We are able to run trillion-dollar deficits because the U.S. government has a dollar-printing press. “Guaranteed” high investment returns.All investments have risk, and investors should question any so-called “guaranteed” return. Be wary of anyone who promises that you will receive a high rate of return on your investment, especially with little or no risk.
Token velocity is an indication of how much people respect the value of that particular token. On the other hand, if people quickly sell the token for another currency or fiat money, then that token has high velocity. Since its height in the Spring of 2021, Bitcoin has fallen to about half the price, proving how risky of an investment it can be.
But, in March, the Dallas Mavericks started allowing it as payment for tickets and merchandise. Dogecoin was recently used to buy a plot of land in Rhode Island. And Geometric Energy Corporation is paying the Elon Musk-owned company SpaceX in the cryptocurrency to launch a satellite to the moon.
- In this case, the investor trusts the exchange to hold their key and now relies on the exchange’s promise to return their assets.
- Included in the report are Ethereum’s upgrades, decentralized finance , and non-fungible tokens , which it sees as increasingly relevant to financial services.
- Both CDs and crypto can be valuable, effective investments, but in order to get the best out of them you need to understand how they work, and the risks involved.
- The Chinese government ordered crypto miners to shutdown operations and a crypto crash quickly followed.
- Is there news driving the trading price of Bitcoin and other cryptos?
- Unlike most other cryptocurrencies, Ripple doesn’t need to be “mined”.
According to China government media, more than 90% of China’s bitcoin mining capacity was estimated to be shut down by late June 2021. During this period, the price of bitcoin dropped significantly. Before we dive into how to invest in cryptocurrency, it’s important to understand that there are good reasons to get involved, and there are poor ones.
Many cryptocurrency projects are untested, and blockchain technology in general has yet to gain wide adoption. If the underlying idea behind cryptocurrency does not reach its potential, long-term investors may never see the returns they hoped for. The investing information http://gregoryrwdv355.bearsfanteamshop.com/crypto-is-a-good-investment-if-you-stick-to-the-facts provided on this page is for educational purposes only. NerdWallet does not offer advisory or brokerage services, nor does it recommend or advise investors to buy or sell particular stocks, securities or other investments. There’s already been a major breakthrough on this front, with the first Bitcoin ETF making its debut on the New York Stock Exchange last October.
We utilized weekly returns of the S&P 500 to reflect stocks; to reflect the return on bonds, the S&P US Aggregate Bond Index was used. Cheese announced that they would be partnering with the Flow blockchain. Cheeze is a photography-based NFT Media and Entertainment company.
Let's examine the pros and cons of investing in cryptocurrency. Social media is abuzz with celebrities supporting one crypto or the other, or pulling it down. Try to understand the project behind the crypto token you are interested in. For example, you may have seen several ‘meme’ crypto tokens, some of which have posted astronomical gains.
Company
Look for a savings account that won’t charge you fees and doesn’t have a minimum limit. You can also research credit unions, which may offer https://www.thetimes.co.uk/money-mentor/article/cryptocurrency-good-investment/ you more than banks. PrimeXBT products are complex instruments and come with a high risk of losing money rapidly due to leverage.
Cardano also works like Ethereum to enable smart contracts and decentralized applications, which are powered by ADA, its native coin. While early Bitcoin users were able to mine the cryptocurrency using regular computers, the task has gotten more difficult as the network has grown. Now, most miners use special computers whose sole job is to run the complex calculations involved in mining all day every day.
This news spilled over into other crypto markets, as traders worried that selling would beget more selling. Then late in 2021 the Federal Reserve decided to reduce liquidity in the financial system, and many cryptos have been on a significant downturn into 2022. That volatility attracts traders looking to make a profit, but it’s nerve-wracking, especially for new investors looking to get started. And traders can expect plenty more of this volatility in the future, as new cryptocurrencies emerge and others fall by the wayside.
The investment website they steer you to looks real, but it’s really fake, and so are their promises. If you log in to your “investment account,” you won’t be able to withdraw your money at all, or only if you pay high fees. People talk about cryptocurrency transactions as anonymous.
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oDdw9tCfygNt+WfgUhopg9rXDMOAII3Zi6343uRy80droXjCXYEmAlo2pqM7NXMWgYlisOCuhLRoClaTu2e7j+O1csjkpRSduz3cfxwr0KbPTDlhZcsLMdMjmCaD0VPM6ohh2Jn8qXy7cr7mZ21L2kjy0XPRkpGs2WEEUQ7Xb+aq/wDZpvmVRdiBRDlquXiyGBjTzCaVz3fIN8St7XV+aq/9nl+ZVf2IQzrfc0fpqU2PkZnnG8sT0AqT7LiYimpBwdPLfwU7gPjHxq7E1aR6OU1WGtqYWTNjJdG2UbQY5w2S4WO+2SpF07HZI7otHLq4kLqCiJ3mkork7yfU8eZT+kaGlZGxkcbQ1kbWsijbk1kbAGsa3oAAHgSyqyy4R5W0Rg5LHxCMhFX1DWDmjEkxj/yFq9UryzTSf/6lw/793yJK9TJ2Z3X4MmkSW5L3BbMCb9IcREEE05FxTxTylu7aEMTpLX4X2beFeDdJ9O8QrJHSTVUx2ySIYpHw08QJuI44I3BrWDcMicsyTcqsMbkMz51i+56Q7FuEGTFZePqrkgeZrJKiRw8Jkb4leCoXsMGkUlZfeamM3O8/gzLq+kZfMw03+2v/AL1PN/ZpzkOw8A+wxIi3tg6hF+v+K9D4W+8UZO8xxE9ZjaSmzSjRCjrCw1VPFOYg8RGdu1yYl2TIG55B2wy/uQnqJgAAAsGgBoG4NaLADosFDlcUvYtDG4zlL3r/AICWMOBaRcOBDgdxa4WIPRYleDKh3JSyxd5lnjz/AOjK+PP4K97BeAdKpPw+u6K3EvNXThP0r5Zh+JRTUf2SLAgHHcF6B7HWl2RVHifUviAn+dUDoPm/wL0Bqqr2wyFriA2YBu0cgJGm8dzwBu4dZCvqUL+HOkWwqH198oyvhfmGPjp+Sf7HaimeZGg7gRtNJ90FfC4cdweGpjMU8bZGH2Lt7TuDmOHbMeLnNpBWNOjrtWH9swd/h8rH/MoxrTxeE0NQGzROdsx7LGSMc4kTRHJrXXO5RPSXVM5l3UruUbn6xLYTDoZJk2TqOyetVlWYM4OLXNLXNNnMcNlzTzEHMFWSKuQ84BWXUphKiuB0RapVTtyVxQoshZRZAEYQtQVkFZzQbIWFkoALoQguQSkZutSVq4rUuUFkiquyLxTZgjiBzleCQOLWZ+myoyNl/t0Kx9flXt1bY735Jm4cC43z6bBQGMZ+DchsEuQpm5pzohbw8VyRtz8XWftZOVJGd5WXIzXiide0siRIkJemA4+dZ2jYmbxu604UnuitKaZnOE60wa7dY+JUaHRYvRudwcD0EJxhD+hctLTjm8SdKWHpS6GPg1YXDh866oZOdqHQHnW8b9nipURd2dlMxp3ebIp0pmJnjmvw8O5OFFUc+Y6N60wEzQ88kHNIPEEEdBFj6UzaBTWbJATc073NHPyZO0zrsCB4E+0RBCj+GDYq380zb/32H02PmW3D2cvVLiyVtSoKRASsbVpOe3Yo0LSZKBYlarohrga55lihkPKR++RfHalpKW5S1DS2ez3cfxwmJozODZ6ZchqHIash1DzfqUnecbmBc4tvitmucS0WmNrNJtkvR6856k/z1P7rFPlnL0YrS7KQ6Ihro/Ndd+zy/Mqu7EQ51vuaL41SrS1z/muu/Z5fmVU9iLJaStbxMdK4dTHzNPxx41ePkYuf+4j0Iqn7JPTGqoIKZ9LII3SzSslJYyXaY2LbAtK1wGfEK2FRXZit/BqP9om/dyq41ckXytqLobdFMS0orKeOpgngMU23ybpG00bzsSPiddhiy7Zjl3uotL+/U3/1foVOux5bbCKP3NT4jWVCnytKdN8L+gqOK4p7pf1PIOg8NSNIIvVZBqRV/hbmbOw6bknXLeTAba1twC9fLzBQytdpMSP/AHCVvhjD43edp8S9Pqc3p+Cmk/i/9mRjWwfxZiH7HXeemkC8MYfTXK9z62fzZiH7HW/u8i8R4QNyZpjN8RdUenOxOg2aaqHPPH8g0K51TXYsTes1TeIkgd4HxPb6YyrlSs/nZr0TvDEo/soNYFbh0lE2klEYqGVxnDo45towvpBHYzNds2Er92+/QmnAKjSupgiqIp6cx1EbJIi8UzHGORoc0uaYe1NjuXH2aEd5MO9xiXx6FXRqfbbDMPH/AGlJ8i2ytxGCdIWk55pRbaSrp/gqw0OmPf6XxUv0K88V9NL6pqOWsZvVFV6qLbbLqn1RJ6oLdmw2TLtkWAGeS+grV4Q0iqAa2rcNzquucD0Oq5nA+dO00tzfCM+vhsiuW/yx70Hgs/wK26Vvaqs9DXAuCv3VTAxxlDmtdZsZAeA+3bOBI2hlwV9TwL+H8pob8E05lp7NkBliFgM7TRj9Vxye0e1d4wrFwDHYalu1C8OtbbZ3MkZPCSM5t69x4Epc4ZD3qLwxs/gqh1sXp6xr4PWXNhiLTABGL7ct7tbYOBsLg3B4rD2dfmPZdKiOs3AWSwumAHKwNLg8b3xMzfG72wDbkcxHSVKqaTaa13tmtNubaaDbzrl0hI5Ce+7kai/VyL7qEWaspDDngp1YoRo5XE28CmdK64TRAuAhCEARMFZuk7rN1nNQpdbBySui6AoUc5JkrBK1JQWSNrrVzli61kORvusb9SqWSPMGn1ZyldO697PLQehoDfTdNtOzPqWcedtTzuGQM0gA6Nty6MNiufD23UqZGTjVs7KSlvmV3iJLtYs7KwuVs6KVIZcUq9nLeeACZiyV2e7mGfispHHRC9zcuOey0bRA4X4NHSV0NuPYW6C4DzNumqVdIW4W+WRyKOXiDl4PEnDDapzfm579Nk5vLvaeJw+eyb31FjZ0bx+t2pb4wbBTub9Cdqj6k0wLEdoC+RHHgerpUjidcX4qB4ViLBa9xusSx1uu4FlIKfF4zlyjfC4A+Im4SZR56NMZX6klily60k4gXJzzXNSyggWIPUb+hYqnE5fa6lckvg7KSvaT1c+Xi51IMOdG4bxfxEdYUJmwu4v4ujmtbilKajlAyzHQbOtz3J8y0QjEyZJyLLpI7ZKNVuVRG4H2diD+s1wyXRohXuJDHm5sdknnG8G3FGLwj1RHwO2OrMHNPguTFmdxZK42pYMScYS4K1nPRiy0cldlYLEEMRAS1IO3Z7uP4wSbgsRS2IPtSCBwOyb28ysitno5yGqp6vWvK0XEEZ63u/gmGo15ztOVJEf8R4/8UnazTvQ0akh+OZ/dYp8s5ejF5Q0H0kfTVb6sRtc6Q1BMTiQweqXl5s4Z5XVhVWuudouKWI/4j/4Kzi2UU1HssDXL+bK79nl+ZectR+kwoqxkjzaKVroqg+1jkLXCSw9q9jCegOUl0y1yz1NNNTupYmNqGOjdI2R7nMDvZBpbYnJVNSVIBATMcaTTFZZW016HuyN4IBBBBALXNN2uaRcEEZEEcVHdYOhVPiMTYajbtG8SRvhcI5GPDXMNiQQWlriCCPQqU0D04qqZgaxwfGN0E4LmNvv5NwIdH1A26FMBrsDe7pHX/wClKCD09uwWSnFp8DtykuS0cAwqOmhjgiGzHAxrImklxDW8XOObnE3JPEkpv0/0pioKaSplPcC0Mfsp53A8lCwcSTvPAAngqwxPXs6x5KkAdwdUS7TQeF2RNBcP7wVOac4/U18gkqHl+zcRRtGxDC0nMRRjJt7C5NybC5KmMLfJGTJtXBtqcq3y4xSyPN3y1TpJDzyS8q95+E4r2cvF2hL3UtRDUtYHGB4e1jiWtcQCLEjMb1alZr7nb/ykJ/xHj/xTsmOUuUY8GeGJNSfqWtrZ/Ntf+x1v7u9eK8BhvZW3pNr3qKmCenNHE1tTFNE6Rsr3OYJmOYXBpbYkXvZV5o5S2srYYuPYnVzjlacS0NR2kDaOptIdmKpa2OR57mOQOvDI48GglzSeHKX4L0mvIjmiyetHtaVbRAMaWzwtybBU3JY0eximaQ5g5gdoDgFbNhc/qRTSayOL6JdeheusXV/S4kIhUiS9OXmJ8D+TfaXYEsbiWkFjuTZwv2osQpLh9I2JjI2DZZExjI2DMNjjaGMbc5mwAVFM7JJgHrlBJfjyUzXN8G2xpTdjPZKvLSKeiDXHdJVSmVrTzmKFrdr4YWfwp9HQ+awr6k+X9mW5rg02ZhtHJMSOVeHMoYTvlqXNs0272y+248zecheIsOa5xuSSSbuccy4k3JPSTcp30u0hqa+blqmQyP3Nv2scTL32Io29rGy/Ab95uurAaHoWvDj2HM1eo8V/ZdEg0JjIeFe+rWvEUo2jZsjSwuO4OJDmE8wuLf3lUGjkADgrDpG5I1CD4e6v8l5KO6U6G09W9kku3tMGz627YEjNou2Xix4k5ixz3qC0mmdRTi2UrBuZNfaaBwbI03Hhulna5A3uqR9/1JWkf5mBYNrO1vTLVaLZDhuHMBkAojrgxttPQzXPb1DHwwN9k58zS17gOZrC5xPQOcKE4lrpeQRFShp4PneZAD73GG3+Eqz0ixaoq5OUneXu3NHcsjaT3MbBkxvp43QokuaM6NDMKwaHcoho9QkWUzpmZJiFCy2CLLIQQQxZQgLOajKCsIQyyBaOKHFaEqrLxQEpITtdcNc1xAOTSHHxAqsNY+kj3SuhYbMisH29m/jfnAUMhxBwNwS1w3SMJaQfAsz1CTqjoR0LcNzdWRTGARLMbZNllu5xA7YyOyF+6d1LvwKUfwtn6ElpBhxvyndElxcTnmTcu613YFCLDpCvKalG0Zo4ZRnTHaOS+4H0LixKrmae1iDmAXLi6xvncWThE2yQxEnZPn6r5+ZZItbqo0zi67YpO8Rttx9m7iX8T48h1BNT8WY09s8N6htu866cZgcXnPLaN+q6b8RwIPAsQNm9ri9weBtvzToqN8lJOdfSO9JijHtuyQOtvD27GfNtZZrWOsa69xZw3t3+LnWmCU/IxPZYOMndlxs0AZANZw603xM2SbkHmABuM+dTOMf4Scc5V9Q4v2RZzO19u3eCfbAcCu3AasvObHkHd3J/yuddR+SpDXWJzsTs8bAE3PRl51L9AqW9nHfwt1quRKrL4ZNtpPgfJsPiABdFsk7nTQljPLFuxf8AvLlYAc2M2Qd0rnyRbXM6OKJwLmdJLQeFxmpfjFLysbIXgFr5adr77nROla5/gswi/wCsFD9Jqnk7uNg5xOwL2HQABwCtVK16kJ3JxdcCzMPkef8AiZWj2sebf/sGQ+dSvC6CUezv0yRhwPk3NVMnSgsks/beQRk07DRfPtRf0q5NXWPxStAaXtc4E8hPftwMnOiJuHAEb28yuoy9UKlOHSZ3MpzHI1zmcdrbhJdcC1yYiL+BpcehdddIx08diDtAOBGYtbnHTknTFqQuDNjf24AOVxkQL86iTq2KCoidO/YMhkYxxB2eVOwQHkZNuCczl2vj2wxLapI5WbO97g/6k+jSzVyRSAgFpBBza5pDmuB3EOGRHUtmSJgmzrWyRZIlWuUkmsjE6aHaN+q5Hs5Tk9hm3tbPKX7drbW2m27rffgm4qaaoPy8vvX+rGhukCim+TabVMD/AM0fIf8A6pvfqSaTf1WfIf8A7K3UJW9jfDiVPFqXYP8Amj5D/wDZKSam2n/mT5AfSq1EI3Ml44nnyn1YtlrJqTltkQtLuX5La2rcllyfKDZ/Ke2Pcrol7HBpN/V5HR6lHp9UKY6MVN8arG+1jPopP4qylLm0VWOLKM0l1cChgEnqjle3YzZMXJd2Hdttco72u63FQ+alDlcmvybZob/9eDziRVHo9hVTMA6OCV7Dukax2w4fqvIs7wJsXa5E5FTpDc/CAeCzFgg5lKJsPkjsJY3xk7uUaWX6id/gWoYFJVsYnYUANyj+LUF1OKoZJqZgVRMbxQSyD20bHOZ8O1vOtGN+5h1Mb6RDosHHMumGn2VLqnRSsaLmlnsOaNzvM26i1Y+xIIII7prhsuaeYtOYKbFJmPK5QVU0aTzLjkZtJUm6NlNoxvuxnrKEFcf9nJ+e1aFiNoeI0NtLhid6OCyzAQlzKFKiQ5tjtgLu3CsKh3KssDqPXArMww5LNqUdL4b6ik8N001eEg8E/LBasdHYRFHYGOZLU2CgcFJNhbNjVaA4qOkAXc0LICypoAWUBZQBC3LF1l6R2lmNtG5eguSdlsgkwStCVkrCqxkTz7jkpM0pO8vcT4SVzuj7XIJ008o+TqZG8C6/gJv86bsZn2GW6FzWqdHoZSTgvwcr5QW2PNY9YC6cNhAAPQEyYdGbOdwPpOQUipm2AHUmVSOfJ3I6owtZIr3vx3+JYDjc+ZKU54ec8Ului6jZsyIOaCd/cv8Adss0+MWd1OCS9RDgSuhlxcttn3TT3L7bibdy4Dj6VsZhxu09IL2+B0YJt1gK/m6BR29jbVUwHOuEQZp3qJG8XN/zegNuuGpmaO5u48HOGywdIa7tnnoIaOtMVoW2n1yNdTSbTw0DtjbaPtI7g2vzuIB6gOdWHojYFoHCyhuHszvvJ3k5kniSpjotk4dG9UnKx2KNJ+7J9phSAQ08m7kpoHTHd6w54bMT0NYS7wKD6T4AY2BttoR9o4v7YnY7Xa2ufJWhX7MlPawIs3aaeI2hcHnBF1xNpg9vJuzcxoF3b5IRZsU1/ZO2dlr+ZzbnJ7Vrq4mJ/TK2UrBo9C9wLtppyzabXHTcHxq28Iwpj2RtADBDsmAxXD2losCJL5Xzvz3TNUaP7L7EXF8uayl+ilEG8/Q0m4CpHJJcMtkxw8y7OzEQWMYNstPrmyL25RzW7WzfnsDzKNYJTh8rzIcg07bJLO2zO8EMdt52Ah/zKXaQRtAZI49rDyp2Rm6R8jAyNjG8XkkgDnIUVloeScZHjakcQ57fYsJHaxg8Q0WF+JBPFanm2Q/ZhjpPGy8OuOfyShrRYWtYbg3IAcwA3LAamzRnGRMHtLA10ZHcm7XNPXuOSdrJ2HIskdyM2r08sE9kjLVsHLC0cU0zOQryiVp8QfHcse5hIsTG4sJF72JaRcXAXKCtZCpSKOY76L43UOrKZpnmLXTRB7HSvLHNLsw5pdZw6Cr8XnzQpo9WU3RNF8Zeg0rIqZpwStCNe6zHkZEMksRkQQw2IPOvHdLpfWkD8Mqtw/5iXm92vYeI/k5PcSfEcvE+CMvbqHoUQVk5ZUW92O0z318r5HOe91PJtySuL3uIlpwNp7iS42AHgXoFUV2P0Nqt/wCzyfKwK9UZFTDDLdGzjxbCopw1srGyNY9sjWPzZyjL7Bc3c4DaJscrgcy7APNuA3AcAOhVr2Stc+PC5NhxaZJaVjiwlpLDJtubcZ2OwARxBI4rs7HysdJhdMXkuLTUs2nEudsx1MrWC5zsG2A6AFFcWX3/AFbScV1IyRpZI0Oa7umuzB6eg9IzCoPSqAU1TLBe4YRsE7zG9oey/TZwB6QvQS84a8pj/a7Yx+mjoRlzyOdEPQFfF2Kz8KyztXOibDG2omaHGQB0ET82NYc2yOae6c4ZgHIC3HdYIHm3DgB0LWKINAaMg0BrQNwa0WA8QWlY+zHEb2teR1taT8yXKVjYxUUKqP6aaH09awtmYNqxEdSwBtRCeBY/iL+xdcHmVJ9hrjUsz8Qa97njZoZe3cX+uyOqmyP7Y73BrLnjshejFaScJC4SjmhbXD9DyBpHg76Kokppe6jILXjJssTxtRys6HN4cCCOC4HzhWT2XtJsPoqgb3iogkPtgwsmiuejam+EqTbVmy6mHJvimzz2qweHNxXRIHShYBTLDUFd8MqcjDJHTILJLaK6I3XWeSUlUKYCPXGq2cIHahVdgw9cCtLCe58Cy6k6vw59nahZAWwWM7CMALNllCgkwshACypAELNllQBCZVwF+acZWpukjN1lZvj0dUSHBZhC3KAESFolCkyqstFlZ64cJN2zgZGwf7pu6/WPQq8x/MNI3EDx8y9AY/h4mifGfZA7J5nDNp8aoDEKN0bnRvHa7Th0sINlkywqVnUw5LhXscNHMLBlt7gb9Dc7eYJ8pxz/AGyTLDSbLxYgjh9udPLP9+tQ+hb8wo5y3ikSPzLdqzs0xR1GRavcudqXiN1UaIzNTbVHOw3ncnxzEy13aSNcR2o39F+KtErJHbQ02z186lmjbcx51Xuk+NzM2TC1hZbttobTr+AiwspHoNi7pGhxaWuBsYx220eBaN9irOMqsrGcdziXdo+zlI3tB7YC7RzludvMtKZ4eNl1wWHtSCWvjeBY7Lhm02uOncbhRDDNMmQPEWzJJK5wDo42kMhHsnSyOAaD+q256lJsRrAZ7tFrsi2xu7exv4bbI8Cep0hGTFbfsKVlNJbIsk5uUBif0AyRBzT4GBL4W2bg2JvS6R77f3RE2/jC6aXMjmNt/OnaKAb/ALfb+KZ3yZmq4EoMO7YPlfyjm/kxbYhiJ3ujjubvt7JxJ5rJn0yIbE53SRfpUkjChenAdIyKFvdTSSONuEYcRcquZ/SP0UV4qb69Tl1aQdpJIfZusD0NUsckcIoRFG1jdzR4zxKWct2lxuGNRfZx/ieoWfPKa69BMuSbnJSQpAvWpI5cpULMKy9q1hKXspJXKOjQk/hlN79F8ZehlQehsX4XTnmlj9KvxJy9mnSqkxDEfycnuJPiFeK9H+HgXtTEfycnuJPiOXijAju6h6EYg1LpF46hx+FP94k+VhV2qjdQEt6p4/6EnysKvJGbzE6V3C/uVh2TTb4b/wDIpf8AUXd2PAthcHu6v95lXF2TJ/Fp/aKX/UXZ2O5/FcHu6v8AepVX+H9jP/J+iwl5p15H8f03VhP729ell5e1+TW0hpBz/wBjeeseFbD2L1TqH7R6ictJo9oFp3OBBtvs4EG3jW7klVybLXOHsWvIvuu1pOfRklGgh+rXVlR4WZTSiUGdsTZeXk5YbMJeWbOQ2T645TReX9GOyDxardydNh1PNJsbbooGzveIwWhzyBJ3IL2i/wCsFIzrL0k/9kHkqj6VNljl6/8AaM0M+NKop19kzr7Mb/hKM/8AduHjpJz8wXnqjbcKda8NK8VqoYGV9AKSNk+3DKGSM5SbkJWcneZ7ge0c91hn2qg+CBbdMqjRyNfNSm2jup6VdrI10wRpXkVro5TdiMLV1WWGxLYqSli2Et9cb1q0MJ7kKtsGbd4VmYWO1WXUHT+G9s6wshYWQFjO0jKAFkIQWBZAQsoAEBZCEAQ05pJzEuAk3LKbIiaw9bFavVSwmVoQlFghDLJiar/WVo8XHlWtu0j10N3gj2VhwKsIhaPS5RtUPxz2uzzvU01iLZm9zbOzd1zbcOnpSjBb7cQrs0hw9pgmDGNDnsdfZaGl1s8yBnuVISZen+iRKG1GjxFKVpUbtKXY9cjSlAbLM0aFI6AVsxyQEnBIVdVsi/j+dCVl/EpDtDJnfzn5lrUMDt6jDcYNt+V8gtH42R13825MWGQr5qJ14rA1l/QE56GTNYdppILRfnAIIzIG5Q3EsSc826vEnZ8zmQdrcB7mBxG/dci/NdaYY+OTNPUXK4l94HI2QNebFw3kWNzwz506x0G93Hffiq11f4w1gY32Jt4MiS7oO5WVR4wx3EWsbnqsqSgNjmtDpStsB5ineB/28Vk0UpFsjcHd1JxZL9uCsmLk7FZnb/D6ExvhG3tjPtWtjPANHdEdbk6S3c0j22WXMcifFdc7YrHqyA5gMk/FjUnz6GXPmcIuvXgTlqg1Yin2ly4hTFyWw2nIW+kcZtt0ZmC59lOU8a5A1WTEZI8m8AS5kWgXDWVCmiekSnQl96qn99j9KvhefNXr71VP77H6V6DWfL2bdN5RDEfycnuJPiOXizA2buoehe08R/Jye4k+I5eMtHWbuoehRjDUK0W/2P8AHarf+zyfKwK9VS+ouO1S4/8AQk+UhV0Kcr+ojSRqFfdlWdlE+2GE/wDcUvpkXb2N774VAf16zzVUoTd2VX5rP7RSemRd3Yz/AJpg98rf3uZR/B+yb/1q+39yyV5X7IZ1tIKZx3Nbg5J6G1cjj5gvVC8kdldJbFrjIiloyDzEPqCD41bD5ius8n7PXDlz4l+Tk9xL8RyY9WulDK+jhqWEXe1rahgNzFUsaBPE7ms65HO1zTxUie24IO4ggjoIsfMlPhmlO1Z5D7C9v4xf+xTfL0a9eqsNTup6LCpppmzumMrOSha9gi5CDlGyFpIceUeSyMX7UdruzVnq+WSlK0J02NwhTKT7LuxpaQH/ANS4ge5ppQfjDxqhMLjCn3ZXaYNnq4qSJ202hEnqhzbFvqufY2o7jeY2MaD0yOG9qgej7SbLfplUUcT4jJPI6/A8whbh66GU6SdCtZymdEIWJIlrElVBAvhDbPCsjDO5CrjDT24Vj4V3Kz6jo6Xw5/UzrWQtrIssR20FllCzZBJgLKFkBQFgiyyhSBDSknhLFaELIbUIgLD0q4LRyC4kAslBWCVBJo4pJxWzitVRjooRm9KoXH4Nh8jfaPeAOYXyHisr5qFSusaHZqZf1y13h2Gg29KXLngY1SsZIpEvEfsU0l/2/iuummvkkOI2Mzrc7+q4cUO00jweNZnl9OfSuR8l8lEY0y0pWqGvkSMrbr2PXne/FJ+pnOIy/ond0BPzJDknDc4i28BPWSxKw32duH4IO6ccrDLdn1qUYS+BwMLmAsIBuDmHAg3B6kyHAJamIMjkIJ3tB2S6+4H224+bnUbk0Wq4SRtOF7X2SbnM7x4FOxvmzT5OFC0W9DgMZaXU7jZtw6N5BeAbXcCBm0WWcFleH7za5GybbWbbNyPA71x6tsBqSwuDhtNHbMkvaS4yZccScvCnrDsFlMzuVswkkdq7lA0iw7U2AdYCyvG65M+eCi+P6E10PeS033Xy48BuPN0J82j/AB+3UuPDIAxoaNwGV+JyzPTvXW3LM+dVq2Jukby1BaWhvST1HILoZnnzppoJNtzncL2b1DIEJ6a1b8cNqOdlyOTNHRhDRZZkSW0rmdszOuPYXWtS1XQmStnNIVxuhunF7U5aMaPSVT3MjLAWN2iZSWt2dprcthrs7uCtupC9rbo59F6kQyxSEEiN7XFrbbRDTcgXyurEq9a8DBcwTHqMfzuTQzVpUj2cHwn/AEaRq9V9S4d3B4XSfRpMnFmuCyRVJGcR15U2y5vqaou5rgDeK13NIv3e7NUXgWRHRb0K26jUtUn9JT/Dk+iWIdS1UP0lP8OT6JEdqK5fEa6NdXOkLKWQyPa5wMbm7Mdr3LmOv2xGXalS3ENc1PHvp5z7kx/O9Vri2Hup5XwvLS6IgOMZJYSWtcNkuAJycN4CZsUi2gneEpcmVauUeOh21za2oMQpDTRwTxu5WF/KTcnyezFtXHrbybna5l26odbUFDRR0skE73RuqHGSLk9giaZ8ottvByDgN3BVxU4QtGYfZSsKqhEtZNS3LvovGq7Iekbvpao9XI/PIvPWvTTRmJVvqmGOSNnIwRcnPs8ptROlJd625w2Tyg48F11uG7SapMCz3KywqLtFZa6U1Uhx1Q6XVeHvMkDu1k2eXppQXU8wbe200EFrwCbPaQR0jJX9hHZCUpAFTTzwu9kYdmphv0G7XgdGyqJwnD9kWsuqqw0O4K8sEZdkw10ocRL9m1/4UBk6ocfatgcCfC8gedV7rC7IWWVjoqGJ0AeCHVc5DqkAix5GNhLInfrEuI4AHNVTXYZZIU+GXKqtNFEz+ITkquhtpaYudc3JJJc52bnOJuXOJzJJN79KmuBU1gsYZg9uCfoqWwWiKo52WdmWoLQu7AMLfUTMhYWh8pIaZCQwFrXPO0WgkZNPBTT7kNZ3ym+HJ9CplkjHt0Vx4MuRXCLaK4exBjU4xzVjVQRSTPfAWQtLnhj5C8tG/ZDogCc+JCicLLhTHJGXKdlMuGeN1NUJYa3twrHwnuQoDSxdsFPsKHahJz9Gz4f5md1kALNlhYWd1AhZRZABZZQhAAhCApJIYHIJSV0XWU6FGSVqUErBUNkpGjlo4rcrR6qxiQk5YQ9yTMio2NUWJ1KqHWvEeVLh7ERuNt+yRsuVtzOVa6ygOWHM5jQeq7glt8jJR+krYu8+eXSiJ9+HUdyQrPW3FvAntSebmy61s127m+dRJC4sVmdz/YrWF326Qk3n/ZaMfb5utRVom6HejcF0z0wOYHWm3D357+v/AGUko5GgC/2CzzVG3DJSVM5cLruScDe1jldSqlxpj7bWybgAX32F7W+EUxVcbX5bIP8ABdWDYfmO03bjZNjkaQ639ix8DqPa5CwsBkMgBdPdNEMz1nw8VEMKqNnLd/FSfDai4PV/RXhJyfJi1DSHFkuQz6/nTdpLiXJx5d0/tW9AuNonwelLucALnhmfAch6E2VFGZX7R8HQOYLZjhbObmnSodNGKjtR4E/moCjTYuTF1w1eOcAnOfNIQocWyZcqCk3JgwGrc7epGG5J1UY5PdyjRrlo+REi453qYoTKVHUXqdalj6/L7z/qxquonp5wHGJacl0Ttlzm7Ljstfdtw61ng2zA8SJrigxZPqTPQaFTOj+m9a+qp43S3ZJLG2RvJxjaY45jaDLjwK5llcaOlCakrQISVa8hjyN7WvIPMWtJBz6l5Ri1x4qQPwkcP0EHN72pjFy6K5Mqh2PWtmvtiNU3mfH8hEUyU8u0pVqFndV4lPNVBsz5ad7nmSNmyXtkpmNcIw3ZadloGQHFX63CIO8w+SZ/KtKzbOKOb8n41yTq2zzAYQuaWDmHi5udeitNtGGTsiiYxke1M0zSxsa1zII45HPIIGZJ2Ggc7hzJXGsHhp6GpZExrAKeouQO3f6y7tpHnN7ukqy1K9hUvhsrfPCR5tjpgsvogr+1R4fE6hiLo43EuqLuexr3G07wLucLlS3+yoe8xeTZ/KiWpp1RXH8Lc4qW7tX0eVoqNEsVlZesNjG4nEwNa1pNDdjWhrTtSC92gWN1bxwmHvMXk2fyqz1G2nXZTH8Oc21ura66PHtbGFKNUeERy1sDJWB7HmXbjeLtdaCVwuOsA+BekcRweDk3+sQ9xJY8kzKzDb2Krzsf9H4HUzKosvOyWdrJtp+TQxrbbG1sntXu3jirPVKUHxXoWXw6UM0Vafq/1RN26EUI3UsXwT/FMmsDRakio6iRlPG18cZLHtFi07TRcZ9Kni5cWw+OeN8UrdqOUbMjLlm00kG20whw3cCFijkkn2zr5NPCUWklyvZHnjVPKDiFN7qT5CVekVSMuDQ0mPUcNOzk2Oi2yzafJd7o6xpdtSuJ3MblfgruTdTPc017Gb4dieKMov0l/ZEZ1rSWw6sPNBIfFZeZ8Kr9rIZnmGZ8QXq7STCGVMEtPIXBk7SyQxmz9hxG1skg2Nha9uK10ewGnpWCOniZE0W7gdu63GSQ9tI7pcSVGLPsVE6vRPPNO6pHnGjHbC4IPMcj4ipzhm5W7ieHRzN2ZWNeP1xcg87Xb2u6Qqxx/D/U0xjvdrgHRF3dbBJbZ3O4FpHnTfHU1XRmhoXgld2maIWjH3W6UbECEIQSCELIQAAIWUIAgQKLpJr0OesVnV2i11glcxlSjHqLJ2GxWkq32knIUPovFcnFK5JEpdzUm8JLNcUjQBVvrPd68BzMZ5ySrCdUgGyrDWJUbVQ/9XZHiaP6qsuisyF4pEHbxuTW5+z1X4fwT/K26bqqkvu8SrHJ6MpLH6o4Hyc328HFEP24rV0JB9I4JFlRnzHmP2zTlz0IfD5HBjrZ/wCxTlTTH7cyamG+/wC1l30LsvBl1fMlSQ2EnY84TLe4U10Vl3A/7BQTCni+RzPoU2wyQNDeffbcbD0qqXJpeTgk2I0oDm2I5/4WTphkdmjxnq359KZG4gHAE5BozLrDPPMm+aeMOpnTRlzSRC1rnSSHtXSnZuGR8zTYZ8y0xjRz5zv9GKyq2nho7lu8jc59rZHiBc+FPuFU6a8JogQMupSSijstkY7VRhnLczgxmg2hZMlHo5ncqaOWLJkXTFSW7sbsPw8NTgVqXLG0pcrFUlwJyNXM+C67Q1AapTFyhZzRUy6BElQ1ZRdhtSOrRGD8LpzzSx+lXyqO0R/4qn99j9KvFKy9mrT9MQxH8nJ7iT4jl4gweK9uoehe38R/Jye4k+I5eI8Edu6h6FbAhOtdJF2djzThtU8/9vJ8rCr3VHagD+Ev94k+VhV4qM/Ei+id4/2CZNP32oqs81NVHxQvK2010ijoqaWplBLYQ3tGd1I972xxxtvkC57mi53ZngvOekWuytqWSxCOCOKdkkbmNa6SQRytLHDlXOzfY7w0dSpCDfIzNljBU/UuzUTLtYbCed1V5qmUKcqAdj2PxXB7ur/epVP1E/My+LyL8HnzW7VluOQN5zhf+aey9CFebddB/H1P14R+8L0kVfJ0hOn88/yc2J/k5Pe5fiOXnTseNNpxPT0QLOQldM54LbybRgfJlJfIXjbwXovFPycnvcvybl5N7Hhn4ypP8b90mVsSuMhepbWSDXv/AIPXSjusvF5KWhqqiK3KQROfEXjbZtgi203LaGakSh+usfiuu/Z5PS1Jj2a8nEXXsUXq00tqK/GKOaoLC8B8Y5JvJt2GQVLh2tznd7s16kXkjUBD+MaU8zpP3eZet07OqaMuibcW37/4GDWNij6ehq54zZ8NPO6J2/ZkDCGOscjZxBz5lCuxq0knqqWb1RK+Z8M+yyWU7UnJviY/ZLt7gHbVr89lJtc35rrv2ab0BQLsSG2par3+P5Bqql9DZeUn40V6Uy61VGvOo2JqY+2ZOPgvjI+MVa6pvsij65R+5qvjQKkOx2XynDg9TtAJ3CjGjLsgpOxNMwLICyhSSYWUBZsgDFllCEAVex63Ei0AWQxc077SE6yoAWKGquk8QpC4JLDKUt3qxQdSVqXrLiklVl4oEhVuyW1VO1jS57g1ozLnGwA6yoLpJrHpmtLYXcrITZgAIj2ibXL+IHQootKaj2dOJYlsOJPBV9i9UXvc473Ek+FdWI4s+TN1v7uQumaZ6U2VSYXWwaCkmLohakSNETkmg5wmnEMODs+PRkpRyS5pKf8ArzIhkaCeJSXJEhTPbu6N+/JbxVEo9je+63nUq/s++dvnXRS4S0nP7eNP+YXqZnpXfBF6SukBsGH0ecqR4VV1Ljk0AZAFx3X6lMdH9EY5Dvdc+1HmvZWXo1opDFY7DdoWs5w2ndYvkD1KVlT9CssUl2yH6CaGzTbL6hx5MbJawAsa7O+Td8g35uyzGRVq1dOBC5jRYBjgAOay6IgErMy7T0g+hWjJykiko1FkfwmGwTm0pumOyFikqrrpnL4HO6LrUFFkEAQtQFhy3japFsysrJWGhSRRkIKUDEbKEQ0OGiA/CoPfY/SrvVKaJN/CYPfY/SrrS8nY7AqTEMS/Jye4l+I5eIMAbe3UPQvb+I/k5PcSfEcvFmjkXc9Q9CvgdWJ1sbS/ZdWoBlql/vEnysKvBUzqLjtUO95f8pErmVcz+oZo41jorLsmT+LHD209ID1B5d6WhebsGodor0l2Sovh3/yKb/UVEaMxZhMw9GbWL6j0fqTh2cPhHM6p89RIfnU0UW1VC1FF7qf5Z6lKRPzM34fIvweb9c4/H1P14T+8L0iV501xN/HtP14V+8L0WVafSE4FU5/k5sT/ACcnvcvybl5W7H5v4xpf8b91mXqnFPycnvcvybl5X7H4/jGl/wAb91mV8XlZXU+eH5/wesFENdH5rrveH/Gapeojrn/Ndd7w/wCM1Jj2jTk8r/B591B/nCm91J8hKvWC8n6hG/jCl91J8hKvWCfqO1+DJoPI/wA/2RE9cY/Fld+zy/MoN2KTbU1T7/H8gFOtcH5srf2eX5lCexYH4NU+/R/IhUXkY2S/1l+C4VTvZEj1yk9zVfGgVxKn+yGHrlJ7mp+NAqR7HZOiPaMjIKTxqNaMjJSZoTUZjNkIQpAEIWQEAYWwCyAshAFVrZhSW0tw5c09A0dcZWsjVzCRNmN6TQQD1yRoPtB2zz/dHzq12LquWOxKjWm+mENGy7yHSH8nC09sTzu9q1VzplreebspW7O8GZ/bOHVzFVVW1j5HF8jnPcTm55uSpUBU9QkqiSHS7Taoqz27rMudmJvasH83hUc5a3Rb5kndaPTKRlbbdsm2D4iJG9I7ofOuh6g+H1ZjcCPCOBCmVHViQAjwjiD0rJkx7X9jdhy7lT7F4wu2Bi54mrtgCyTZtgjtgZdbmnH+6TpXp3pmA/a6UPRxU8C7oaexXRFTBdUVMOc+JANkh0ZkOXgzU3pJFEsAp277nxWUsok2BmyDlT/YLva3h9s1yU43LuaE+LMsit8Q0jayV8Uo2Nh5Zyh7kkntdr2twQQnSijzv4jwIXNrXwZvaT2FnFsU4O5wd+SeekOFvCoBhuKzU8ha15cz2LXZgDmF10sea1yczLj2yLZNQAl4ZbqAQ6Th5AeNn9YdyescFM8HNwCCCOcZpyafQmxwsi6HJFz1YgWQHLhqKqwTScYG1ZTRRyolLXLN1yUEtwl3lVJY86In8Jg98j9KulUZo5Vtjnie42ax7C4gE2aDmbDM+BWVPrBom5mVw/wpD6GKk0NwtJEixH8nJ7iT4jl460dj3dQ9C9G4hrXw3Ze3ln3LXgDkJt5aQBfY6V570dZu8HoRDgjNTLm1KMtO73l/ykSt1U3qzxOOCQvkJa0xuaCAX9sXMIFmgnc0qcVOsWhZ3Urh/hSn0MRNWycLSjQx9ka38X/49N/qKkdG4tysrXHp3R1dJyMEjnycrC7ZMUkY2Wbe0dqRgHEZXUB0bZuV8fArOlJl/wCqiS9I0e0fMD0Eu2x5nBStVHoRpF6lJDgXRSW2w3umOGQe0HussiOgc2c7Gm9Da5qY29EhMbh/deAVScXY3DNbUvYiWnWrqapxOnrGPjEUfqTl2PLhKDSzul9baGkP2mkDMi1irOKqrS7XFTtfHFTOL9qSEVNXsuEUNPyjeWMTSNqaXY2gLCwvfM5J7+61hvf3eQn+jUNSaJUoRb57Jlif5OT3uX5Ny8p6hnbOIUl+LnDwvglaB4yFeNfrcwwse0Tvu5jwByE+Zc0gC/J85XnTRwvjex7SWvjLHMcN7XsIc1w6QQE7DF8r3MuqmrjJc0ezkzacYOaqkqKdpDXVEUjGPffYa9w7UusCdm4F7BQ3AtbkBYPVLHxvAG2+JvKwvPtmgHaZfmINucrsfrjwsb53j/4859EaU8U0+jQtRimvMitNBNC58PxSijnMRMvLOjMDnPbssiladrbY2xuRlmvRSorSPWHRTYnQVEcrjDTNqBUSGKVpYZA4MAjcwOfckdyCrAGtPDt/LO8jN/Ir5FKVNoXglCFpNVfHP2R2a2x+La33iX5lCuxfbanqffo/kQl9YGsqgno6mGOVzpJonsjaYZmBz3WsC5zAG+Epn1E6RwUsMzJnFrpJGOYAx77tEeyTdgIGapT20NbTmmXeqh7IT8pSe5qfjQqZT6xKFu+V3kpT6GKt9bekcFW+nMDi8RCYSbTHx2L3RFv5QC/cndzKsVyXm00c+jIyHgUmaFG9HG5BSVgTRBqQiy2QpIMALICzZZCAMALKEKAKkamfSHSmnpgeUkG1wiadp5PUN3hVP6S6yaqa7YhyLDuDe7LeF37/AEKEVO043eXOJ3k53Ph3rCoe518mq/lLA0r1qSyXbD623Oxb3ZHS7h4FXlfXPkN3uJvvv8/OtDEeC1c3nTEkjLKbl2JrC3LVjZUlTSy1slS1AjQAg5qWw+tdGbj+83gf6rYsstXw3UNXwyVJp2icYLXtkAI35XHEJ4YFWdC98Z2mmxH2zHFT/RvE2zNtueO6b8451gz4GuV0dLT6lS4fY6RMTzhxXBFAf6p4waMHIrHR0E+DrZGumnG5dVNQpxp8O6FO0q5nThTtykmHlNlDQ2TvSQ5psYsROSY9UgThEzJc1C1OTGJ8UZZMhmt11qGU8Q6Et90JW2VRVrtrZPEk7uq+ZVka/sRDKaOLjUTQi36jDtvNvAqzktZg/WPiDHX+ZacXCMWo7RuyMLtwjEZInXY4j9X2J8C4WG3HPozySiYmZqLBwrS+N4Af2ruJ9if4Lumrha4II5xmquFhu8C64axw3E9XApqy+5FEvq6hz8m59CbaOI7diLEbwd6Q0exHtgfMrKGFsqIw5tmyNHauHsv1Xc4Sces+pxZvyaBbFNHNhsdgulwXHQSEdqciMiDzjeuwuWw5z9jWy4sQjuF32WpagoyJzYRcrsw7C9kp/bEFvshTRDZmnZYLgxOk2k4NK2srUU3ESdg2e5O2E0eynYtCw1qlIiUhdrckz4vh+0nUFYcpopuIRLgmaWiwTLcpU5gWzGhWURTmQ2TAuhdlBhFlJJGhYjITNouUxrnwy4TJXYBfgp3EwFay0ytZRQrlFfQ4FY7k6Q4ZkpQaPoSkNIqSGQuyIjAs9yfsJwqyf4aMcy64oQEhm+JHa7DLrFPgPQpK5gThTxhQkTuGjDKLZTo0JVzFoiibNULYhaqtACFmy1e4DMoJNk24zjMcIzOZ7lgzceofOovpXpwGEsi7Z2YL/YtPR7YqPYMXSu23kuJ3k83MOYJE8yXCNuHRuX1S4R5JdGRzrG0edY9UOG/zpWORp/pzqosT5U9K3bKV0sp+ZBp0EWIbSVYxDo7eFag/boQAo2ILcQBIl324eJbCUj5gOBUAdJpR/XqWBR8R/RYbLZLxy+D+B6EAc5jzsRzZjf4ehbxMLHBzTY8CPmS0u7h4OZJMl4HMejqQBPdF9JGvs2WwdkA8bne6HAqy8DwpkguPNv61515YtPOOfov0blY2rHTzkHBjztMNhZx7Zv60Z4no9Cy5NMrtG7Dq2lUv6lpxUhabHwX4p4oYUm2sjlaHsIIO4j7b0pTS2KRso0vJaHunp1iU7JRT1YAXDWVNyr0UTH7Dp07OmsLqH4ZV2K4dO9NmQRkAgyOBDGjeL5XI4KURJWyB60sUNTWhoPaU4sObbO8+ZMs7+2tzc3DbsB5gUhhl+2e49s+7nniL3Od91hdZgqLOZfLlXOIB4C2zGD4BfrK1QjSOdllulwdUzbEHLLf0raOTPfkd38FzyzX5ukc5G/qusQuG4buGeakVR3sFxcb+PSkJnnZJ4+hZhlA6uj0LnxapACrJ0i+KO6SRy0OKlr8/GFbegWOE2F1TdDDtG6sDRE7C593Kz08dqx0x805qTHKJGOI2x2wByuONueyaYtMZG5WD+vI+MJu0/wAT2i1oOYuT1FRqOtsulCTo81qIre6LPw/TBjiA9pbfiDtAFSSKUEAg3B3EKlp6sluXDipdoPj/AGuyTcHd0HitEJ+5mlEnu0gFcTa0HO6PVoTzPfJ3IL03vxABcdRjICNyRKi30PgkWeVHOohUaStHFNlTpVzZpM9VCPqasXw7LP0LDE4W8wyvw4nmVZw6QSEqX6NaRgdq/MOyN+YrN8+k6Nsvgz222Kz4iBxXfhUzZMr9R6VBtL2Fk1muvG/Nh5gfYnqTno0HAbQN9nM9XOplrJOVRGQ+EYo47kyU1MZaSDvC0bGUVmJh4afZDJ3StqaoC6sJ3FNnl82BRyNLo7KXJdbAm4zpaGqQ2WimuDtMaVp4kjDULrZMltmiEBYNWCUlJUrnlrVQedLk7UjclHW1ieqatFla+ClcnTIkSk5KtIOq1UudawVyirWPVaqSL1VQ1gLnEAAEknIADnVT6baaukJZGbM3F25z/wCDUnrJ0w5RxiYe0b3RHs3Dh7kKvzULJnzeiOrpNL/FLsc4cypDhlZsjLgofT1S7jiFhZY7o6J59pJ2uyd4DzLNTh5bmMxvuPQo02vcObz/AMV2waQytFu1I5nAn/yW6jhDrHO4b93o6V3R1Q3HzKMvx159izwB3zuSJxV3M3wA/wAVFATG4K05NRVuNvHBviP8Vu3HpOZniP8AMpoKJEf978Fpb/dMBx6TmZ4j/Mg49JzM8R/mUUFEhY/ov1eJKxv61Fxjj+ZviP8AMsjHZOZniP8AMpoCVNd860c/7dKjP9vSczPEf5lg46/mZl0H+ZRQUSa6Re3my5ub+hUe/tyTmb4j/Mj+3H8zPEf5kUST/RfTOppT2jiW3G1FJ2zSOYHn8St7RPWLBUWBPJSd6k3O6WO3HqXmL+238zPADn/mQMbf7VnVZ1r8/dZHqVZY0y8cjiemZdblKyd0JD7MJa6cAcmHA2OV9otvxsnHENYFKzY9c2hJch0Y22tANryWzb4l5UrsafJ3TWXHswHB/UTtdt4VtTY7I0WAad+ZBJz6nKPBRfxmenca08Y1vrTg8kZOabgdJUFgqX1EnKPJOyb5nef4BVDFpJKODfCD/MnPDNPqiJuyGxHO+09ry7xtkA8yhYUnZMs7caXBc7HA5eF1uLc9/Xu8ajukeK2np7bmuzt0kD7dSgJ1k1Nj2kIvxDZLjhl65w+dNdXpZK8tJbHdpuCA7fvzu9MozJF14m+z32PEEdRtkQlRMBwGWfgPC6qGfWLUONyyHcBk1+YAtn65vWo1hVG7Yhy/Vf8ASKNoUW/JU2vn1JsnqS42VYS6f1B9jF4Gv+kWsOnk7TfYh8LX/SJOTHKXRr08oQ5fZd+CU25P81WGNvwCoak1s1TN0dP4WS/NMk8Q1qVUgsWQAfqtkHplKXHTNPk05NYmqRZtdXF7iT4Opcwnv0W4KrP/AO+qPaQ/Bf8ASLUaeT+1iz/Vf/OtW05bTbstyKos036VtoliVnObffe3QqkOn9Ra2xD8F9/lFrRafTsN2shv0tf80immCiekqTFyy1zlxBXZLjrbb15ufrPqj7CH4Mn0iQfrGqT7GL4L/pEb8i4RaOHE+ZM9A1ekg3A+JN0uJOdxyVFjWBUe1h+C/wCkXQzWZUj2EHhbJ9Ks+SOWZuxTwY+kXC+54reM2VPfdQqvaQfBk+lWfuoVXe4PgyfSpXy0jV8/AuymlXQ+vLVRzNalUP0dP8GT6VYfrTqj+jp/gSfSqflpEfPQ+5drqtz7XN7buhTDQrENntXcV5lZrXqhlydP8CT6VdMGuWsbujpvgS/TJ+PAl2Iza3ctqXB6cqpLPIG6+XUl4Kuy8yHXhXd7pfgS/TrI1413eqX4Ev066PjKqOA9NLc2j1GytS0VWvK41513eqX4Ev063Gvev71SfAm+nUeKiVp5HrKmq12irXkVmv6vH6Kk8nN9OlfvhcQ71R+Tm+sKryIdHG0esZaxcbqleWT2QeId6o/JzfWFodf9f3qk8nN9YQsiB4mepfVid6OryXkD7vVf3qk8nN9OumPsh8RH6Kj8nN9YU+IiPCZ66fVpF1WvJZ7IjEe9Ufk5vrC1PZC4h3qj8nN9YVXNFvDZ609WJp0vxnkqeRwNiRstPM5+V/ALnwLzD98JiHeqPyc31hN+O6766dmw+OmABv62yUEkAjPamOWarKfHAyEKkrJ/NUXJPOt4DdU8NYdR7SH4L/pEszWXUj2EHwZPpVheKTZ1FqoJFwcmjwqojrPqvaQfBk+lSb9ZVSfYw+Br/pFHgyD5qJCkIQtZzgQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIA//Z"