ1dT1ayxXFC7NG1OZgpeVdsUjCdhHkAJ5pADBBaOFqe9U1Zf/Kq1nUTXRpqA1M6yewGGIEJtZti9YshCnGAw5ZzoCRFtnUbRdKjBGMbI/q608WJdojfJd6ruKkR7sHOOW3PPB/FPo1Ja4701cPXq+XSkhtdhluMcM9nqXiWvrKARmKsmbrutplYyGElJeofCsVDZDKgIHUo6SWZBJDeZnQkgHbGwyDgjkvce34tZopzVUVNWuuDPEkrD0EjJGmXBiVMfD0K1bO0pnqmJeFomINRIQdjc15EacWc/wChbeeY/esXPHL2g+3y6AdecOwKfjP5tAJ7GAHP0YzrO0AqGbaTkjB+32OsHmDnv7uegMAYJJbOeXZryN00UdZH0mXuRqOYLNLG6HYfOXqk5j0jt5/AfRr10eTHAA7ezQRjBxj+7XnekmwF0hw0cO6m5Z3va/JrVano+jPSGXRzFSxMae/vR3bXtzT7bPTQ8U03EnFFOH6hgjywmCSQUcfWSIV2kM+3cTjvJJ+U51k8U8Vmd6lirSvnc5ooizZfdzO3PI9n3uMDA5a9q8vSPn0HHePn15Rfp7XXBY2X+X/2PWP9Q8NJ3eAjfzL/ALDxYeL+MTCkHjBCIdw20kYO7DDOdvMje2D3E57QNRtwqrteqxq6vjkedu0rCFB+IKNe5fkx8Ojmefo5/Jk6xqfpzVrR3amNk14xv8jOj+o9HDy36WBjF6qSXwIPgaCWn4KsFNUQvHLHa6WN0cEFSIlyCPTn82krP/rGv3P/AKrtv6yq1Yvk5ejVcs/+sW/Y/mu2/rKrXu61LqMtSTvuyS9ISPAUqvXZmpa1439ZwN6v7qm/CyfpaRpUjkrZlkRWCwxEBhkAlnz8+B82lqr7pm/Cv+lpKhBNfOSCFEUIJ7j50nL49TQ44jj4nmqPf+ppSXCzV10rrTSpvqbd1S1KmlcIjOocASFdjNtZWIUkqGXcBuGZ630NDIjs9HAx34yYwf4q41AUnD8FJfK7iATyvPXRRQPGVjCqsZYjmqhm5t/HZ9uTt25bdZrWD1MgLBj1uc+nzRrpWR0bIhW4m4FSO7zGpo9lhR5LgRTk9UqbwzDzfPAMUq5TI3xuvtlIEjSTcPV1ZVW+lgp3qKNY2nTxfG0SAlOZGDkDPLUHP0Y2hxfBTXS503l+KWCq2PGwEUjzyFFDo2B1lVO4JyQXxnaFVZmz8OG1XGpub3iurJaqnp6dlnEIUCIMAw6uNTuJZickjnyAAABLgN1X4D/ybb/eFP8ARL6tHk63+8Kf6JfVpzo0shZDfydb/eNP9Evq1jydb/eFP9Evq050aWQsht5Pt4/kNP8ARL6tU+t474XouIl4Yl4erjUyU1XUipS1ytRIIJNhSSqCdVHI2GZULZIU+ld14Oud3ToiguXFDcVGvHX9TVQCnLS+LOJpN4kkgEnVvKmSqyFcgMfQu1ZDdWhcbtRUcNC8kVJDG4dMMsYBHngahdWC9g+TpCfv4/011Xx2a5uNVpL8HOxitJBo0aNUioGjRo0AaqfSrwZVdIPAF44Qo6yOlnuEcXVSyglA8cySgNjngmMKSM4Bzg4xq2aMA6wqQjVg4S7GWcFjK2z8TTxeHdpwakufFO690eO/3HHSUOziDhn+s1H+DrH7jjpL/n/hn+sz/wCDr2Lo1x/7vYHR+p9R/jX0t/xIf5EeOv3HHSV2eX+GP6xP/g6P3HHSV/P/AAz/AFmf/B17F0af3ewOj9SP41dLP8SH+RHjr9xv0lDmL/wx2Y+6J/8AB12HwfOhbiDolN8n4guluqpLp4usaUTOyosfWcyXVe3rOwDu7eeB2TRrdhtjYTC1FVpp3Xicnbn6odIukOBns7Gzi6c7XSik+DTXH8o1+TRrbA9GjXUsz51xLBT58XjPYNo5+jlpGWhDzPLFJt60jcCgIJAA/MBpzSUk8FNFBPOJXiUJ1m3BfA7SByBPwctK9Sfvhr0J3yP8QkA82pH0X7dLxCopYxGJYyMk84z2k/HpyIWyfOGDrDQO3MsM8snQGhkq/dIfoz69bZrfdIfT7Q+vWxiYjtGlNp/JjQDVpqpMZkiOf92fXrKz1bAgSReg+xn163kp3bGCvI6wlM65yw5nuzoBNpasAESR5HYAnL8+k3kprXb2lkZo6aigJJIJIRF7fhOF07MHdkY7taVNFHWQSUtSokimjaJ1PYUYYI5fAdARUXE1hqI2lW5wKIUkZ+sYIYwntsg8xj8xB7CNKf5Q2MTNT+VqUzJjcgkBbnjHy5I+cenSkvDFnmqDUyUUZY7QcFguFKEebnbn2OPnjmFAORy1rS8K2WinWopaFY5FREBEjkEKoUEqTgnaoGSM4HPOgEoOI7LUVFPTUlxhqHq3KRiFw+MIzknHYMIfj5Y1vS3+z1g9hrYgQ5jKFwH3bguMZz2so+Mj06zRcKWa3TQz0dKY5IP4M9fIwU4YA4LEHAdwAezccYzraLhi1QVMVXDAVkhkaVCXZ8MQVxliSFAJwoIUZ5DQGr3y3Rs6ySMiROUMhjbqy4IXaGIwTkgYHfy5kHWk/EtgpUZ5LtTYVOswrhiRtD5AHM+aQfh7tOhYaBahqlY33M/WFeukEe/IO7ZnaDkduM9vpOWg4PsxASWnaRcSZXrGVWLszMSq4BOWOD/F5YxjQA/ElkWWKnSsWSSWTqgI8vhsheeM45kDn359GtxxBZ+oiq2uUEcUoBBMgwM8uZBIHz4+HWRwpZRIZhRKZM7g7SuWU53eaScrhuYxjBJIwTpObgzh6eIwyWyLa3V5w7qT1aFE5g55ISvxE5zoB9Szx1dNDVRA9XOiyKSOeCAeeoKz5HSLfs91rtv6yq1ZIqRIIkhhASONAiqCcAAYH5tVuzRunSLf97Ak2q29nZ/CVWqGN72h5/jIvYPu63k+cDer+6ph6ZHP9rSDRRyY6yNWx98M6sVTaqepkMpLIx7SuOfz6R8hU/u835PVrCeFqbzlFnAnhqjlvIgfFaYdlPF+INbLFGo2rGoHoA1O+Qaf3aX5x6tY8hQe7y/k9WsctW19zHL1dfchNifej5tGxPvB82pvyFT+7zfk9WjyFT+7zfk9WmWra+4y9XX3ITYn3o+bRsT7wfNqb8hU/u835PVo8hU/u835PVqctW19xl62vuQmxPvR82jYn3g+bU35Cp/d5vyerR5Cp/d5vyerTLVtfcZetr7kJsT7xfm0bE+8X5tTfkKn93m/J6tHkKn92m/J6tRlq2vuMvW19yECIDkKB8ms6mvIVP7tN+T1aPIVP7tN+T1ah4So+1r1IeFqvt/6kLo1NeQqf3ab8nq0eQqf3ab8nq0ydTVDKVPAhdGpryFT+7Tfk9Wq/V3Cnoq+upp6OpNLQsIzUJIo3SFEcL56qg5Of4+crjGWALJ1NUMpUFtGmdw4i4dtonNR5UJp5TEwSNDnmwDduApMcgBOMmNvgypW3myW+uNuqo7mkpQuhKxBXUMyghicDJRu3GO1sDnpk6mqGUqeA40aSjraLxG01jpVSPdaPxlYYXiZ921DtUEjdkuB5ufScDJCtVPRJRU1dSTL1dWzdTLV1Cwwuozhg4VshgNy8uY58tMnU1QylQNGsSVtrgMvXxXBBH1xVswkOsRIkdTu9qCAMtt9uvp0yPEFnHWjqa0FTiMGSA7/ADEbubPbJgbd2cEjIGQydTVDKVB9o03oLnQTovja1MUrMsXVx4b2RmcIp3BSC2zkGVe0Z7dL2CttXEVRUR0DVQjpxhmkCg7viGRjBUg/Dpk6ngMpUM6NTXkKn93m/J6tGmSqaoZSfgf/2Q=="