Crypto Market's Value Doubled In One Year What's Next?

In 2022, the Ukrainian government raised over $10 million worth of aid through cryptocurrency following the 2022 Russian invasion of Ukraine. On 25 March 2014, the United States Internal Revenue Service ruled that Bitcoin will be treated as property for tax purposes. Therefore virtual currencies are considered commodities subject to capital gains tax. Cryptocurrency advertisements have been temporarily banned on Google, Twitter, Bing, Snapchat, LinkedIn and MailChimp. Chinese internet platforms Baidu, Tencent, and Weibo have also prohibited Bitcoin advertisements. The Japanese platform Line and the Russian platform Yandex have similar prohibitions.

As of March 2018, the SEC is requiring that cryptocurrency trading platforms be formally registered as formal “exchanges” like the New York Stock Exchange or CBOE. This move is a result of concern that cryptocurrency investors believe they are receiving the protections and benefits of a registered exchange when they, in fact, are not. To date, compared to securities brokers, cryptocurrency exchanges have had no capital rules and have been largely unregulated other than for anti-money laundering—something that seems to be subject to change. Exchanges registered with the SEC will be subject to inspections, required to police their markets, and mandated to follow rules aimed at ensuring fair trading. The SEC announcement coincided with a “large-scale” theft attempt on crypto exchange Binance. For example, a single token can be traded at 10 times the price of the previously traded one, raising the total market cap of that cryptocurrency tenfold, even for just a few seconds.

Geïnteresseerd In Een Digitale Valuta?

Cryptocurrencies enable peer-to-peer transactions between participants across the globe on a 24/7 basis. If you do not use an explorer value, you must establish that the value you used is an accurate representation of the cryptocurrency’s fair market value. Your gain https://lenincoin.com/ or loss is the difference between the fair market value of the services you received and your adjusted basis in the virtual currency exchanged. For more information on gain or loss from sales or exchanges, see Publication 544, Sales and Other Dispositions of Assets.

  • In 2021, the crypto market's value skyrocketed from $965 billion to as much as $2.6 trillion, according to a Morningstar analysis of data from CoinGecko.
  • A good rule of thumb is that the usefulness of any given cryptocurrency’s market cap metric increases in proportion with the cryptocurrency’s trading volume.
  • RECOVERCOIN at RESCUETEAM dot COM is helping bitcoin scam victims recover stolen crypto coins from rippers.
  • Bitcoin news portal providing breaking news, guides, price analysis about https://andersondnxl363.weebly.com/blog/crypto-archives decentralized digital money & blockchain technology.

The decentralized application built on top of the Ethereum currency was hacked and hackers gained control of one-third of the fund ($55 million). However, the incident shook the community and prompted the SEC’s decision to subject offerings and exchanges to US securities laws. Buying goods and services with cryptocurrencies takes place online and does not require disclosure of identities.

Credits & Deductions

Since the start of the year, Bitcoin’s price movement has closely mirrored that of the Nasdaq, a benchmark that’s heavily weighted toward technology stocks, suggesting that investors are treating it like any other risk asset. A blockchainis a database maintained communally and that reliably stores digital information. The original blockchain was the database on which all Bitcoin transactions were stored, but non-currency-based companies and governments are also trying to use blockchain technology to store their data.

The COVID-19 pandemic has had a huge impact on the global economy. With the virus spreading across 188 countries, a number of businesses were shut down and many people lost their jobs. The virus mostly affected small businesses, but large corporations felt the impact as well.

Lower crypto prices caused a $258 million impairment charge because the SEC requires all companies holding crypto assets to include any losses when they fall below their cost basis. Removing impairment charges, Coinbase lost around $172 million per quarter. Meanwhile, Cryptocurrency trading platform Coinbase has also lost half its value in the past week, including its biggest one-day drop ever on Wednesday as the famously volatile crypto market weathers yet another slump. It’s estimated that there are over 500 exchanges to choose from. Do your research, read reviews, and talk with more experienced investors before moving forward.

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fU/Mlbw9YNBsuUm7ptFOjJrcW1J2zVlc512hX/Nn2iKQ/W/bSfG3khMfal2vzAbIrU17e/L6lubtYqQmlKV9liwy9dTSks0rWd22clbxbzuzsZLpvw/Q65K/tS8P0Kmkcs99kjuWy627rg5pbZT8DrnHjPwIrhy9pcDusuvwOay4yCoSWSyW/PO5Hc3a+ZN1I8ZkU+uRUToSSkuwMXPY+BFNJp847X5yCU+MsxkmVqcubF9Q/ajFbhaa8GSINWYxZ2CobmVY71wZbKs42m1xRqVzyjZGUxaG00bcDojoIVBD4GQ2KJxIxGICSJoijlSerGUuCb8ERVaE9XBVp75zm+69l8EWpU9WhGG9UorvsivXpWwdCnvlqJ/5nn5l+stapbjUiu5MzR2aXLJdGPyseN/eYhfnqecj1tWpZ159GL8meW0PG+JpL81/BN/I7fL9csntF2XJRIx2jVTdrrM55/8ATpj4z9J2Stcz8Msx2lbqa7BFKXA9Hzmo8X17tamGrqDzNWnPWt1/Q87B5q5rYTFxvBX4nfKTTj88rtp6hyosu8mqia2iK9TZY8+V6evCXZWt1HJOyzJKPVkVdKZUKrWXMfkcHoeV0niXia6S9m9l1I9Dh6KhCMVsSsed0bC9S56ensOqxOKOgjtitIyYqUhziV6kQsQqsTIZKJEjSrNZFGvE0ZlDEIylZeMp60XxWaNr0U0m6tN0Zu8qeab3x/Qy6i2i/R+fJaQit01KPir+aKxXtwOtHAwDC9Jl+7fabqMX0lXMpv8AM/Ilaw9eZpyabtbaXad3ta7CnTS1n2l6io7tuXHiYrtFdq1XuFv95LtG1v3sez5sXP8AePu8iRqmT9nr3FSnSmr3S8S6thx2JKtm1WMJ2zttyOxpz32LGRy42cVarTm3uIunPVtlftLTZy6Ls4q7hLqDVkuA5tEW0NnFV5OV9qGcnK97qwxkky7TRXJS4oJUpNbUNbOpk2aQpw1YpPcOSRCROOwlahdVZokmFf2WQgyCTeZUlNttlmbyK7LiljbiNgKiOgjrXlOgPghVNDooyGRGRIJE4oCaEY9/sZrpWj7zS+ZYSE14606MOlVjfsV5fIin4uN8Rhoboyv3Rjf5DaOdSL4a8vBWFSlfFt9CjJ98mkvNjaOSk+jS/wDlL9DIoY+pbC15ccvFpfMyPR2N8Sn0YSfkvmX9MStg0ulNfN/Ir+i0P2lWXCKXi/0PR8/+a5V6imXqccitg6TlLqNHk7cTnrvbe/xjaU0c6ktaKztxVjP/AMJrfwx/3I9O0riMQ4vUtfKcc+rL7jUys6Yvzxt289HRVe+a+KFQnyddQlukl42PUTko325fr9Dy9VXxd3t1ovyLMrfU/ixnbeniYR238CP4ynff4HLa0Lys7t2t3u3wKU6TWe4xp6JJVpaSpp2u/BhpZ3wlSS2OF12GdOnfNbfM1nHXwzp75U7d+rYmtVc8ZJ08noiOtUt3s9HExNDK1WSe1R+ZstnRiHEVVjxK01KX8Vl1FHEU9VZTKrRq46nHbJC1ioz9l3MJRipc5t95bpRzvENSL852aXFknFEFDOLe4TisRqhpCpKxRrXbK09INN7xb0i96ZnTNrtVFbCp/jcPbbrrzHyxMZFjQOG18ap7qcHLveS82Ga9azh04GAjI9JY/sYvhI2DK9I1/wAP/mRK1h68jH2n2l+gijF89mhReTzfssxXZXxP7yJGr7fcieNXOi+0XiPaj2EjVMWwgycBOOjqNpN23ZkkN6TArU5q7vJ27Rk2nsezrLpeSbOCNdXvd+JxTSvdvqzGk5HnGivGeaz7cxjnH4F0ckiSRW1kgVRXuNHJZkcSKvKZ7d491YjRyN1WMgVqbetaV9j2j6e0lhjdpTK8JliZW1c+8zGjG7or1do8IwUtZPhddxZ6VqxH0xMCxBHSvIdBDooVAdEgmhiRBE0QSRGir4mH5ITl35JfMkjuCV6tZ8IQgu1tt/IK5F87Ey/oh5v6DqvNo1X1xj7sb/MVSV6T/wC5XfwyJaRl+wjxlOT+NvkZSsX0glalQj2v4L6jvRaP7Oo+M0vBfqU/SOf7WEejDzf6Gr6OQthovpSk/jb5Hpx6wcr69No6PNZcWQjArm95aaM43puwid83fsKVWSjTeexZeNl5Iv1pJbTJqNSvFcfgTSoV8TKaTSsr3u/kthj4nDPlNe7aunfebKw8lq3s7CpwvUsa0xci/wARKEW7a3y4j1KNWmnHerW3r+7MbVwuWTWwRo+FqmrFZNNSfzOdjpjlFenQkrZDcfXca0KUV/DdtO1jZcFfNGLi6eritZ7NW/gI643d7ZmHpvl6skruL7L3s33l6OIjLLOMuEk4v47e4VhZqVWrJbHL5F9bDozpmVcTbYta+zPIzdI46pBLmJKRtqjG3sq9rbCtXwqKjztKcprWaW3cbWjqTtrfAjHBNsvrDQUUpJNLPNXI0sSsonltM15OepHvNqnhE4yvGLtxSZ57H0NSplk7bskF1dF0KCbvdssLE0rarkr9n1FYdtd+0VUwaTvmGOxWs9h6H0XUVCby1nK3W0l+p5ulQz6j0GgIylCrTTileLzjrPO+azyeRCvQM4dOEYduZvpAr4aXU0aJR01G+Gqdgq4+vFOXPNHCSV0jOqZTXYaGDqR1kYdysdsi+sXX/gG4/wBnsaE1fYi+v5GWqZTOaWWafGKOUmO0olqU3+UuLOSvClGy5q2cCapxy5q8CMJc1E0YrpJ07KlHorwRB0439leA2SIMjSLpR4LwI6q4EpcCESo7qrgdUVwRxo7EIjOK4HIuzT4E5ithRzSV41W+u/iSjLeS0jFNQlxgvhkKp+yuw3k54eny2FeTZY3Cam05x1EcyVF89deXiRQKVpJ8GErZgh8EJpliB1ryGxGxFwGxIJoYiCJoCSDBZU60+lWf+yFvMERg9XBRe+UZz75SJVhtFWhhl+Vzfe3IXpD/AKeP5Yvxz+Y+vG1TVW2FFLvsl8xWPV8XGPRjbwViFeZ05O+Jn1JL4HptC00sPRT2at/HP5nkdIT1q1V/nfwdj2mHp6sIR4RS8EenX9ZHL9b+GVoRtwHt5EKULRS4JBUlkc/G1PHrWsUqGHbcpL+H+2aWIklFt7heAV4K2V82+t7kaiZeEwdpXfs2IVKK5VMsYlLlIQX9T7tnkxdRPX7jtO3lytlcvzrEoYXVlGWacrpr4ry+JZw8cs1miWIvq34NP45/A45vR8/NoOJlaUhzl1xaNik9eLbVlfK/DiUdJULQ1uBznrtjdV5/R8+dOO9M04sxcPUSrStba/M14bDo167PJ33b+KEyz2ZlhC6sYvNpX4lNESduo65a1kipXs3aKLuGilFEa4mZKOqea0zDn6y3Hp6kcrnntKrML+KWEjctzirFPCZOxbn2kZ0ROKRoejSevVe60fG7MqrLM1vRiWdb/L8wxW8zgMCMAqaUV8PUX5S2IxivSmvysLPXgq7WsrlvCVYayyKmIWcSxhXK62GHa+n6RWUu35laf7pdTRd0kubPsuUVnRfd5mW3aTLWko3oUn1NFOmaGJV8Inwm/I1j+s5fihhXemu1jbiME+bJdY45310x8WqdLXjKzs1G67jMnWlF5v4I2dGZztxjJfAxa9K9RKWy5uTpi27rrqPpHNbrJ/ho3W3xIyoRvv8AEm4uqJzyumQVd555oZyEbWz8S3iKEY4anKCtra2s+LTLGbuExleCfULO4d3h2NnDLc8WMRzsPB9GUo+T+ZVpPm95bgtbD1Ve2rKMvG6M+jLajpfHOdZLcHkKrE6bCocnUuGwJHVt6iU1kBt00WICYIfA6vIZEahURsSCaGRIRJxAhiJ6tOb4RfkPxFK1OjS6qMPG1/Mq4xXhq9KUY+MkjSrZ4qmt0akn3Rj+hmtRynz8RUfGpBd2tn5FKdTWxVWfBPzLujtut/3JPujB/MyJStDET/K/IiV56iterH8018ZHvcPG84rrPFaJhfE0l+a/gm/ke70ev2i6j15eOUbJCpG6JJ3OnN0V3h9ZNSzQ6EUkktiJAmNoycPNTxdaW1RtBdy+rZpcktu+xV0do+NHXak5a83LO18y8a5f4xMP9Vr6sm+x+f6Dabcldqye7qJSpptNkjNrWM05ERiXkPihOJjzWTS14Z5VZ8dd92ew16ErozMbDUr1FvcrovYfKK7DTeN6WkV8RMcncp4usoZsWtyilFRTctrKGN0hGMrLdwbFSqzm3Zlepo6TvK92Re1+npJSWTMXSmPcpJJE8Po2trNtZdpSxtCSeaCdruDd7GhNZGBh6rg0bSrKUL9QWVSrPM2/RRfsqsuNTLuijAxUrJnqfR6jqYSnxktZ97uHPJogBxkYAvEfu5/0vyJ3I1M4vsYHgMVlbtG4eezIhjVm+qT82GHTMPRfWlj80+uPyM2k705dhqYpXUOuBk4b2ZLtM32rPI7BmrBa2DqLhJMyIGtgnehWjv1b+BrH1nLxlYRWc0OZWw0v2kl1Fgxl66YeL+jZWqw7beJm6R5tZ9U/mXMJO0ovhJeZX0/HVrz7b+Kuax8Yz/6BGSJXyT4kWYdXEXJ87B/01GvFXKVy/grSw9eL3asvjY3j6xn4zcG8pLr/AL8iTI4Z2nJcUTntJfTHxZwSuq0eNJvvi0/qZdPKbNTRcv28L7HeL7018zOnFxq2fGxqf8sX/o+mTqbCEFmTnsObqQmMlsE38xyzRakb8B0RUENidHlNiMiLiMRBOJNEETRB2Edavh48aqb7Ipv5IsU5XrSl0aVR+87LzE4R/wDEw4Rp1JPwSXmSlLVhiJcKcI+N38iVueH4HKi5f9ub96VjDxUrYSq+lK3jJG3N6mFm/wAlNebZ5/Sb1cJTj0pfVlx9jOSv6PwviU+jGT+XzPa6PklK++x4jQ2KjRqSlO+cbKyvv/Q9XobSNOrKbipc1Lalv7+o9Vm3C5a7ehjUO8oip+IXWQjik29u2xm4Jj9N1f1lxFSxMVx7hEsSuDMvEaSjGDbUsuwTHbVz03KdZaq2k+URmUMWnCOTzS8izGuuDLwY/lq1ro5y0eJVWJXB7DOxGkVBSeq8k9/AnHbfNuxaayYnFSysU5aQhTgnNxjkvakkef036VwjLk6HOb2z2pdnFjhqnPlC9PVI8urO8ks1wO0q11lwR5OeNlr3bbSe3e+s1tGYq/Nb2L4ImU1XTDqNylPLaYmla712nsRe5fVRk4ipytS64ma6RYw+jq8468ajhdbrMY8NWgs25dd/kauBrKNNR4IhjMXGKDpjkwq7r2KTlUz1rX3WNWekIt2W8rTs3cLbFV07xu9pPC1bQae5kK0uBU5aysRzTxdTWuj0+h/SKlUgoVbU5rK+yD4Z7jxlSq7k45vgnmy6Zr6YcZ4bR9atT/c1pRXR2x915Gs/SOolspt78n9TXCue49CB52HpLJe1Ti/6br6l/Daapz2xnDtV18Ccabjy+kI2c/6vmLoPqLmk6N5TtJXbyV8+woUW1k00znZY78pfGtUf7OD6rGXh/akus0FK9KPU38TPi7VJdpmtRyBq6Id3UjxpsyFtfaamh3aqutNfAs9TLysyGVUe9omotWt2NjmZybw8Tg7IsekPtJ29qEX8ivEs6WadGjL8lvB/qXDys5+xQpPmo6xcHkduZsbl6SL+iM5VY9KlL4GeW9FTtXhwd0+9MuPqZ+KS/eE5kZR1ask+teDJSLkmNSw9TVnGXCSfgyOlKeriZr87t5kB+l2uVhU6UYSfgvoXHxM/SosYxd1tJXyMX1ueEyauycHkLnHM7TFI9LEZEXEbE28psRiFxGICaJogiaIJYL97XfCjGK7ZT/QVip3w9ZrbUrpLuS+ozA7K8uNWEe6MLvzK6jJ0aTjCU/21Sdoq97Tsv/iiN/jQ0nfkJxim71LKybdlBLd1tmRWpVJwjHkZvVWV4vxHuWIu2oYhXbdlLLPuH06uK6GJ95fQkLGVHRdV7MNL3WXcJhsTSvqUJxvt1U8zSjUxTVuTxK/zpfIlD8T0MV/qR+huZVm4xWisY/8AlVfG3yJqli/5M/eL0PxHRxHfUj9BOOxk8PTc6vLxjsV6kc3w2F3anHGEcnjP5MveZUxrlSX7enCN90p3b7tpk4r0lxErqFScF/U7+JkyqOTu223v2tnSYX/WbY9H/jTWUabfbJr9ST01VSvLViuty8t5g0ouGc9nBz1F8CXLJySjKC3tQT3Z5ye07zCOVtX6/pDWvaNlxyvYS8ZVnzpycovouy70Z8IO+tK8Xf2rXTfWPrVIrKOT2T1fZZZjIlu+kcfpFJWg3ms23f4GLCrz02yeKnnbgIgrs5ZXddccZItajbvna/AuJuMo22olo+mpNJ34XbyO4hKk9dvWyd1bLuM2u8+d1uLVareCs3mxFDLtZYxuFdOWulzZblsK0VbLx8LmWY18JiFsZV0jLW2MRQn1ka08u/5GWiHdda+KJcvZdZyOcWKlHK5QqpV3lSY6o7ZCo2cs3ZFjNpL2lyktayaXUV61td6uws0IptI6Yxzy8PlF01db8nH5oTG8mMq603bu7bZv4D0+TtGKvfKTOjntyKjHbm+JoUa8Y07xzfk/ozOUoazVm35s0Y6NnJarag+CV1bt4i5TFZ87kdh6UHS1qm2fHa87IzMRh6tN+zrQ/hla+W4MVTmp6jk3FW/8ljA4qouZffazPPa9c+e5oijiNaOpa0r3Kcnaqze0hgFKMppJyVs/ZV3t3/3co6UwtOlThJNubds9vaZsSddM6ftPtLmjJ2rQvs1kUantFjCytKL60Zi3yjSTSry7WDDTcbV5PrI3uhlFwpieZaxb1sJTfCUl/fgU0XEtbCzXCafl9SYrn+Muk7omLoZNo2PRzV/G0VJJqUnFp7HrJr5i+kuozcyeGnq1IPhJeZd0hi4NyhB8U3uv1GapEJdn6Whq15v8zfjn8xUtiLOmleSl0oxfwt8ipF81GsmcAO0hzqNGXCLi+6X6ibj6ueGX5Zv4r9BiuSrSlkNTyK+HeTXWPRnL1rHwuWTQU3xOzZBN3A9VEbEXEZE08xkRiIRGICSJI4jqIDCyaw94xlJyq1nks+imZ/4Or/D+IVtyVl5nZaNtsqVPeaIrR7/mVffZl0N/DYpLKWJ/vvG0qGL6eJ8P1ELBT/nVvfYyOGqLZWq++UaFHCYm2dTE+H/6HrBYl/8ANxC7V/8AozYquv8AqKvvjIvEf+oq+8VGpHBYj+dX8P8A9HmPSDEuU3ScqlTUlld3ztnvdi/PF107ctUlfL2sm+7hvMmUlTquLSbc85PJJKz2deZ3wxk7rnZcusWZUpuzeq+5OxWdSz2eaNfG411Xqx7rC8PhZwes1n17Bc3ef/n69U6Sz5ypr+rWk/C5bTcovVSUdnscnHr2Z+PWcq1efznZ8YrMJ4mOSTbS4r4mpmx/81vWz1SlGPMnk1zrrJdSuvkUK9SUrp52zs5Jd+0tV9JXhq2SW4o06E5S5RXyzGOVyp9Pjh88f/VTEOnqZJa3FX+ZWp7UWKkNZtN5hQwsnLZe2ZbNuW5GnhFs3PrEY1q61ryTz4FulQerHje/0OaRw6hyetnfassjNn+PRy1jJl1vxs6OaxGEhx1Un2oycXg5U3KybXF9qD0ZxeotV7Lnpq1GNSLW5ow5PMRmrN8b27l/fiJrLNLvNHH6McI8zO7t3XRRrUJuC5r4vwCyq0Z3Xe8js5NNrqS7LtfQ7TwlVqyiy7HRz1efuSAy6sby1rZW/tCIQjv2vYX8ZD+CKzdkVsTTjr6kVmkrG8Yzl0r14rWVkXqeHUZRUlm1eNs79V+4qThqWT2vb1EuV1nG9l1rIvnbM76XcHG37R7rpfPzfgKVW0bJXk3ZDKr1Y2jmtomlUTqKVslsW01zhfjlvxYwyVCSqS50uB6LD4+nUyu4WzzSXw3mRh8I5p1G+d/ewozqyU0m8r3MW412nyzk7bmKhTetPWS224NraJhh48pFvK9u9FenRdZOpNvVjaKXUUJ4pxlKMfYe5/Lgc9dvRbxx7eix0GoRpa37x3zd5Lj15LyPN1686s9d+xHmxjay1evrLGFqym5TqSk1CNlfPJ7i9yVOT1YWleN8s7rj4eRrKajh8rMqxcRCzT3NZP5BSbuatTE0qN6Tg5Nx2vZfhYxoMxY1fdLWmPaT4pMTTlzV2DdI5xi/yryK1F81EyZwPTLuFlelVj1J+f0KCZZwc7a64x+dvmZx9by8Z9rTZJSaaabT6smQk+eTZamLiiuBNEEyRGlvSEr0qT/Jbwf6lOi7xLFaV6EeqT+P/gq4d5PtNXxiemMsU86NVX2ar+NvmVmOw7ymuMX8MzM9ay8VMO82h9ytTspl2hR1tZ7IxV2+oZepjeiSDllkTVSLb1XewUabnJRW1uy8Qu9vUxGRFxGRK85sRkRcRkQJokiKOogkkSSIomiqEiSRxBOaim3sSuUSsIxFVKLs7Le/oYctPuc5R1bRTyX1KWN0hOo1znqrYvqd8MJO6453K9RrfiWm3JWjspxtziliaLdN1m0rtpq932N8Sly85Zt7DU0NhI1tanUbcbXts53E656s2fK3G6tZ+DrQp5tq772iWI0kmrRu2UMZQdKrOm9sZNdvWJOGnq/nsmpGlo2hysnd5p/JjNIxhT10l1LwM+jW1c13nMZiNeyTvxJZ26Y/ScN/qo9pbpaQlCGpxKqRGcszcuvHkvfqcZOTedms+Ca+p6PREU4Wkk3LY+B5+jDWzjtWZ6PRUUrPduudvlO3H7XpNasJS1k2r6qSzezZ8TP0tTqu05JKN7WWaVzVhqKrObWy2e7MztMVHUWUoqK/gTvJ/E1lhJKzj9csrjL+MrRk3GpJcGevwVa6PG0JWr36R6TBVMkeOvY15q6EOmuAyM8jlwaEYJIq4rYWW8hLpra3lvKMHEPk5J2u2nbO1srX+JmYtuXOtZrbw7TSrt1pzlbmrZfhuMucnG3eXzpbjvHZVDnSs9mZJQyO1MRfZHV7Ap5mnKHJyUVfJWyZYnCCUbZZK7+ZOvOLSyyV9+4g8SpVLvNWS2WyWSOentxsntaNDFqMNVO91t3FOMIud3a19+ws4fBxm1FSVpbHv7O0raW0dWw6d2pQ1ktaOxu19gkaz+kx6GJxzipar5u6xn0GnJOV2r3dtr6ixiKKVKk3/FL4WO4txvGKS2Z24f35mprbz58rjurDnag3ZR15ZJcLIjhIar1pOUXq3ikrOV1a9x0Y06kVrS1FG9o3u5N2yWWzIsvDVJNOSe60la67U8mj0cXh5snkJTupN32xbzESi42urPO/ambM1Tp7L6r2pez19niZ1ZqTUX1Z8MrXOeeHTphndoYqreEP6fmyvQlze8ZXjaKXb2CaG889enH09MZSlZvsf1E3JQeZiOl8IqvnZDWLrk0arOLiJETqZls+L/ZyXWitSebH03lJdRWi7TNfjH6aNo7ep5CWycajtYy1SLWmXKMpatSEX7cbPO1ym60oz1ltHrH1HlzV3G9Oe9K1GhOLd4tXXzLWH1oThJq3OTQqGk6qkmmrp71dHamNqVHz2tt8lbPYTKJjXq0MiLiNiRgxDEQiTQE0dRxHUQTRJEUSRR1FbSf7mWbWzZt2liUkk23ZLayoq8ayvufsrq4s6/LG5ZMfTKY4vI1oqMk73e/g+DIzlvLumcFqz5u1+HYZSqZHbKcbpnC8ptpYCF1JtdmdjW0VW5OetK/DLMy9HzytbcX8FKaqwjLOEpxXi7G7P6GF1n2zNM1o1MTUnC9pPfk72sylFXaVy7peP/EVmtnKS8yjG98jg6frQqYSKjt5225XwyWtmRr1m0k8hc5atmmY7euzCWWQzHVU2ktyM6WbLtGajeT4FP2m3+hY5fSS3bT0U6catNyvqqacrZuxfraVipvkaTcbvVc27eH6mVhFeWXfw2l/EVE1GKzte/A1hlZej6fLHLDlWVjMVVnPnzee5ZLwLNCbad1eVrrO3xK1WnrVLXSvsvsLVKjKN7q/Nea2LrNS9uGv69OYylbk60fZbu+p71/fE08LWskZeC50XF3s207K+e4bRnKPNllw61xRjJrDb0mHrXVh0JOxk4SvY1ITTMtJtveZ2mMWow1IvOSz7Ll6rVUYuT2JHmNIVnO7ftZ93UbkZyv4dT0go0dVLa2277zNnNyT4XKsbp2LNPnRstvATutZZf105TirO6u7HaWwWyzQheJuTblRtyOapKMXrOL27Cb7ci8U2saKhr14Rk7J/mcX1WfEv6Vk569DWdo3d5N5uNt5hSnZ3W1O5paWws6VaKqvWcoyab3mLHXHLqyqNWpraqfswWt+h3BxdSee2Tz6lxI1Y3T4ya+H/kvrCSp0vas55ZZu3AuM76TO9d1x1aUK6jFOSjldZ3ZpY1a8U1BTl+ZK6MunUjRVoRvLfLaaWB5RrWqPKSyVs+09OPbxZ9ds5wk01KNuu7Z14dasLrNpu97b2llt3DuQgpytrN53bvbsuJxUlqQWzVTyWy2u8zNjpKo4t7rbCrSebLUoqTfDxsV5UnCWe/Y1mmeX6T9enC/iZ1MiFzi7uVjqlkLqvadg8kVmepnSKOkadTEp89DhElmixmnHUyFySMtE19o6OwXVj1kobEarM9Vv4u8fFZrOwuazJby1mPZxGxFRGxMsmRGIXEYgiaJIiiSAkgnUUVeTSS2tkZTUU2zzWOxU6s3rXVnZR4fqaxx2U3SmlHV5kLqn8ZfoL0TW1altzKVWLi801firDKFObd4pu2/cenCzGuWWNy6bmPS1VN52d+17jz2NwUuVbjazm9mSWZtzqp0rS23irPdmUa80o1JPJSleK2Xu3sO/0kym3D57wuqrUMNOGdr+fWT/ABLi072eTj45fFB/ia1bZ38ivU56cluf/k8kzs6e2/PGzcGIWe2/btJYaMUm3tItXRVnkXKbifPPhdrFdp5LNld0mSws0p3du/YPrzvHJLN7di7DnqvTc8cpyrOqSzORRPK+wHHM3p5+TRwWGV1d2TscjZXG6Ow85Lbqx4732FvRsYJSjNJpu3gbw+d2n3+2Nxkx/GRicU7KKjGK6ln4lvRuKckqTimpZc3J3ey/ERpTDKEYyT2uWXUthHQ9VRr05PYpJk7xrMvKL0MfUw8p4eL1Yts0aNKCpqpUvUptZx2PuYvHaMUaFOu0r2i3wd87eZp1I0lgm1KymrRvlna9u+1r9Zj9eq2TGvM0qtna+w2MPXWTPPzynt2mvRcuTTUXn7LvbPZdDXbhN2dO4nEOpVUIPm3/APMn2GXjsNKcmoSTjF5O+1kNKKVKfJX5y9pp5WaT2iKWpbnOcnwWw6da05Xe9lTg9rVpLaPrUdanGrDc7S6nuLX4GpJXajShwyv3kITjG8Ipz1laVnZPrtsLxTk5iMMnCnVWUZ5O25/3cu0qCjVcf4ZLL++4TlyLpa2WspK+5780WNWXJ3eU4RjbfdKT+qOmPrnVTExtLW4Oz+RKrQ539Sb7xtS1Ry/PC6/qjtHU7SoQnvg0n2bPmWTdS2xlwhx45lrSOPlia6lLbGFt299SLVXC6sp7FdJrxs/NGXTVpzf95GM8dOmGe1zBUHNay6Vh+KqSlqQXYuxMr6Nq6sJRk9VSu0+wu6LTlKVR78lcnzxu3X7/AEx/jk/YlRwsKUOVqvsQ6hVnUbqSvGC9mO99bJ4imp1Ix2xhm+De75iZVNepqL2I21ut8D060+fvaVane3lxM+vdygrZRTTS/qkXq+IvV5JJezm+sVSi3KVsnzld5r2nYmU23jdKVGk9d6lk1uayaOaSjzVrRSlfJryLcKq1tWcNWa2foxOkHdOMt1nfq4nHPGcXXDK8oyjh2Ss2gPFp7i5k4JJWZCcW9gtwlxKh6aBzSEKD4g6T4g7PVRCqkuBzkesHR6wdmJk0LRJMy1Eap2k+ajlQ5SeRfxn9SnBt3ITefeObyESC6e0iMieVXpDW6NPwl9SS9JK3Rp+EvqXTm9bEYjyC9J6/QpeEvqd9aa/QpeEvuJqo9iiNSrGEXKTskeR9asR0KXuy+4r4rT9arbWUEluSdvMsx/0b2I0nKeUF2cf/ACIvycc4897W2rmHT0vUi7qML8bP6nKulak3dqHg/qb68jthlJ3WlVk5autfN5KzvbiuI2liGslk1xyRivSNS1r5cM7eYQ0hNbo+D+oan1m2q8copqXPbbb4NlStXlN3ezclsRSq4yUtsYrsT+pFYmXBG+e5p5bhN7i/h8OqkrOWqkrinN05OLz+fWRwelZ0ZOUYwbatzk3bszDGaUlWS1oU01scVJPzOd9dZZJpaoS1iUsJN2bsk+Jm0cZKDTVrrirjqmlakndqN+xr5nXHLHXbjlLvpa1VTlaUU77HtQnEzbyK9THykrNR8H9SLxcuEfj9S854kxp/IjHR9jrl8Cu9ITta0fB/UktJTTg9WHM2ZO3fmTliarfwNKUnfdeyIUqTaTW2Tdu/P5mdT9I60UkoU8uqXC3EjH0gqq1oU8lZZS4W4nafXFy4ZrOlI3qKP8MEl3vd/fAoU0lPLYRraUnONnGG1ttJ3bfHMTSxco3sk78bnLLKW7dcMbI9HTxs6lOnRaTjGStfg1ZJ/wB7i3g/R+eq9erTjwWcr+R52np2rGlycYU0r3btLWfbmdXpBXve0H2p/Uxy/wAdZjL7WtV0FUqVNWNrRlnP+G3BdewraUqypWim5WWTSslu3FR+kmI1HBaqT4Jp9e8rrS9S1tWDW+6b+ZN7Xcx8Jiru7u+Jap4rk/3cUnxebKSxDV7Rj4MksXJbFG/GzuWZOdm21SwsqiVTFVtWO5X5z7tx28JN0sNB7M5NfEwpYmTd3my7Q05UpwcIQpxus2k9btu2dJnHO4Vdr040bR9qoEJVKazzctzV8t5m0dKTg3LVhKT3yTb8zr0vUbcnGF31PJdWZr+TFOGS3Tq6tSNrLVle27PJpPsLejai5PEUnt1W49q/tGA8TJu9kNpaQnHdFtcb7LbNpmfSSrlhuPTYqetRoVFts4y7pRMNzzqPYnJ+YlaWqcm6do6t77HdbOvqRXWKla1k/EZfSUw+dxepho79hTTV3qpvqb4naTlTtG14LJ280Y1P0krx2RpvqcZW8yE/SCs3fVp+Evqdp9sI435Z31vYOWUpN5uRPDqMFrcW313bPMz0xVe6Kvwv9Qo6Yqw3RfC6bt2Zmb98ddNT4W3utfA6zxWtJPe32FijUV9ZNxk79mZhT03VbTtBNbLJr5inpOpfZHwf1OF+lsezDD545XfcbukZNwjLLWi92zIo42travHVs7cLlCppOpJWerZdv1EfiZcEav024/xyXpZZy5X/ABL4I5y76jhe3XG6WbkGJ/EPgg5d9RNN8ocjpX5Z9R3l31DRyiwjjEcu+oHXfUTVOUNRIr8q+oOWfUNHKHy2EaW8Vyz6jkarRdJvtauKkL5Z9Rx1GNHKIAAGmAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAf/2Q=="