Cryptocurrency Market News

The idea that solutions to computational puzzles could have some value was first proposed by cryptographers Cynthia Dwork and Moni Naor in 1992. The idea was independently rediscovered by Adam Back who developed hashcash, a proof-of-work scheme for spam control http://fernandohqaj880.almoheet-travel.com/ftx-s-billionaire-chief-says-bitcoin-has-no-future-as-a-payments-network in 1997. The first proposals for distributed digital scarcity based cryptocurrencies were Wei Dai's b-money and Nick Szabo's bit gold. Hal Finney developed reusable proof of work using hashcash as its proof of work algorithm.

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Vyia7MVo0bff99lJgqMpdpBprZWLhG0eeON+YXBLXC+/cQ5JwOaZL1kJGGUOFwlWrk1Ro2C3WiAlENlkLAWQoBRbNWt1s1QGyysLYKlN2hFkNW7VloGFkIQFAZSgCTWyA3QFpdbRi5AG82HpKoZLdgcZZSSdfUubFA/822VxsM+WV8rn8oWNYy7ucrVPpelzCR/9wpj+y/N7GgrzR8qPGhHTsphpqyEW/wB0Y6utfcHcXuo47/7uQLzr84X0enyuEaPFlx6nZ9EKjpywduhrWHyMlPtaxcU/yhcGb/6y/khmP/Yvn784K0dOu/cM5bJ72l+Urg4/TTP/AGYH/wDdZcE/ypsJG4VbvJCB/E8LwqZkm6VN+Q2kegemXpUw+tn6+AVLHOaBKJWMy3ja1kRh6ok/RBvmPAWVaS4/T3+k8+Rh96g2ZYc5eaa1cnaPCosqi21gYAMsht2NH3lK1XSFA5rmGKUgi31R2gjvt4Nj5Qqv6xYL1lQLZaFJ0nhjnObE677ZxduVzwLdaWg6SEaEjfZdsfS6XEN6kd8QN/hG19/aqiD0pRnv2ftx/wAYTQXUTVnSjONzIx6T95Q/pTq+bB+7/iq+ui6bSLqZPXdJ9Z4xvqBIu6R6zxv/AEtHuUKzILlNtF1Ml8m39Wf07vNYLnk21qz/AOok9ZRcuQHK7aGslNPtxWNN21c7DYi7JXMNja4zMINtB6FvJt5XHfXVh/8AyZv51E8yy1ytUYfJJXbW1R31VSfLPKfvekJMcmO+eU/3r/5kxh63a9UlIdW4tJ4yT13fih+JuP1nesfxTUXIDksmlHfJVE7yfSfere6B9oMzHUrj3zbvjvxYbZmjyHXzqlMyddk8YNPPHMPqubm7YybPHousSjZtcHqUrUpClqw9rXtN2uDXA/quFx96VuvM40d1IyqZ6baK0wIFg5oPlcLg+5XKoB0pUTZCzW7m6Bg4311861DyaKc2Xwqapnjpadt5JXhoNtGj68rzwY1tyT2L3T0XbHwYfTsp4yC8AGV5tmkmI757/Kb2HAaKuuhXY8UbOueP88qG6C2kNOdQwfrHQm/uUyxXZmqf38biDrcXte/NWc9XCPbixpKyzqVo5hdWRVPg+BVcTg95cediTpxuFOsOx8Gzb6hZSSJPBJ8xdj+GpVjVzxSgi6Tqa7KtpI8uiTdLydFY9rBmc4NHMm33pjqNpKcG3WNJ7Ez7TQOqe9vYDhwvzNlHe5y8m/WNXNtM9UOnUF+75J5S4pHJoxwJ5A6pp212bhrIH087A5jwRqNWvsQ2Rh4PBsb9iYWbNyQWdGczh/VvIpJhOJ9YLOGV4tmb28x+quVtM7ba+PB4D6TNk5cOq3U8u4XdG/Wz4S4hjxf61hqOBSeA1z7bzlGvYSPevZfTLsNBXQ/nWAvjuY3/AFmk2zNB8E2Fx2Ly/tHssYiWNtbXT3L2wmpI8GfG0ya9GGImWIk3Nja/n3BS8FVl0V4g5jjA4WGp5ancrMIXOS5OKZvdCwAlYYXHcCfICfuWEjTZq1bBdLcPk8W/1HfglosJlO6KU/3b/wAFGiWcdls1ObNnqg7qeb7J/wDKumLZKrO6mm9Qj71dLJqQy5luE6z7L1LdXU8wHPI7d5gm6WOxsQQeRFj6Co0VOzDVsHLRpWVDRuhYCCVmhZuFlaB60MoVSIKlyVomEubl+lmbby30K4nzgLXDceYwzyE6U9PJLx+nq1gvZaSI2Uz8pLaH5xiL2g3ZTNZCORkAD55NNLukcfVCrMlLYhVGR7pHG7nuc4/tPcXH2lcxK9MeDjI2zLBK1usroYNcy1JQQsIAujMsBBC0TkLrJWLLF0HJm6Woj37P24/4wuclLUP02ftx/wAbUBwB6M6XwfDJZ3iKCOSaRwcQyJhe4tY0ue7KwE5QBclc7mWJB0IJBB4EGxBB4g3WqN0btWbr1z8hLo3aGy4pUN753WU1Kx7TpHljkqKkNeLHOMrWkXGUO175Vn8r/aaKfEXU8EEcEVITGS2Jsb5J7kyyyOaA4s1aGg+CTxVapWYUua9FJIWLIyrBoEAoLVlsZQBdGZKCldyK2FE7wSoQSD1sJEp8xf4JWzcOf4J9CcATD0oHJUYVJ4JSjcIl4MKy6RSx+j3bh7IBDZpMVwCb36onQeYmytzDKzrGNcOIB9I10XnPZ/B5g8HI624+Qq/tnYcsbBxDR9y4zOkWPIcmXZjDhUV+ou1hLnchHHYEntLrBOpdonfoJoM3zmc/Wf1Y8gtI7Xl3wXH4PVhjcieYcxkYdNI7XeSfSGtH9blCdpemdzHtZBE92ZxYwRsMj3vG8MYAbnyBSDafB31DhEHmOIAmRw32cLWF9MxFx5yloNkqIMZGWl3V6tIuHZgQc+dtjm0334qwPozx8cIZ9mOleSUuaWkvYbPgmjMEwNrkR3FnOAB7wgHtToa5kkjZYrtJIDmHQ34khOeI4NC6LqWtcG5s9zq9sg1DxKbuzC53kpfDcLZmbzA1cd5PN1tL+ZWRvBDTy1Q+4fVkDXsXJjWIA6f150vXQ5W70zskBPaucpNcHTFijJ60RzaHa6SPvIcrSdM5GZxedAyCH6zu06DtURxrbHE4nOHU1J6tkcsji+O4ilL2xnqCRq4tPetDjpZWHU4N+c6wMu7gXcP2eXmXcaCOQgzQNc4WAce+IA1GUu1AvqtROeSHoYOjfpIbVNySaSDS5GU5hoWSssMrwbjzKQ4uCCJW727xzZxCZ9q9jmvyzQjq3xgizRo+M3Ja4eECbg79E6bOvLowHm5GhPOw49uixkXIhBUds7w9txxb94XnnpWw/JIeFxce1egS0t04KrunPBDLCZWfSi749rLHMPemGdM8/U47iUnsCwyVccbiGnrWd+TZuTMNX8wBrZe7aHD4sjR17HWa0d7HBr3oFxdhK8JbD0xdVR6274F19NBv9i9xYBtlSthYHzwsIY0EOmgYRYW1aZNF9HHKPzR8TMn8HacPgG+UerEP4Y12UTIzoyR5/YAGn7jEzVXSFh431VL/APsU/vfdIM6T6DcKmnt/xmH2R3W1PGn8f/Tg9T9ksjhHhS+fOPcFk0LTxk+0kHszKITdK9CDbr4j+y57vYyIpSLpToSL9d5hHUO/hgXXdxezGmXpkrbQNHh/aP8Ae5bmAD6rj+973OURPShR2uJJHeSlrD7OoSU3SVBa4ZUu/Zo6n2ZmNUlnxfH+C6JEiqHMuRaeMjW4zEW/dLmnyFc2J4GyZn55rKhtt+QNkaOcb2a3HLT3JgwnpGp5JBG1zmyOuGxytlhe4jXLGypble+1zla66lNDigde9gd4tuI3ekFeZ5YM6aJIp7bXY7qB1sLutgJ107+K50Eg4t/W07VDXFX3i8QGZwsWuLhIw7rP337DdUttPhvUzOYPo/SYf1Haj0bvMvLKmz2Y7rkbS5aFyVAWeqWaNHG9a5Su8U6VFOEKMVTEbKrukuOZuYMMmSTKHtZms4N1aHhu8C6u2SmFk01uHtO8BaRlnmA4bLwjf6pQ3CJj+if6pXpA4OzkPQtTgrOXsXaMjk0ecxgs3i3ej8VYOK41R1OHiGelEOI0rYIoaiE2bLC09+axgABktca3534KzocDYSNw1Gtt2u/zKxdjvk5UYY501qt0jy8Slxa3q36tZGyI20vv4rrFX4MNpeTxjT7NTuFwy4O43+5dDdkKjwB6V6b2l2IipKiWCNmSMODmNuXd49jXXDna5Sb6cE3jDGclmToqPOn9jajwR6UpDsVOd+UedeiPyczktm4a3kpqLR57Gw03NvpWw2Bm8Jo9K9CCgbyWfmTeSaxpPPsfR7L4bfQUvTdH0oc0526Oadx+q4Hn2K+jRt5LDqRtjpwP3Ka+RRC+jOR+GyyTUoax8sTon6C5YTnbZzgSLPDTpa9rFO2H7HUGI1OWVklLUTMeTJFGJIXSxsdJLLM14IsQHPc7vdAVzRM18u7tJ3ADmrw6NNkH08ZDmtFXVsLQ11j1FAQ0vdM0m4lkNgW2NrbjYhdsdyK2kNdbtVZmZtRVx9Q2OOGq6r81HSgxOjdV0cYb1kMgAa9wDXN721rEqqekrAnyVPW1UTDJKxsnXMOZk7ZC60kZOrbburN8umpuro6bsY+axiljiBNQ05gbENDwYpKhjrauIBbbQNHAaKm3POVkd+9jGVouTbW5tfzegLnkbujUUqsjA2Zj8BvoSrNnGeA30J9IS0QWLIMP9nGeA30JRuzzPBb6E/5VnKrZKGIYC3wR7VkYI0fVCfcqxlSxQzNwdvILP5JbyCeLLUsUsUNgwxvILZuFt5BOOVbNao5A4oaMDcnqid7Fx5UvSnVZl4NROyd2h8h+5WV0RYZ1VFHffJnkP944lv8A05VX+F0nWPZH4TmjzEi/surpihDWtaBYNAAHIAALjJ/B9HpIc2bMAta39dqUbEOQWYYlmZ1gqkexvmkI1rgAq7r9rmh72se0ujIDmggkX1GYA8U/7b4qWMyi/f5hflofavMVDslWxYhJM2/UkuJde4lide0WQalwvpppZWkz2Yo6Y/2X5tD0k08UDZZ3lgLgzcXd8bbw3XL2p92UxGKojbNDI2Rp3Fpv5vKqdfs0KuF8MjXAHcbG7XDc4EjeCu7oJ2OqsOMrZnsMbjdjWuvruzFthlJAGmqxScb+Toou6Xg9DxWIHFbCAFMuCyusTrv0B+9PdHUXWo8nzcsHBujDrhc7aZuYu3E77aAnmRzXdMmjEHFuqzk4JiWrgUxFmhUH2pGaN7D9Zjx6Wke9SqorrtI7FC8YqLtcewrjB8nXJCoUzznRRWnDecgB877WK9dbK4PG2CMSRRF4aNTG0ns1IvuXlLFWZZ7jQiRpB8jhqvYGHuvGw82Rn0tC9OSVHxJLk2FFH4uP1G/glY2AbgB5APctCENC46yUdDguN8x5rpXG8aq6gDZTzK6IJCkGNS8A1SyUGK4dHMzJI0OGhFxq1w3PY7eHg6gjUEJKnlc0R3cSchBPElr3Mue05dfKnIBck8X0T/xB6H5h/ElgzHISyQb+99uqgHSPH30L/CYR6Mp96sTCmjvxzBHsKrzbl14YT4JcPPu/7VUykVaUq1c0T0s166FOpiUskIXJdQCc+5N05XfVLgmCpDmL0ErD1grojLHHDq2maPz0VRI6+nVSRxtDdN4kY4l29TxvShR0LIaenNVUvlzvbF1Ykkjue+a4xhtmZr698O1VLKTdWh0U1sJiLDlbUNJGrQHSQG7xlf8ASdkOe7eAstxyOPg5TgmcuP4xFUukkmpZYJ3N73rJWtBsMscoiaHAg23XB03BRTqlO+kpgDYtO+Jk145A0XF+WYhQgtWZO2aijQNWQ1K5VsGqWaSELLUtXSY1jq1C0cxatJW6HyH7iu3qlCOlPFnRtjiic5srnB92m35qM98Hfqm9rLpCNszJ0Wt0EbJNJdXVAAjizGHNYNJjzGWqcHCxawjK030dmNu9Cs3ZbGY6iOTEHNyQF5dTyOAD30kLOrbUD/dTOzOYPrNLDpeyie3OFfOIqehjmghw9jofnTTK0yzU8MgcaRoYQBEQ1pLr3J4c23ps2xiEbIaeVrmtaGiFjSOrLAWslc/cWBtmtZbgSvYpxhHj4PO02/7/AMEK6WtreuqHOHItAIByRWs2MHg76TiRxeo/sTsxVVxeKaMPEWXO5zgxoL/oszO3vsCbDgo3V3cbnedT5eKu7oH23o6OjMUjgyUzSvkLyGhxcGNY5pO8BjGtt+qea88KlL9jvNtRqIwRdDOJHe2Fvlm/laU4U3QtX8TT/au90Sst3THh4/Tx/aNSL+mvDh+mZ64XoWPF7/7/ALHm15PRB4+his8OnH94/wCElm9C1Vxlpx+9J8JSp/Trho/Ts9b/AAXPJ8oDDR+mb6T7mpowl15CP9xSp8dT+mT4a1d0KVXjqb0y/DT3L8ojDR+lB8hP8qQk+Ufho/SD/q/lV28RNWQYMW6IKqKN0nWQPyAnKwyZiBvy5owL27VX7ouxWrU/KOwt7S10pAPJrj7gq7rcco6p8klHJ1jARmBaWlrn3IJa76psdea82aMU/wBTtjb+RuECOoXY1wSjFwOtDf1SGxpxssoaQ5dH7CalnYHn0NVsvqQqv2K0lJHgP9tlIpql1155+T6vSRTRMYalJVkt0y4RUOJsV0YvW5O06aeVFKz2xxpSsxWQNcO+ANt1+abqXA25w86W4W0Pk7E3Y9thHCLfSk070cPKoTiHSg5sli5rBppp7SVtHqqy23ULbGwt2hLQMaLCw0VV0XSiM4Be0g/V0ufIRZTbCNp4pTa+Vx3B24nkDzUokoSXklzFzvkLTpxWKR/oXRWQ3FwoeTiMqfyKNrE2YzUAiy5XyO5LgknN9d65TnfB1hhUXaOyGUBp8hUIx2bKyTsa4+y6k9Q/QqE7bA9TJbeW2HlJt9yxAx1D4Kfxh2ZxPaSvWmzUt6eE84oD6Y2ry63Z6Vw0FyvRvRe1woYGvFnNYGn9wlo9gC9GR8HxJQa5JKtmsWFsxy89GZChC4JN67XPXJIVujmwaEvAk4yulhQC4KRrXfmx2SEes0FbJDEXfmn9j4iPOLfeD6FUGKYR9Pykj71Bdrov82dzZPIP+s+zVTWnfZ4I5g+lRba5t2VbeTw8eXI0/fddECvIAuhjUhTrqjC6pcEsVhYugBJRBLKUU0lbouZ8IXW9IvSgcLoguas0C73BctezRbSMtjRVVbGavcG35kD710YFtPDFKx4lY3Kb332BaQe9aQTobWuN6pfpXxbrKjID3sQDewvIBefLfTzKHZlvSjDPW+3e3VK6pjdFVRyU/UMDg82eyouS7q2gW74WzAk6jTdqzP25ovHs9K8xNKzdXSrInR6Xk6QqEfpm+ZJ90uhH6W/mXm0uWhemguo9Hy9KtCPrk+RqQPSxReE71SvO4eguVUERyPQUnS9R/wC89QqFba7UU9VPHIx7mZW5CCw65ntI46cQqyEiVpHd839pn8QXSEaZiTsZZMSkO+ST13fisNrX+G/1j+K4Q5KNK24iztFU7wnesfxW/XHiT6T71xNct86y0WzpL1jrFziRF0oti5k/q6M6QzLGZWiHQZTzWokSOZYuoLOjOpP0bbU/NKgPOsb/AM3M3nA8i7wPDYRmHkPNREOWbrLiVHrPLusQQQC0jc5jgC1wPIghKxlVd0PbYF0DqaQOfJA0vita7qUG8rBmOpjJzfsk8lN8F2iZK7IAWm1xe2tvJxXOUTaY+rN1oHLN1yNkn2DhvI48A21+0nQexWDRUDSNQoFsK+weeZYPQCfep7RVYC4z8n1entR4FJog3dYKrOkTHpGuMdMwzTv3AGwY0m3WSO3NaNd/JW3Nle06/wBFQz+zjBKSL3de7hyvuJWeD1Qla5ILs5splAdIWySmxe95zXedSGB17NBPsUlipI2HVsdzyjb7guzFsCe36BJ/w4Lgp6V4N3t3f+NVrUeqOQ6XbLRvGYQ07u0xtv2Amyje1OyLyLxtMThe2QjITbc5vDyhTuhjkacoBsdU6R4e5xu7QKai7y+SuNhNp6mK0FYx7DcBkrh3j+TRJuze1WxR1YLRxuAm7FcGY9mQka23i49C68EwpsYAvoLWt7rrN8nmyzg1Z3mjuL23pirqLvipVX1ADOXJR177rEzHTTlLljRisFmqKYoy5A5n7hfXs0Kl2MVGllGo3tzgu3AOJ8mUrMeDtPyNE2Ftnp5HRv70NkLXMJGaWNxba4Iu2/psnLo5xysbSsayifVFpe1z2zQxZcuXK1wnILiQTu3W7Up0WYcG0ZYdwdJbzvJ9CsPYyjDIiALXc53pAHuWkzj1qjtkZ/L2I8MId+9W04+4FJDHcUvphLPPiEQ/9oqxnhJBXV/B8SrK+lxjFzuwqmH7WJt/7KUpJuIYwdPydRDtOIuNu3SkVjSNSVlda9f5/wCSUQWObF/9Vw8eWtlP8NMErmxnhFho/vp3e3qwpuAtgFNRKIYymxgj6eGNPLJUut2XztunLDqOrEMxrH08js0BZ82ZIxrWgvD+s657i4kkWtZScBaVf0Hjm0+wg/ddajIjRx0jO+b2tYfPe3uTXtXRgy1LfCgY4drgLX9ic6IXyHsA9DrhJ7SUp+cj/e08jR+1Hd2vmsukSWUtTFdka5QyxI5OcPQSF0xldRYswpdc8ZXQCoymHJJ6UeUm5Cs5ZXWuToBx7FH9qNpYYoJHh7HOa05WhwJL9zdPKQldtZ3Nhfl35T6Dv9iovayuuGsG8gOd7guqRyGCpmLnFxNy4kk9pNykVklaly0RmQVkuSZcsZloyKkrUlJ51jrFugLZlrdJ5wgvREYpdK0Z79v7TP4guYPStG/v2/tM/iC0iMjq2zKYM2I/XPsSg2IHhn2fgtOSLRC+sWTIpl/YYeEfZ+C2ZsKPCd7PwUuIohYes51N/wCwzfCd6R+Cz/YdvN3pH4JaKkQYuWudT07EN5u9I/BZGw7f1vSPwTUhRAs6yHqfjYhnI+lZGxLeR9KmtAr/AKxbB6sFmxTOV/Ol27Est9H2qOSBX9BXOY8PaS1zb2INjYgtcLjgWkjzq3ejacySNk4ZRfykDRNlNsRFxZ7fwUz2Uw1sOjRZc5ST8FTJqxKrnhclrrizpEf9n5rNPl+4J+bXmyimEyaef3J/pNV5snk+v08v1HfCMScXW4KRwaqGVVSIRcWzFOmF7Qd6BcF3PyrnpZ23VdEuyaJIUY5KNvxl2YX5eRPVFXXF10S9hX8DtDCAtqiO4suVlYOaTNcPCA8qrRz0Suxv+ZytkuCHRneDvB5jsXTX1eTh6FyYxtAIyO+BsO+HHXdZNr8dZKQG67lycGjtGWp/sdLMQMjra2SGM1mUWC7mxNaLjeotj1Qsc/J6KQfOMwN1zbNRMknyvF25H6egA6eVN01VYWW2ytRIJCIonSvLXEhu8RtLczteF3ALaRxnNIk9S+OmDo2B2v0W7xqLfS86n+DR2jZcWJay45HKNFD5tnKyaMOj6inlDgQamIzANG+8Eb2X7LuHNKDZ3G/9pYd/y6X2f54tKFnh6rqoy/VfBOHhIBqh52exv/aWH/8ALpP/AJiy3ZrGf9p0P/LX/wDy0217R8/WiYysXIQo4dm8Y44pSf8ALfuvVLR2y+K8cUp/NhrffUFTR/IUrJQ0JdjVEG7JYkd+Lt/doIR6LvKWGxeIf7Zk81FSj2kFTSHImFlo1l837Mn8JPuUUbsLXccaqPNS0Y++IpwwXZOeF+eTEaiqbZ4MckdOxpzRvboYI2uB1B38FUjDkd9IRYW4H3ApHa9xD6V+4l00ZHZJH/gtdn2kgfun0i3uXR0hNyxQv4tnh15Ndmab9m5doozKVMpXGI8s0g/WPtsfetY1IelfDBFWODb5XsikF+bszHAW4XZ7VHmLtVCLtCzEsEi1KBZZtMy4LRwS4agxqGhlxmlzNIOoIPtCpDHNhJC8kOFtbabm30C9AVceia5sPB4LomYaKAOw0nhewrX+wr/C9ivh2FDktDgytmaKLbsI/n7Ft/YJ3hH0K9G4Ms/kYK2KKM/sA7wj6P8ABbM6Pzxc5Xl+RgtThCuojRSXc+/Wd/XmSh6PhzcrrGEIOEopEopWPo/bxzJaHYRoIOuhB48Df3K5RhIWH4WLHyFbUuSUQoYeOSyMPHJWV0XdG764GR0gihbmGa2Z7nAWAY0kC1+JP1SnjHuhaoZcwSRzt10/0b7a8HHKfSjTRNS8FPjD28luKEclIcXwCaAls0L4yPCabW5h470jtBUt2G6Mn1URmdK2Fn1btLi528XAIs2xBvrv3KI1aRWPzAcln5g3kpzjewNTFchnWNF++jObQcSz6Q9CjTKZxdlsQ4kCxFtSbWIKjZRsFEEfMmq5qzoZLYWuNR+dc1pLMlmBxFy3rASdLgahQDHdkqiDV8Zy+E2zm+csvbzrXKM2n4IyKELBpArt6NujWCWk6+p6wmTRga7KGa/TaBvdw7640Oi5sa6HjbNTzB2p7yQWPYA9uh9ASXATTKdbSBHzYKU45sdVQE9ZC6w+s3vm25hzL6JiyrDdmqOdlOEuyNKMiWzmqCjrpJF1Nem+nC7WKGkzuo5rX9PmCdaPERvBTFE7X+t3JNWITmM2+qd3n+rdc5Qs9eHLSokmP4huvrr7D700Ydj2Rthzdv53K4o6++/VMssbrnU6kooo05E2p9r2g5XGzh6PSnej2xsLZgQqdraGVxuCPTr7V0U1DUAfRFvKPZqq4HSOVotmTaviDZM2Jba6m7tbG1h9bgLKAzQz7rFLYbgcl8zz5kUUWWVsmtBib3tu7Vx+t5txXRhFQWvOut/68ybqOLKNL6778+a6pZLC4+l7lJEjJ2TYYo629NVZWXN0xw4ieKJKm64Uevc4M19RrorE6FMPu+WbgGMiHlLjI/T1FWUbCSvQfRphbY6WPL9cdY4/rO09wSqPH1WSl/ZJImLfIlg1GVYas+U5iXVLAiS9lqppJrZp1aSdAuuy1ISgps4mwpZsKzxXQ0JE1ObEhEk3xbvK379fYupYcFpLk562RPD5MkmX9oW7WTPFvVC7ekmP/M5T4Jid6srCUhLTHrSRb/Svvb1je/HvvYnra2mz007ecUvpDCR9y9mKFplyS5TKo6aWAupZR+kgLfsnNd/7p9ChESnXSIc9BQy8i9h8rmX/APaKgjCrLydIeBdqVakWJdgWDoLMC2WGrKhtHJO66TIXQ6BYECphnMWosun5utjSoDlaErHGTuBJ5AEn0N1ThheD9Y4tLzGwAukeBctiZrIWA/XI0G/U8U64jijyOrgc+npxo2OJxY8ji+edn5x0rjcnvgBe2u9cnlVtejaja4RHJaZwFyx7R+s1zf4wEg5qkNFVVEWrKicdj5HStPMOjqC4FOr8NZVMcY4xHVMaXOawWinAtmyt3RTHgNxPpEjl9klGuaISAjKulkQOoOh/qx7d+nYt20q7xlZho4iEnKND5D9ydm0a1nohY+Q/cVoyy+8EwtlNCGRsawby1osMz7ZjYcN6b72uASLEm5143PmTljFWAQ0ODXWBs7cRfnz09q4J5zlu5lweLdfYu+Z/tS8I441xfsju1tYXBsVg8SFosRe+YhtgDfn7FIp6RlPTiNoAAsSBpcnfYDhewt2KPYOwTVrLfRhDnkcj9FhI53ITpttMS8Bup5e8DncqriLfvgeZV6IzU1LmXOa+rtDvFj9ybtnaNlVWMD42HL+cJyi/5uxF3AX1Nh50vj8zcu4tdaxvpqN6d+hmi/00x/VjafJ37/8AsWMat8mpukSLbGQFpbry03gjW4squxKrcXsjacxc9rbG99XAWPmKsDGqs3flIeRckcQDy8yiextMJcQabaR55TyFhYee5Cqdy/staYljVQEUbImj6LQcvbuPtLimOVlnG1x9I34cOe5dmP1R6w2uPpNvw73S1/LdcrqlwaSWh7WngRfKBrp2krGR3I1jjwJ1dabDW4IN/wAO1RLa3BaR8Ukpia1zWvOZgDbvt3uYAWOqc6ysY7jk7CefsUR6V8U6mlAvrLIxotxa1rnvJ7O9HpXOzdEBawLfqxyTdhtdnTowKkNQxZDVsslQUapOphDgWkf4HgUoVlqtmo+SOTUhYUg96mtZQ52A9iitdR5VLPXRwApQVDtFgrDdFSoehU7tQlqmq0vx7EwBy7oX6KG4jlT1d1hw1XJSxE6hOFLEb2suTZpREWtK6qWBxOgTpRYaTwUloMNsNy5t0eiEGxipqCwvZXr0dm9HD2NcPVe4Ks5KewsrF6Jp70uXjHJK0/vHrB7H+xRfseT8jHTBP+STlpQAUugLGk+NqEspSJBXWsWRxKpCIBWrwV0rV4UCkcYXQ1cFZiMbDZz2tPInX0LpoMRjfo14J5cdeQKRRud0dTUSbltdaybj5Ct0zkMle0h4I8bHfXxkZPouLKQSx5mlp4gg+RwsfvTBUvJ042opL9vWuY4egBSQBfW6aPkzkfCKQ2kB/JUIvoyVzSO1r3NuRz1PpUFjKnm08H5ipibe0NVUWF/qOd1g+5QGIrys9UfB0RlLtKQjKVasM6I6GFbXSbVkFSi2KXWMyRe9JmRUyzqDllsq4XSpJ1QqCbbGRCQyszWkdGRG3w3XzFt931W+lOtFj1MZCZadsbrkEnUNkabOD2EC1iOSrvD8QLHBzXWc0gg8iDcKRYxtBSTNDqh/zaoNmunLCaeQ2NjUdXfq9ABnIA58LeHP07m206OsZpefH8fBZFTke0hwY5rrON2t7O+aRu3b1GZ9p44CeogYQL3dfKHW8gJLVrs5h8ghfGXMewgiN8bw9pa4fUc36gPo1TfQbISPcWynJEPpFpu97Rvjhbawc61sxta6+Vhq2pSd3xbPW4RUb+Bpxpo+cS2Fg7qJco3NdUQMkkaB+3md++kgujGJy6V7izqyS0ZL3ytiY2KNhdxcGMbc87rnC+7ijUUeORu0rWc6HyO+4rIK1mOh8jvuK7pHJsvGqkaXEaOcOG8i3YmTGGNY0uDnMIB04XPvXh9/TVid7/On3O86+4rnremTE3Czqt5HIkkecXXbTzZxTpHufoypTklmNj1j7NNteriGU6/t5/QjF4GuN3DUEkHiBcnSy8JM6b8WYzq2Vb2sFyGt0Fzv1Bv7eKbpOmnFP9bf6XfzLpPlJeiR4bZ682ql1IBzDXfv8isnYqk6mhjG5z25z+1N32vkblHmXzwm6WcQd9Ke/lH+K7H9NGKOABrZ7AAAZ3ABrRZoDWm2gSKpCTs917WBoYSRraxLfpG/OyR6HKbLHPOTcF2Rt+DWAE7+1w9C8HzdKmIHfVSHyucfaShvStiIbkFZM1l75A9waXHQuLWnfoEgtLsN2qPoUZgbi44nXiSdd648SykEOaWZgfo8t/DyL59O6Sq4/wDq5vXd+KvH5NvTE6QihrJznP8A9PLIb5idTA95N8/g+hc9B1Uy87btBI21srhrv334Gypj5Q+J3kpoGgtytkkeL3755DGj1Wn0q6ZJiDa178R5e1ea+lGt63EZze4YWxj+6Y1rrfv5llwNarNtnb2Cl0A0Cjmz8W5SVu5RQZLMrBK3hgc7RrS49gJ+5POGbLzP1yhg5vNvQ3etLE2RyoY0WUyp9jLmxkueTW+8n3JOXCImPytbmtvc4315ADRdV0szG/E4cDZmYR2lceKYdfgpTJGGkZQBca2/wSklLmG5ePI9MqPq4f2gmVbXYRY3Te+kKsbEKDsTJVUGqima0EWiozyTlRYaeKf6PDgnqjwlRyNKIz0WGcLJ8w7BexO9JQAJ5oqdcnI7QQ30OF24JwFDZOtPDZYqVzbPRFjFUwrXZLFpIJixhFnguykXBcwgX5g2O9dVSU3UUX+cNPJkntdGPxXo6SGrIkeX8gltOywItsGgfnWEHmzUHzOII9qe6LFY3/RdqRex0Nj5dD5lBMSoc7bDsS1aA1jRxAHs3r7b/HRkflt0sIFFlX8bAW964g6cdL+lctSJRue70n3FcH+LLuosrKsFqq4YhMP0j/Wd+KfcAxp+4vJPab/xLnL8XL4G6iUNwxlycouTcn/yupsDeQ0UbkxaTwh6AkPylLe+c+70DRRfjpI1v38kvsiyY6bGncWg9u5OMOINO/T2+0LnLpJx+BrQnXQXd2ZDp2xyMe2x3W1OidWrhkILmEHQiRunaA7Ujd9A7+a7mL1dNGmySZWmMUWaTEWAC9oXjszU7c27iTdU5EdFfGNxn569o/S0d7c3QvmsSOJsQPMqKlZZzhxDnD0Erx5INSZ68crQrEUuCuWNdAXM6iwKykgVm6AxIVzPelnlcspUIJVUtk2PncdyUxepDRc7kz/l2Mcf/C2oEsMa2g+bgOkOhNhxPoCaD0kQ7rnj9R34KAbbY2Z5SQe8bdrBwsD9K3Mphuq8djUeitl+niGnhEIic8Ak5jmH0rFwA5Zrnzp1Z8pOIf8Ap3Hzn23XmLOsZ15X+Nwt3R235UXtjPTXFJI6QQubmINgL2NgDqXjeQT51xO6YmeKd6B/OqX6xZ6xe2MElSODmXG/pjHiXf8AT/OtO6/fTqXa6cPraeF2qnnSLamf3zf2m/xBa0ozqGkyhJySLi61aumVZBWaVcZK2c9aXVRKAlbsck3BZarRBUuWEWVl9EvQliOKWfFF1NPcA1M3ex8L9Uy+eQ2N+9Fu1WMW/BLXyVrZdFC8hwLSQ4EEEbwRuII43XrTB/kdxh4NRiLnxgC7YYBG8u0uBJK94DN/1SfIrk2N6H8Lospgo4nSN3TTASycNQ+QWG7gAvTHp5MxLLFFVdAe2c1XT9XNBP18TbNkMTwyZjWjI4SuaG9bwOuu/mots10LYrNPJNO2KFskkj7SPGbK95cPzceaxsdxPBetJxpYaW4DT7lwy37V1XSJ+Tm+ofwVVg/REGf6WpB7I2f9zz7k7R7IQxkZWOkI3F509UWHpupz81JWXQ2W49NFM5vqGxgiw5rG3Ia0cGtAGvkaik764sALG1t9+FynKspyUUVCRqvSsaMOdjHKOra6/wBLXzb9VG2R+3VTPGWBwOmoTLVUdnC3IenjZSUSqRGKystURxeFFM/7N8bf+9PdO5RbasFlfTutoaeVvndO249gUgEnIX7PcvznWKsjP0PRy/RHdWUlwo/iFApPs/XMlu0Gzm72nQj0pTFsJ4heZM9ziQVjMqkuC6jgmbEKctO5LYdKQqSiY0dGOKd4KcDcmLC6y+9SCmdcXWKNMzNoE0Vkq76oKPYvNZZSbdI3FqKtidXWBoJPm43PIAcU9bLYI8MMkos+QghvgRj6DD+tvJ8qR2Zwi2WaWxfvYw/UBAs536/3KSxPJK+/+P6Nx/dnwfyPXa/0Xg5ZmW9i66qnD2btbLTFLCw4m3o7V30rNF9VM+MQqRhG5d1JPmFinbF6JoBIFjr929RlriDotMiY4VFICuWniylKsnctgsWU6i7W6WYVzxroYEILxlKxyWXMl4Abqf2RscKeQjUG3+Isu+HEiN4um5oSkay8a9GlNiFeAaumlAN3R1MTuQ70PYD5y/yqitq6bq6qdh+rI/0O74fevR1KL/17Qqn6X9ipOsfVxXe11jI3i0gAZ223ssNeIXzOpwO7R7MORfJX0ZSweuCJyWaV8+j2JnYCs3XOxy2upRozIVx1Dko9yRlCIyQrpCkOVpubB7L+Qm2qg+1eJBgyA984a9jT5OJCsfayhzxuA3208o1CpnFMKnc8ktN/wFguylSI0Nr5Vr1iWkwaXwVgYNL4KjkQQMqwZF0jBJfBWwwKXwVbByB6z1q6xgMvJYGAS8lUxRymRKUknfN/aZ/EF0t2el5Jam2elDmm25zT6HAq2Sjvbs0zwGrP9mWeA30KwvyeOSi/SJivzaG7LdY42ZcX3audbkAswi2yuSoZhsyzxbVk7OM8W30KId0Cp8JnqBa/2/qvDZ9m1dlhkY1omTdm2eA30Kd9FfQfJiLi5rWxU7CA+dzbgu0vHCzTPJbtAFxdMnye9mK/GagjrBFSQlhqJwxvEtPzeC4N53Mv2N0JXvDB8OipoY4ImhscbQ1o8g1c48Xk3JPEld8XTtvk5ZMqS4IBsT0FYVSAEUkc8g162cdYc2mrWO7xo8ysxrQ1oa0BrWgBrQLANGgDWjQDsCx84COtC90YJeEeSUmzBKRelDUa20960kK6o5ieUpMwFLrUuV8g55YwNySMd13ZFpGQFbREjl6pEh00XYQFnqgjZaGBlLmNik5MKBN+RI84TwGgFdDCLXQllbdI2z2dsczdXwOuQOMLrF9h2FoK4BTkAHmFZ9ZTt3jXmE1xYcy1hu+7sXxvyHTt/uj7H47qF/pZD8Jo45HWc2ztLPabO8lx71I48DlbqyTrG+C/f5nBdZwAA5mp5wkaL5MY80z6uXPSuL8EIrsIzb2lp5EJrqcHI3Aq2J6QOXE/D29i28ZmPXRkufJAMBojmGh4cFNPmthYBdtPRtB4LtIHYixs5Zeq5/Ui1ZS6JrpaJubM/W30R2g3Din3Gqpt7AptDbkf15l9Poui51SPN1nXVGl5Fg+57VJMNoMrbnefYPxTdRUozW0u23mv7071NQQNCLW4r7ErXCPg6m3YzVkbQ++rjw5BddA+4TZVVF3Luw9ui1SKrMYk2+nBME9IAdE/1sgCZZH3KUU5ur4JfqeC3jGq7J4xvJ1UogjSQADUrZzkm0t4FbRKA2vddjiGG2/ckIWXO9dk8AcQDpZaogqdRcJCB5J3rTEmlre9sBxSWATjP2qAkdIF1vaCLbx+PDyLle8Xtu0BKWieF55KzSkVL0obCZL1EA7zfIwfVPht/VPEcFW4avUr2hwINiCCCDxBFiCqL6RdmPm0ve6xPuWHl4UZ7R9xC+f1GH5R7+nyXwyItC2ASgYlGMXio9TZzdWtJIipThFRSBgE0Ej3guu9kjgHAklpLetbZ1jbQW0T/QYZRSRPl6mSKNt+/fK8btC5lpXA2Omo1Omq2oGdRUtdDdMtVht+Cs/DMCgbEKiqc/I8u6mNuj5GXOR78uoLmgOsCAAbk8lI8CpKq7abPBMASGSElrw06/Sc70h2lxoo4Fsp2XCexJfknsVpbNbLiXO+Z3VQw3Ep0zZxvjBsQCOJsd4AGq72UGGyO6sNmiJNmylxs5x71tw5zgLk/Wa3zKaGGynPyV2LV2F9iuTAdiWGomgqLkMia9j2HLdrpGgStBuN1wQ4HVp8q2psIw2V3URiZjzcRzFxIe8A20cSDe24tbfhZXbozqKZ/JnYs/kw8lctXguHwO6mUSyyAN6yRpcAwuAcO9a4Ad6Q6wDjbemTa7ZkU8gDXZ4pG543aXy6ZmuI0JF2m43h4VUBaK2GGLYYYpe2iCH0GnmP3JRRhkKovpexQPqC0G7Yh1Y/buTIfSQPMrTx/aSOOF7xJGS1pygPaSXnRosDzIXnzE5s7t9ySXE8y43JPpK9OOPNnnk0ckERcpV0bbCS4hVxUsNwXkF7+EdO03lmf2AbuZICZaCAkhoBLiQAALkucbNaAOJJA869q9AGxbcNpg57R87qA10zuLGWBZTNPBrd55uJXtjE4t0Wx0fYDBh9LFR0zcscTQCTbNJIQOsnlLQLyPdck9qkTq8KHR4le583nSjK7tXdI4SfJKjU9qwartUVkxW+g1W0NeANN/G5uryZskfzo3S3XcVFYsS7Uq7FCjshKBWLR1WOajUdffjZbSVen0ifR7lPBUPsuJ23LVtcmCGsH/k+5b/Px2K6ij987Sor9FG31yQNedyXZGP/AM9Gq1irb6KPMeeLgEj+Ucp3raISZlaQcrjfkeY5hctZUZO/adeXAjjdNlTWB7d9i3Vp5Ht7OxNb8V3NfYHy6OB4tPFT/UqZY3F2ia4djzXaO709u4nkCuwVIB0VZYjci4Kb6XF5G6BxHn9xXhydEm+D1R6j2XJ8/wBFzvrVXWHbRyXsSHDtHDyhPUWM8x7V55dFI6xyxJW6usE0VmPDUApgxDFyRpuUemrrHTVx+i0byfcO1dcPR0+SS6hJcElbU99feSdBxJPIJ5zZG3JBcf8Ap7AeajeH95379XnQW3NB+q30b+KVlrCdL719WJ8+TbfJI8FqTq7XVbVuJHUXTNFVBoFzp5U119fqs6rZEPTKoXTxSVgA0KhmHVFzqnGWpAGhUbNoc8Rr7rjilJTLPU6710wVwta6qZR8j01ukK6oNlwCuFt5/rtXLVV10slDxh8mmi6TV2THh1YANTZLSVjVkg+0VZqlXzm+hP3qNRVwBSrqzjdVEY4Yni5Ol/MsbLykuuTzUVxGs13px2crd+vNG+ATDFMQ77Q62C6MNxDTUqGYriXfdpsu/D6nvR2rD8clSJpFX9q4dpKZtRE6N3GxB4hzTdpF0yMr7GyXFd2rzyO0HRUeIU7o3uY4WLXEHzG1x2JJpU326oA8da0d8PpW3lvPTiPuULY1eaWD0eqOUd9nMK605nnLCy5e7dmtqWNJ4eE7gNN+7G1WO9dZjO9gZbI0Ai5aLNe5vIcG8N+/cnh+NSxjKwjLcmzm5rE78puLAnW3MldB2nn5x+dh9zlNqiaxXaBplgppWAuayIseGi+VwEbSSG8A6MgkbrDgkNiKdxnZIAQyPO5zzoBeKRmUE7z33mAKb6fFJWPe9rg0vOZwaO8JsBfq3XsdN41NykMW2ilkaWPf3p3hoyggcHEG5HZeyw40bUiTCoFRBVMi+kZ3ShugL4jLHI1zfKGOtfjZROCkfI7q2NdmOh0Iy30Lnk/RA33K4IK9zHBzHFrhuI5HeCNxb2HRd9RtjUEWzgcy1oDvLe5sfIFhmrJ9+UWmqkaDcx0gY4/rGXPlJ4kAg/vKt9lZ/wA9T/8AEp/4mrhpMWfHnLHWL2lridTZxzEgn617679Vxw1RaQ5psWlpaeRYQW+0BZuwiR7ZVP8AnU/7Uf8A/NAnfayovFQ9kDv4KRQatxF0j3PdbM8gmwsLhjWCw8jQup2KOeI2udcRNc1mmoa7Jo5w32DGgLSRXwP9O8cku+1jpwP3JsoZN2qczo07jofuW442zLkUhtNsBBLFCxk5ic4wve97hJna+jfIWQwOEQzCS7tHuAbE85iRlVcbTbFR0piLaltT1nWNcWNyhsjKekqPzbs7s8JFW0B/e3MbtFAaytL3Fzg2532HK34BZbXkbg0eQW577HmSvUoo89nof5OOxTXSfP5hdkRtA0/WnFrzEHgzcO0nkr6nxXvl5GoOnWujjbEyOkaxjQ1rRE/Ro/vd6D071/g032b/AIq6RkkZkrPYMVXZtvKfSthWLyEen/EPBptP92/4qO7/AIh4NN9k/wCKuiyo56D2BDV9tuwf4rR9SCd68gnp+xDwab7J/wAVA6fsQ8Gm+zf8VNxDQz2PDWhburwvHLPlB4iPq0v2T/irLvlC4j4FL9k/4qzrQ0HsQV6PygvHP+UFiPg0v2T/AIq2/wAoXEfBpfsn/FTWiaGewRVE8lrJX20Ov9c15A/yhMR8Gl+yf8VH+UJiPg0v2T/iq7iG2z16K8lbtqf6uvHx+UJiPg0v2T/irDflBYh4FL9k/wCKruIuhnr2WuXHUVC8nn5QWIeBS/ZP+Kk39P2IH6tL9k/4qbiG2euKSv0seKRxWmzDQ6Dh28wea8mR9PmID6tL9k/4qW/yhMR8Cl+yf8VN1DQekn4q9mgIPCzt/kDvxSU+MN3uBaee8elq80VHTrXO3x0vmif8Vc0nTRWn6tP9m/4iu6ibbPVFLjUfhgf12pc7RMH1wfPc+garyczpnrR9Wn+zf8RLw9OFa3dHS/ZO+/rFd2JNtnqV2LvkNo2m3F7hZo7bHUnsTnhgDLknM473nef1QBoG9gXk5vT3iHg032b/AIqw7p5rz9Wm+zf8VN2JrQz1++vskW12q8lO6f8AEPBpfsn/ABVp3e8Q8Gm+zf8AFTeRnbZ67mxQWsG2J42P3nguU1i8nnp8xDwaY/3b/irHd6r/AAab7N/xVN1FWM9ZRVtl0GvXkVnTzXj6lL9k/wCKt29P2ID6tN9k/wCKruobZ6zNSEtBXNGuUE8yvIg6fMQ8Cl+yf8Va93rEPBpvs3/FUeSLLtnryorwdVxSVR5rygOnnEPBpvs3/FWB071/g032b/iqbiCgz1tQVVzql56mx018l/evIsPT5iA3Npvsn/FS3+UJiPg0v2UnxVd1DbPWvzlazVpsvJJ+UBiHg0v2T/irD+n/ABAi2Wl+yf8AFTdRFjPTlXW6p1osRyxg8yvIknThXH6tN9m/4qUPTtX5cuWnte/+jfv+1R5UNtnq+XEcz/V9v/lPsOI2AXjSPp3rwb5aa/8Aw3+b9Kl/8oHEfBpfsn/FUlkTCgz2Wyu7Uqyt7V4vHygsR8Gl+yf8VKt+UTiXg0v2UnxlzbRVBns01l1EsVhDXG2gOo8nLXtXmEfKMxLwaT7KT4yQqvlBYg/eyl80T/iqJm6PTvWJCd3avMQ6d6/wab7N/wAVaP6dK8/Vpvs3/FVbRo9MmZNdXUWK87npvrvBp/s3/FXPL0yVp3tp/s3fEXGcb8G1Kj0JJOuZ86oDuvVngweo74i0d0tVZ+rB6jviLltM3uIvp9Qk31CoburVfKH1HfzrB6U6vlD6jv51nZZdxF7/ADhKwVOqoLupVXKH1HfzrI6VKvlD6jv51pYmR5EeocMqAB26e1OwqBY+Q/cvKkfTLWjc2n+zf8RdDenCu3Zab7N/xF6I0kcmysEIQhAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgP//Z"