Криптовалюта Neo или нео
![криптовалюта neo](data:image/jpeg;base64,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)
Для сравнения, Эфириум имеет собственный язык Solidity, доступный только избранным разработчикам. На базе блокчейна Neo создается операционная система Elastos, которая претендует на первенство в сфере децентрализованного хранения и обработки информации. Неслучайно к этой разработке привлечено внимание Microsoft.
Посоветуйтесь с финансовым консультантом, прежде чем принимать какие-либо решения. Содержимое Сайта не может считаться предложением или руководством к действию. Проект основан в июне 2014 года под названием Antshares.
Бесплатная раздача токенов Gas держателям Neo
провел успешный ICO и собрал необходимые средства для реализации проекта создания децентрализованной сети для мобильных телефонов, биржа NEON, которая будет управляться сообществом и другие. Работает экологически чистым способом, не выпуская своих токенов и смарт-контрактов. Poly https://baguio-benguet.com/2020/10/07/obzor-platformy-tokenexus-p2p/ Network, состоящая из Neo, Ontology и Switcheo как членов-основателей, закладывает основу для гетерогенной функциональной совместимости блокчейнов. По мнению разработчиков эта гетерогенность поможет решить проблемы масштабируемости и продвижения основных приложений блокчейна.
В 2019 году в обороте находится около 70 миллионов монет, которые торгуются на многих биржевых площадках. Основной идеей этого изобретения было изготовление автономного платёжного инструмента, работающего в рамках смарт-контрактов на основе автоматизированной системы управления. Децентрализованная биржа Switcheo активировала функцию атомарных свопов для блокчейнов Ethereum и NEO. Партнер Ontology по экосистеме Соединенных Штатов – Эрик Пинос, сказал, что, хотя на данный момент ONT тесно сотрудничает с NEO, сеть уже готовится для интеграции с другими платформами. Проект NEO нельзя назвать блокчейном, поскольку он чрезмерно централизованный.
![криптовалюта neo](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAErAY8DASIAAhEBAxEB/8QAHgAAAQUBAQEBAQAAAAAAAAAAAAIDBAUGAQkIBwr/xABVEAACAQMCAwMGCQcJBgMHBQABAgMABBEFEgYhMRNBURQVImFxkQcIIyQyUlOBkgkzQlShsdEWJTRVYnKTwdJDgpWi0+E1Y5QXGXODssLwZHSjs8P/xAAaAQEBAQEBAQEAAAAAAAAAAAAAAQIDBAUG/8QALhEAAgIBAwMDAwMEAwAAAAAAAAECEQMSITEEE1EiQVIFBjJCcYEVI2GRFKGx/9oADAMBAAIRAxEAPwDyqooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAor2aP5LX4qKCLfpfFQ7U7QI9RllZfW20AAVUXH5Nn4qduZYhwdxuwXOxxqLASEeAJzXTtSXJhZIt0jx8or1/b8m98U+ORdvBfHEoaMPhdQc9evfU7/wB2h8U6Kx8qfh3jLBK4RdSkD+kwXGOfIZyfUKig3wabo8cqK9mYfyX3xTS6G40TirDzGFTHqcsmGHeQF5LVTJ+TZ+KcDOF4P43Jhbap84P8r/aHPpR42uQnZ4+UV7Cr+TS+KlJIEh4R41xtDMW1F8AbgD3+BJ+6pL/kzvioQ2wuH4X4xKsVQbdUkDAlyueQPIDDH1U0kcqPHGivbWP8lZ8UK1srGS74d4xlkvJuw+Q1OZxGckb25DavLr66TP8Aks/idQ3Mts/BPHjdi5QOuquVbB6g56Vl7GjxMor2xX8lp8T2S3luhwbxqRGqNjzu/PPXv7qkN+Sp+J3BYDU24T40dCyoYl1Z2f0jtzgHoM5J8AaLcPY8RqK9qNb/ACWXxSbC+khTReKGUMpUJqMzEZ8SAcLyzn11nbr8mv8AFRgmeP8Akjxq+w43LqTsp9YPLl91a0mdR480V7Cr+Tf+Kj5M0o4N459E47Pzm2W54z9Lw51Kn/Jm/FOtYRcNwxxhJlo12Jqbkjd3nBPJe/lTSNR44UV7Nj8l78U8qofROKELzGIPFqk0owATvbC8l5YHtqoufybHxUIJCn8k+MnIYgmPU5GBx38wMZppGo8e6K9gl/JsfFReF5RwhxspQcgdQf0vZzqTB+TW+KgdMF/JwnxmrFggiXU5O0GSBzGOg3HPspoNHjpRXswPyX3xVEwz6HxOO0lMKdlq00mD9ZvRG0VV3f5Nn4qNvdzWv8lONZuyIAkTUnIc/pEZwcZxir2pLkypWePdFewX/u2/iniFpG4O43JBACDUHyfX1qYPyZfxTvJ45V4a4t+UdFx51lDoWYjJAB5LjJ59DUUG+Ct0eONFey8f5ML4pr7O30LilWkYxgRanLIqN13NhRhe4VAf8mp8VKKSSBuE+Mn2dHXUX9L2c6PG1yE7PHeivYIfk3fioKIe04Q43BlBDZ1B/RYHl3+GalzfkyviqRRxSHhni91mlWIDzpIGTd+mcA+iO800lPHKivZm3/Jd/FRmS3aTR+KoTO5TC6nM4TAzkkL6I7udVTfk2/ipiSUS8HcbZicpgak53AHHI5GfdV7UjLlR490V7CN+Td+KYsDXB4P43iC49Hzm5bmcdM1Jb8mZ8VIQW80XDXF58pmWE51SQdlu/TbGeQqaG+BqPHKivZi2/Jf/ABTJDAJtE4qUuXXCanMwyBy3ttwgPjVVJ+Tb+KjFMY5+CeNyy8iU1JyufUeWfdVeOS5Cdnj5RXsKfybHxTQpccHccdMgecHz++pUn5M74pgFsU4Z4w+dTdko85S/IDaTvfmcDIx076mkrdHjhRXsun5L74qO2EzaNxQksxb0U1KaVVC/WbC7c/fVVJ+Tc+KgrFTwXxxGQSCDqD49oOeYppJqPH2ivYRPybXxTyoP8juN/wDiD/xqSv5M74qKdgw4d4wMlzIYlC6k2IyBndJz5L3e2mkarPHKivXPWfyevxTtN4h0zh/+S3FTNqdxDFHImtSnaZRIRy2Y5dmM8++rOf8AJtfFKiIWPhvjNiWKkLqkrHAA9LkvQnd7qwtznDPDJN448rk8eaK9iofyZ/xR5iEXh7jNWPe+ozAf/TT8n5Mj4p0Lw2w0DitzcFgXTVZtiYGcv6PIHoPXW9J1bo8bqK9j5vyZvxTYJtPhbhvi5zqBkVXj1OZljCjO6Q7fRB6VLH5LX4qJ6adxEfZrMmf2rTSTUeMtFezEv5Lj4qKRll0niaQgZG3V2OfHqFFcl/Jg/FVtrd7uHQeJnkhj7QRnWXVncZO0DB8Bzz31e3J8FTs8aKK9jtK/JjfFe1PT47254X4lsZHLA28muu7IA5UZOzvAB++u2H5ML4rN88qzcOcUW5jmaJd+uv8AKgDPaD0OndRY5Pgp92G2s4Nei0u34Vc2sluZWv49qxqc47M885qX5rsGuWgXQdiRhWWVm9E5PMcj1xn9ldnv5BeoEubTsDES6s4OHznPXxx3Umwv9YZlGpyaZ2QBUyQXGSH7uRXHT11whllkk1TVFWP061wyDoMCXy37alw7HbQwS9nAT2gaRO8nco789MjFVVtqKSjUJZ+B7iBNOuGhgVlQ+UpgESJ6XNT68dOlaSS41ANeRQXVjGdga2LMCC3PO4Z9lIsr7VJrWU6hBp0E4XMCxTh1JIweuMVqGSTTbRHBv3Muddmg228PwfX7mRsmQbAoXOM/S5HvpEevrMqPH8HGrFXOM7E5e3061U8usJFDJbnS5G2fKLK+wM2e4jPUculNi+4oQyM1nohG30AL5gM7vDZ9Xn+ytQlKcbJp0+5RR6julaI8CahEVH0iEwf+c11r5iTE3BF2cAs27aFbAJwvPmTgju5kVf215rheJrzzKq5w+y4OSPVyqRdXGoySypa3FokZhfsXfHoyY9Hv8f3UnkcKTQ0at7KaHiLWYoolThGXDDIAcDae/NWGl6/ql6jNcaU9kq8gWAy3sFJg1HiKS4Bnt9EEbEBit8xZOYyANnPluPUdKly3Vyt1ctFPbGPswIVaVcdp31nLJw3Ss0oPyPtfXo9LZGqjqAM/dQb65lAUMkee/Hq6c6g2d1rgvkN6mkx2aqRI6TksT+iwBUAZ8M0qS8vybx7Z7J90idjvkBXG4Ak4PgSarmozUa5I4PiwuIre5lEtzDFI8ijJxnl3U1JpenhGK6ZCQpHVeZz99OafqN9Ja3bX/myO4UssAgnDKw2qc5OO8kdO6m5L3XVt7d7ZNKnbbiXt7jYB94Bosjc9CX8k7de4k6fp6nadNt8jkfRP8a75p0xztGnI2fAt/Gml1bioMFNnoLIDjcNQPMeIGyrW5upPKUEE9qYP0gWHhy7/ABqzm8cbaGi/cr/NVljAso1Qd4JPPw613zZpY66bBn+6c/vrkd9xKiviDRpZNw2E3Rj9Dv5BTzzipdteak0E/nJNOhm2HsRDcbwT69wXHdWu4lFyodr/ACR103T2QqmlQ+jzPo/96QNOsSRtsgYiOe0Ejd4cjypc1zrqWcDWXmqWc/nhPNsGPaAar+KJuJ30u0Ogy2MN0ZPnPYTRkBe4K0ike3lmuMcsppPTyWq2JosNPX5PyCNDgZ3E/S8etdbT9PAGdPtSc9QpzTa3vErXDEeYpYdiBJDcEEHaN+QAc5bIHPliu+WcWBzm00Ps+WGW6YE8xn9HwyfurtUlu2ZpLcUdN08Lu83W/wCE11dK02Qb10+Eg+BI/ZmlXl9ryaRevG2mR36q3kfzjKP4FiQMZ++m4bzX/N9rIy6VJcsg8oJl2ord+CM591cY53kn21Fr/JltscGm6bH+bsoQT1yzfxrj2OmBwTp1uP8AdNIS84n3+lb6EY88mW5Ykjx+jXW1HiIySbrfRio/N5vCN/8Aycq7KM/IUlHkW1jpYAJ062bJwAENIfTtN3HNhGw7iMgfvruvXWtPw5P5nayi1cp8iBIGQPkd5xnlmmLa84oTTrdpJNMluipEwkcKA249ME92KzKUo7Ud1DVDWmPLpthj0dLiI9ZP8a6umacck2FquPEH+NcW84jAAlt9F39+bgj/ACpUt1xGygxwaMMDODOef345VpKbV2ecSthp30l062Y9wCnJPhQ1lZHBe0RQegGevh1ruu3esvwxceZfNi6wUUxo0+Ygdw3elj6uccuuKY0y44rXS7QaidFN72WLkdoQqyjwIHPl++rUy3H2JC6bpu0h7GI56bs/xpPmzTxyXTbcjxwT/nTflnFaOwk8wyrgFT27KevMYx99Knv+KY5cW6aGYNhIdrgr6XhjH7aaZ+SJ0PebrDYc6bApUZIxggePWm20qxK48jUksVKncMYzzPPpy/aKq+Pb/jj/ANn2qPwKuiHjBbQnTo7uQNbC4x+lkjl1PPHSm+DLn4Sf5H8PS8aeZYdeawhGtdgC0XlYQ9p2ZDbcFsHqcZpUza9XJcjTdNUbfJYAf7xP+dJ816YhxJZW7E8wcE0qS817kI4NE9btOQT92OVSLO+1MuFvo9HH/wAO5549hWlSGlEc2WmJ6K6bA2PBDy/bS2sbFRzsoCPDJ5+rrVncXINvILWa2Wdh6ILDkaq7i510RIbQaS7hfS7WXbhvuzWHkqelovbv3EHTdOwqrp9sI0wRlSCjL9Ej2Zau+bdMIAj0+FyBjJzzA6HrUy5uLqRrM281ptY4nIIZT9YDmPXUFrzXomm2robZc9grXBQ7O7PI1mM9UmkiLEo+pVZ0aXZGQAWEa8uYXkAPE86U2m6fzItlPPHLPX30/pl1qs8gGqw6VFCOpgn7TJ8OYFQ4p+KEGpxNLpM5SeM2R3bMxHG9ZAM4KjJBHXl0rUpOFNmnHUqFtptmqlvIhhQSMHp6hzqHadi/EFzph4fHk0Mast9k7ZTkZX7s/sp+G+4jMm+eHQUhxyRbtzj17tn+VTtH1C9ktz54Onxn0SvYTl1II59VFX13ai6/Y4a8a2c1Zmbi4vv/AGiw8LLwhHJpNxp813LfL2hWNo2UKjdE3MScAZOAc4q/0+1s7ya6tpuGns+xlIjZyNsq/WGOnPPLwAq4W9s1JxcxAHqMjr49a6L+xRdouo1UDAyw5ftp6/iyrPiW2pf7Pxe04716X4bJ/g7bglTpSllE4jmDqixh+2LsOyKF8JgHPM1+rR6dp4W4K6ScwMFXl9LIB5e+p/b2RYTm6i5jG8sAGPtp3ymLAxdRj7x/H2V0z5XlahGLjsddcJR1Qdn84vBd5omh3Y1+40m1vLyznWeCG4JaGQKc7XXbzB76OJdf0njLih+IdV4ftNMgu5pWls9Kh2rHtA+iDjrWfiiIhcg4IU4OaveG5OHba6jbiyyur3TF7bdBb3YgYksg+kxAPIkY9Yr06VeqtzC6jIsfYSpIOw+Dte0AttXcBjtCgYIycAnPWqXUodKku8aRZSW9vgejI2W3d/PwrSa9LwJ5TFdadw/qNtG0bgQyysQyl02nkSwwO258hzXBGKspbz4GiHUaFxLEzNnCX8XojuUFgeXfkEnn1q17HExi2uiLYyzLFIL/AHAgBAYsjxJ6UTW/DqWga2spjchExvX0d2V3fs3Ve65dcAOljb6LouqWUizRm9ea6UmSMk7wrN6IOMYz35qQNT+C48TPdLoOrxaH2EgFoLsvMZWb5MrIx7l5nPjUSS2QTaM3fQ8O+SLJZ294t1yztQbPfXTBos80ey3uSuz5T65b1c62surfAcrSJDw5xHGeiFtRQoDtOO8FhnBPMdOtZeSfhOXiIyR6beNorlQtusjdoWCDdhizH6WT9I8jRpPkxkk6srfI9KNvO0qTdojr2Q2g4Hfn18zTyWPD3lkyXUV4ISg7IxIGO7xqXo0nCjXtx56i1KW2WItAlq6oVbPoliynIx1FO6pLwE88Z0XT9YjQc+0ubhZMv3j0V5CqWLbiik8ksBcOFicxNgRbkGG8M+FSJLfRRp1q1sD5aremuMLs9IE+/FWVhJwT50eTVl1lLFog0Yglh7Uy7u4kEEbcHApzWJ+BFeOLh+HW0j5ljeFWboem0ADnU0oSdKyta00TyeNJLRVLSAMyD0jmn3suEQoLedA2BnbBHjp66m2f8iRf2z6pFrb2YJ7ZLeSHtCcLt2llIXvHPvNJ1ObgcTjzZBraQsI9wuJo3Y5642gAd/QdKUkbjlWmynvbXSlkRdNSdgwBPbxhf3U4tlw8t6/bR3TQCOPY9ugGH/S5MedWmmPwGLxvOi6zJahFaNYJV7VCW9Lczejjbg4pGpT8DJdJ5nt9aSyByRLKjyMPXhcLz3e4UaT2ZHmshnTeDWOS+rg5Jy0UZ6/fTeoadw6kK+a2u3mz0niVVI9q0/d/yfMhdfLex7Ntql1BDY5HNcLaF2PyPlQ5nOZc9w8KJJHOWXciWtjpgu4vKFaODl2hMRLevp3VLuLLhoXLmEXMkInHZ7F5iPHM+n30RNw7HbuzeXrNz27XUqT7PpVCchkDAHmAeYwedXg6KbaJXk3CeCqtqwz3GGPH76jSWendom1GMG79NcH3CkKQWwTRiN7X5ZjjeP3GlIup+SwtrPhoiXyxbgLkdmsUeRj15pL2fBuJGA1MbfqwR4/bVcBbAYErAeFOQi12SAzN08aUS2SdPtNCaSU3NqHiO0wmdGU4/wB04p1LHhkxRm68rjlJYkwRrgDcdv0ufQVWqEAG08u40fIjASVieQwT3UI9y0ax4STe6y6sWc5J7GPI9nOq+7t9HAItfKzFld5lRQ4OccgOvKuzbEcZYoCv6PKmiLdhhpnIPiaFTa4J72fDPamLddrGqJhzEGfdvO7IP9nbXPJODgdu+/Jzjd2EfvqMTbmIZnc9e803mDp5Q/voLZPax4PIDS3N+4XmB5OP41FvrPR0KnTfK5A6b3EsQA5d/fzpkLbfatTspt2jUNO5xy5nupRBue1sxKjRW4BiY/SAPPp4CkPBH2YUjK4+ienupQW2GcSsM8zR83PIzP76FtjQtI87uxTJIbOO8dK4llEhLLEgZhzbHM+vNS4ypU5bkBTeYPt399C6mhryVPsk9pGf30LBGp2mJPHpin4zF2ihZGfJ5g7j+6uSdiZG3uy4PIAEfvoNT8ki2tNO2HtooAWLbt2/djby245daaW1tNuOzO5gM4OOYrsJXspQrkqR399MgwY5zv7M1KV2SyTcWmjlYorZbiQ5+VVhjbnrjnT1jBoSW1w2pJIsjldhK92OWPCoHyJIxKzEdMmlp2Qjk3uV9EDl6qJJbi2h6xt9Jy63cUW5WATcXzjnnp/u05p1vpWx31DBfZtYqj8uXPB++oZERAZGLZGST1z/APmKcjMLk9pK+T1Ga0npdhyfufU3wPScOx8IaSmsXkkUL2rJuhde0DBiQCCc9K3ZHwcliza7q4PjsjOPu3V8OGSIHaLmQAHkNxoSZFbctxKSATgHP7K/Z4PuxdPhhiliuttj8h1X2ouq6iWVZHvufcRX4PDyj1/Vj4kxx8v+aqcz6PHqPZxXvaRFH2NI6nJA5ZAPLnjrXz/pmu/BuPg1ttGubd24o7c4uDbur48oPIv0I28ufdyql4f1Dg2K1txrkgMzrvLmG4b0umPkwefLr0r6HU/dOPpdLlhuzw4vtSXUOoZao/WPjKHQJdJiTTOzeBtQ7MbWQ7U3EA7hyPLFfg+saHp9vEr2KDOcHMpNOXl1a3hvm0/cttujWIHdyO7r6XP31Fv9Me2tx2l3A2T+lJmvxv1frY/UM3diqXg/WfTehl9OwdluyPD2E2GkuJEkxlUVAVb2nuqRa3PkwSZATIkjyIVYqVIWPDAj10qzXTjY3JuLhUmLN2SYO4gd3IYye7nSIiPIgFXCgsvPrkKlfNPoCb3U7i/SBruV37JSkbO5ZguScHP9osfvpiIhmBFcR2WNdoU5J60pGZnywAPqoDjmLe2YCTnrTk8PkN21rdWbRzRn0kOMjp/EU3LvWbaYnw3MNywav+NIDb8U3UoKtuCSDHcHC4z7jU1IqTfBQPJblsCA1zdD+rmlyyOzYZVA9VIqkFwvGO0wu0Y6U0ph2jMBJ8aft3dQ4VVIx30yCSMnvoAzD+rmuhoc/wBHNFcJAwTQDkrQ4X5uaRuh/VzXXYkDarH2UkZ7wR7aA7uh+wNG6H7A0VzLd6MKAdZoezHzc9ab3Q/YGnH/ADf303QHMw/q5pcjptGBgYHLFJp15JAgARMYHtoBnMP6uackeARDNuRzpvLd6MPbTrM6R5RNxz0oBoPbnpAadhaHbJ83PSmi8jfSiI9lOwZ2yZBHLvoBoNBgHyc9KSZIOW2IqcjnSh0HspRll+onWgC4kiEi713Db0xSO0tvsDT9xNL2g9BPo00Zpu6JT7KAWHgMQItzim8w/q5pzczRgsuD4UigOFogMiEqfGls8ZQbkL8+lJBKnKgE+unJHdowGVRz7qAazD+rmjMP6ua7RQC42h2n5uelN5h/VzTkfRvZSKA7G8Cyrm3PWuSy23at8getKhZllXaoOfEE/ursksglbCJ18CP8qA7C8BikxbkimgYMf0c07ESySlgAcd1NDoPZQAWgAybc0pJbbs5PkD0rgJU5UAn104ssnZyZROlAM9rbbV+QPSlwyR7sqNo8KDNNtXESnl3UuGWUtzjQe2gGyYcn5AmgNFg7Yip2nn91DdTnxrh6EeIIoCXaAG9sBtyTLHj18+mO+r7Qtd+Dm2SJ9f4Ku79Vh7NhBqDxl5ML6RwRtGcn/eqjshuv9PADErNGDgHP016HurW8K8QcbWIsDpHA9je+R2rBXk0XtxLHlMs2R6WCP20BlHks7gajLplq1vayOHghLFjGjN6K5PM4BAzTE93dXI9NYgF9H0owOlSHmuBLqkl9apbXDThpYY02LG/a5ZQvcAc8qd1XWLTU4lVI2BBz8pCq/uJoCFZ+b4rVnuVkkudq7Qr4UEd5HfmlI2+3LAbRvk5f7sdcs7izhikjnid5pFIG0ZBO39nPnXYVHkMcgOCxlJX8I/yFARl/Nr7TSo/pCkr+bX2mlR/SqNWipWWui6MdT849qwYx2zSRKG5qQRzqz4m0268h0m9xvnupbiKQ97BH2oPuq3+Ck2FpLq2raiyLCgS3BccvSzn9q1zQ388zcM9q26GCadpv7zO5B+8gVx5Z0Xpi2zGaxpV7o2oz6dfxhJoWAI/skAg/tqFV9x1qUWs68uroTuu7WESDPSRECyD2bgcVQYPjXoS1boxoY7B+n/dppfoinbfPynsplc4FSn4JwKrhG7Az30c64xIxjxpT8EHH3oBsfGevKk5Y82bJ8a6zEgZpPOlPwDtG6U8mkJHhiuc6OdVRb9gOv+b++m6W+ezHtpvnRpr2B2nH+gPYKa504+dg9gqU/AEbpTyaQkeGKccsI/RbBzTXOnHz2Y9tKfgCN032p91OQFishZsnHWmudOwZ2yeylPwBodB7KD3e0VwZwPZXefL2ilPwByf6a/3aRlx9B9v3Uu4zvX+7TfOlPwBzLGMFjk+NIpfPsh99N86U/AO04/5se2mxk59hP7KW/wCZiP1hk0dr2KIormfXRzqtNOiXHhMcj6N7KRS484PsNN86lPwBUeBKmQvX9I4/zokIMj429f0TmiLd2q48fqk/uol3dq2fH6pH76U/AFxfm5fZTQ6D2U5F+blpoZwKU/AFUpfzcn92kc6Wmezk/u0p+AJ3SBV2PtGPClwklvSOT403z2r7KXDndSn4Ak9T7a4ehPgM105yfbXDnB9hpT8AmWiSm7suz2HMsbMrttyu9Se/wBrZ8LcO/CZex6fa8N8XNaRTwyLbLHrZhCqCm5OoAJ3Lgd+D4Vi7ZDLdWEQ2gtND6RTdjDg1e6FwtwFqKWr6l8IK2GYS86NpjSukmU2qAGHIjec92PXU1LjwUp7yG7ju9Ug1CVZLoTkTyLIZFeQSHcwY82BOSD35zTWoWUaQRyI5RjIUKkD6IHI8j30CC2iN7aabcm4hUgWsxTZ2ke8bG288ZUg47s05qmjXOjwLcnDtJgFFVkx6+YNTUvYg5YamumWPZR2XbmV9zlkzsj7PAwe7PSocLhbNN8LAgyncxz1I5VNsdShs9PktJLeQydlhiZOaZ28yPuNQ4zI1tCAgIBkySMjolaBHEq9mvIdT3U5b/KXEKiBn3SYwp68umKQ7yqQQkR3f2auOEA0vEliZrXcscm8sq8hyI/zHvqN0VOhuHUVi4bksgu3tbw70zzfaqsOf++ffWh4Sukt+GNXu+xZGspbcqd3NQe06er0hVJr9lFpFvYabJaFZl7eS5B65aZkUfcsa09w9OY9C4jRsq0logTI6kMpP7q5VvZ0j/cTiJm4Z1i60sazpuntcW0MbB3zkn5y68vDr19VJ1rhHWNGu4omsJ5GuLeOfkhwu7PLB9lavQNds5eFrThedwiXk9xZzuYQwWMhnBP3sprM8YSQy2Gk3avHOzSXcBkcAvtSX0AfAbSCPbWWp36ZUFK/4KsaVrAzjS7kZ64SueatV/qu4/AKjRAHfmGPpjlGOtRyY19Fo4QRyIMYrolkr8jm+Sy806t/VVx+AUltJ1bA/mq46/UFV/wAnnHYx5P8A5QpQQA87eMf/AChWtE/mQsTpOrAD+arj8ApPmrVv6ruPwCoxA2j5CP8AwhTTAMciBD/8kVmsnyBO81at/Vdx+AV3zRqv9VXH4BVft/8A06f4Io2kdLdP8EVHHI/1AtH0bVGjAfTLpRnqEprzJf8A6he/hqNlgnO3j6/Ziubj9hH/AIQqqORfqBK8yX/6he/hp19I1UIoGl3OMDnsqBuP2Ef+EKJNxA+bx9B/sxSsnyBKGk3+fR067J7spTraTq3Zj+a7jr9QVXMAR+YT/BFdcbYgRbp1+yFKyfIEzzTq/wDVVz+AU5DpGrbZP5ruen1BVajnn83T/CFLj9ISE26dPshSsnyBKGlatgfzXcfgFd806t/VVx+AVXhOQ+Qj/wAIUEMeRgjxn7MUrJ8gWDaTqhPyum3Y8CErnmi+/q68/BUab0ZARAn0fsgaTvP6un+CKVk+QLDzRfdkP5uvPwU15pvf6vvPw1FZmMYxbJ/hCm9hPPsI/wDCFKyfIE9dJv8AJ2addk4OAU9VLfSNT7GLtNLugNvclVuwjmIIuX/lCnST2alreMA8x8kDTTk+QpPZ8F1w9psVvr1hPrWi3kunLOvlI9HmvhtJBb2ClcS6akuvX0nD+kXSac0zG3Ux4IX2d3PNZ47XOVhjOP8AyhRs/wDIi/whWO3l7mvWet9XJ9Kul0qru63J8ek6vg50u6x/crnmm9/q+8/BUWLcAc28eP8A4YpLAEYEEf8Agit1k+R5CdFo+oGWPZpl03pjOU7s0Po+rCR8aTcfSP8Asx41ATKSoewj6/ZClFyXfEEfX7IUrJ8gTU0nV9kv813P4KSNI1fA/mq56fZioyLuSU9hH/hikhjgfIR9PsxSsnyBM806v/VVz+AUuLSdWO4ea7jGOfoCoDEsMdhH/hChFKxyEQR9PsxSsnyBMOkav3aVc4/uChNJ1jef5rufwVCVmCKDbp0+yBrqMxfPkyf4QpWT5AmHStWz/wCF3H4BSW0rVsctLuPwCoRTmfkIv8IVwqVUnsIuh/2YpWT5A0PD/C+raxr2j6T5tnWS91C2tYndcLGzyKqscdwJGcA19bxfk8OItKWJOI9R4Sup4NyXwt9cuowjNt2NztPRUdm/iOeK+N9Kurqz1LTb+zHYzWdxFNFJEoV0lQ7kKnGchgD3V+1cO/Gr+NBCumraarrOqtEjokk0V5PJMC0eWIEmMghcEdO0NfnPrvTfcObT/Rs8IJflqi//AFHpx5MMY1NbmK+GP4Jdc+BHjzVuCtYe0knt7aG+hkspmmiS2lYGIBmVSzbSP0RnBrCXt/d3RBuCkZPQrHtLe6rriTi/irjXVtV4m411C7vdWvdnlDXDMWhO47YxvJYKm5gATkdKrdZ1C0mht47NZUkjXfKrn0lc9Qvh/DFfc6FZMOKKztSlStrhv3r/AAeeUop37D2i8U3uh6dfafbxW7i+QAq4JYHHPmCAR7RUJN3kcAXGMSgc8csjqPGnbN7G2t5b2aHtbhiUCHovrpqEdpbDLbflJFB7gNy16nsgqvcbtLaW5kigEpG449HvyQO/21s4uGr/AIO1K/luYXkjs7U7ZRINomaRAgPqOOVVmiRfyW4lu4dYgWSPT45VkRkzuYriNl9WSD7qlanxXfX+gPZvcpIlzdOxYoNx2yIUJ9lYbbOqUJcFPxRqcusa0+oOo2y28MrKGB2HaC4PPruLe+q1bi+iR44nkKyjbIDjmPfTQVEGyMIi9425zVhBpkKtHI2ZDIN8SByPRH6TkfRHgOtQ5qTg9jgttQIbd8jBnesjSbMZGCR7hWg0fTdO/kdqMD6ni8aWFreVlKRYLEN6TEHqy91UN7dQi6MzSC9lPNZXX5Ll3KOpA9ZpVlcyXYv47u5kczWj7egCspDAKMch6NDWLeTTOHSbyPBvb23RmUOGZi24EZ5bd2fupHYbVBXUy3Lokchx+6kWt60Ikj39rBITmFxlOvd3g+sU5Dp1lfyrbWK3UdzITtVYe1DDbnAI5k+2tpPyYeSKdNCDHbT8otVmDHp2luFX7yHOPdUea2vLdgLgtgnlkjB9YIPOptzw9e6fBBM88bG4TtUTaQxTn6WD3dPfUeKWJwLW7lWSKX6BRCvZnpy8OZ6Vizp6HwNyrKqjDtGD06c6ZAmA/pTe6nJbc23zZ5WLRkqc8/dTe0faH3VuLbMtJHcTfrTe6jEvfck+oiubR9ofdRtH2h91aMDjJKYxtwefjSOyn+p+0Up0QxgM5693Km+yh+s/4qAV2U/1P2ilusgQekAcCmuyh+s/4qddVCLhz0FAIxN+tN7qdYSdmN8xYZ6Gmdo+0PupxlHZj5Q9aARh/wBCbZ7KdhE22T5yenhTO0faH3U5Cq7ZPlD0oBsRzkA4z68jnQY5hzIAGeuaSIosDLt+Ku9lEOYds57zQD04l7QYl2+j1FN4m/Wm91LnVd4+UP0ab2j7Q+6gHcTdkPnLe6m+znPPGfXkc6XtXsh8oaa7KE9Wb30AsR3A6JnPLkRUiG1uprdWGU7OIOfHBcqD7xUVYo84V3yeX0vGtVw5pVvqGg6hahvnV9PZ2VnI7EBSWdmB/wCX31HwVbsygWTqXPP63/au7X+stSL/AEyfSbyWwuwY5oTtdeo9o9R60wyhU7QyHaOp/wDz1A1IuzUkkLjWTBw46d1JMdz3yM3qOP40pEGGVnOcYIprsofrP+KtGB2FJxKpO5f7uK5MJO1bLnr+lT2k6VPqup2+n6fDLPNM4VUTJYjvwO/lTVzbm3uJYJQ8ckblHRhhlYciCO6s646tHudO3PRrrbydiWTs5PSX300FfH0lpyJV7OT5SmwowPlD7q1wc+Q2v9ZaWiv2cmGX6NI2j7Q+6lqq9nJ8oelAJxLtXE+3l0FORCbP9Jb3U1tXavyh6UuJRu/OGgEsr7j6annQEcc2K4HrFDKMn5T9lc2qQRlRkY5LigJlsXjurJlkwDPGSB35bAye7rW14WsfhVuzYHhnXY4JViZ4M6jHFtT5MMu5iNuSUP8AuVirPYLuzPaqCsqgbhkd46feKudH0Pgi7jthrXHkemieFmmXzbcS9jINuFbYpyDk8xy9GpNtJOXH7m4pNFVcC6WXVIb+ftrwSAzPkEySdp6RyORJJz4Vf2XCGgf+z7VeKrnjiGDWbG9htoNLCdo00b4Jct6gT7jWceO0tfOPkl0bqKJgkNyqEBgr8m2kAgkAYBFIutS1B1RL5XYAhgZQRnGcdPANiudp7o9PS5sfSNvLHUmLs7u28kmgltsPKCAxPQ9xot1kSzt53hZYvKMs4GQSGQ4PqOMffT2n6bb3unz3U9wY5YzuRS2M4TOKvOFdV0qHSbmw1tC1l2jSO2zc4xgkL39y9PXXR8HnhTi7HNe1ay1Ph1rhGzfvJFFccuahSVUZ9fkxb76yKyIQka/m1O9B4Zwf8hS7i7SRpmt94iMpYgqQD1Kk8+uHI+81IsNOadRc3Bhgtk55fIZx4D1VzMJ1wIsLW2uJZLm6G23hb0syABz3KPb3+7upd5exTyHsfRVmwyjlv/tVzUNVd4jZ2UKrbgnao6HPUnxzUFXUMCEAwMDl0FaiiCpTGWP8asOHbSG/1RLLtGRpY5NuOfMIagSOuPoDOfCp/DMk44h05bXasklykIJ5fTO3/Ok16djrg/Mh2Nk91KtvEjKWjkcZ7yFLE+5TW5j06DQ7e04ytgQ9rbIVjEvok4MbE8uu5avLHRNIsbC21bUIYvKLO2KyeljKqoRwfX8v+ysFrHFN5OlxpUTvHpounkVEY47LeGC48MhjjxY+Nc0lkVe5vJiuTaHeJ+IbjXJbXWJAyIr3EEGBgqi9kQBj2mqm57K4tjeCHEkRVZ4wxwM9HH+fhyp1HW44edzcKr2twkscJXJZJAVLA93OMcvZUWxukimImTMMgKSgjuJH/wB22umLdbnLJj0u0OyCO7tc7Cbi3Yjrzkj/AO3j66gBomydm0HoM9KmLNJp8qlowZoZCjAjkR3/AHYI91IvYktrl4o03JgMhxklT0JqL8zT3gR/k/D9tHyfh+2jePs/+Wjev1B7q6HIcfsuzHLv8ab+T8P2047r2Y9AdfCm96/UHuoA+T8P204/ZbF5dw76b3r9Qe6nHddi+gOg7qAb+T8P204/ZdmOXf40lGUt+bHurqupt8lATv8AD1GgEfJ+H7adh7LbJy7vGmt6/UHupyF12yfJjp4UA2OywOX7aVEkFwHMX+y+l8oD/lSVkUAHYOXqrT8CWVvqbatb3CLiOwkm5gc27vvzigM3KF5M3PupHyfh+2lyzF3wIx2a5HTmTypG9fqD3UA58l2Q5ftpv5Pw/bTnaJ2YBQe6m96/UHuoA7SKL5Qrnb3bsVtuGp4NBs4E1SNhbyR3N3HtdSyyKkWxhkdQT38qxPaEc0Qbu7l31tOOdUSPTtI03B7ePTyk48GYRj//ADP7azJWqRqH5In+TcO8eW/bzS3kE2lW8UG5ZolknYqoQMChyxORkeHOocXCOgnTtQs9Qstatbsu4tUknjJkMauzgEJg5XIz4mslYX01ndROwMkdvKk+M4O5Qe/76sbbWLzVta0yK/cMsU0cHM8tjNjB+44Pq9VcO2/dnaU45GmkNB+FZHdxBreGJPO4hB//AK6RjhT9X1r/ANRD/wBOo0+j32mtIL+w2CFDHkDALYBz92aiZX7Ecv7Nbjjj8mcsiqTo1HDHEWjcJ69Z65pI1aK5gkwpklgZCGBBBBj8DUG81HhvWLqbVLqPV2mupXlfZPCF3FiTj0DyqFo0Mt7qltZ2qATSSqFwmf3VHuFkikZbiP0wSCNmMc+7NOzju73Oqy5Hj7bb0+PYsozwqEkxBrWP/wBxD/06QBwpgfN9a/8AUQ/9OoERj7OT5Jfw00GTH5ofhrfbj8mcKrYtMcKfq+tf+oh/6dOIOFOzk+b619H9Yh/6dU+5Psh+GloydnJ8kPo/Vp24/JkLLHCm1fm+tdP1iH/p0RnhUPyg1r/1EP8A06qyybV+SHT6tKiMZbnCv4aduPyYLIjhTJ+b61/6iH/p0AcKfq+tf+oh/wCnVWWTJ+SHX6tc3Jg/JDof0aduPyYNXw0eBE4m0R9Ws9Yksl1G2N0jXERVoO2TtAQIwTlcjkQa+xL7jn8nCBIdO4Psbde0Dr2mjX7Hb6XL85jx5ivhy17N7qyBhUqJI2b0M5wa0nDuuX9jLZyxfBzpWqLBETsutKMolT5MM5AHMjaME5/OHx5/m/rf2vi+t5YZJ9RlxqKa9E9Kk35VPg7Ys3adtJo0nw7al8E93x/f3/wK2As+FpLKxaOFIpIR26nMpAlLMASQef7q/ObvULS+sRBBA0bby+XcsTz9dPROGub+W+txaMXUTxRrsELGT0o1H6KgjAHdit1qfGnCFr8FUPA0XwfaJLqs0ouI9eVvneztS21mxkAqAuM99fa6Xp/6f0kelg3NxSVydt0vd+78nq6eOPqJNzyLH++5gtOttKu7Oby28IuHiJhOdqoQPpZPLnSrLTpbuBDHcmPsy43g4U8xz3dPu601ZeQPbSgtEGwezDHmg9XLrTlpPNb2KBCq7mkYMR6WAR07gfXivY+D55YR2VjpJFxf6k1xOeYiDei3gWXGQPaOfdnFQrq5kvbkyS352H/ZqSFX1D0elVpWQsZTPv3nOWGD/wB6VGr7vpLWYppgfaGIMQLxgM8hk8v+WhIYy2BfPz9Z/wBNRnIDsDKuc+BojILgCVSc+BrYJcsMe9j5e/Mk9T4/3aVa9pb3EV1bXrl4ZFlUZHNlIYcyPECokivu+ktN9mSQTJjHhQGo1jVbi8MsEGqOkZmnldd5KyB3DD9HxVT91UJhQk5v2Jz1BOP/AKaRCrentk5be80wFfH01oC2sbASaffmO9c9kiO/pHkO0Az08TUU26qM+cGXdyB3E45Z6bat+CLZNSuNS0ppl3XmnzLHnOC5KFR7wah8VcPzaBrU1g8qllYkYJxtzgfu/ZXNbTdnWeJdlZFyztxELzTY7gX57SH5ObJO5kP0T9Hr1/ZSI7cXMTQx6k/lFkGZGZ/zkfQpjHMg8xUa0k8ndRPIvZSnZIP7J76ZniOm3KlpoxIrB4pOfv6d4qz4OeH0y3FmKJeRv39pYn/7a72UQDfPn+iR1Ph/dovIN5W4iMfYzElSmdq8+Y+7pUQ+kMLIuT6jWk7RXF3ZNeKIqCL9z17z4n+zSeyj/Xn95/00wY3VBl160na/1lqk4JPZR/rz+8/6aceGPYvz5+g7z/pqFtf6y046vsX0l6ChB5IY9w+fP7z/AKaUsKeTc75/p+J8D/ZqIivu+ktKVX8mPpr9P/I0A92Uf68/vP8AppyGFNknz9+nif8ATULae+VB76VGwRZiZVwqFs+yhasfWGM4Hlz+8/6au+G5DZ3VxJDfsWd4IiN31nUnu9S1mnR1yokU45ZHfWg4f0hYRY6pLMDby6rbW5IPNmVkPTw5istXwZlFtx/crjYkz9il25dgBtDc9wHMYx66F0+Vrp7JbiVp0cxtGCSQwOCPo9xPPw61tZ9FstBe+4kvJY0urbF5aRP9GVWaTIz7BEeVN6hqPCWm6gvE2i3xe+IZXsyuUYsQWbd16E/fyrDm4bG8kNU21KjHNaJ8lm9fqeYJI9+32Uq605raeWGe8MbxuVZWkAOefdj1GtN5bpPEYhtbOKOGVLmGeNI0IErOQs459BnGB66bl065+EhDf6LpdvDJYS9nOA3OUS5KsxPQjYwx6xU7rChIo9L04T6nYo16QjXMW4s3onDA7ScciRy5+NT+LdSh13XLi6ju1RQdq4O0bdzMOZXu31KvrjSOG7G60rSJoL6a5UrcbskRXKqF7QH+/uYewVSHRrWK1judXuuxt0GEjBxK5znaPDIH0u7HfXTUnsjImy0e71GbsbC67VwNzglSka/WdiMIPaRVjptlo+n6pD5XrhuzDMrMtoNqgcs+mV5j+6B6j31VXmpXF5AluBFbWi847aFcJj+0OrN4sTz8BUJDKnpKyhvVSKaB+l33FNtxdPcaD5GssDh1hDTMjFg4Gchc81IHXPKo/EfDmlaZYRXFtbWpkgkaO5aKeSc5y2G9PPLmB7SKyPDd1Bb6jJNJdhWWGbBXqG7Plj17sH7qVoPE2paBdNcQ9lOskLQSJKNwYEoehHjGp9uawoOz0OS00bbgXTrB7rTbi2VJtU1K7S30uOKxZ5GmEgGApJB7xyFU/wAK3wacS/BT8IGr8C8ZlLLUrCfJgWVTtRxvQ5AxzUg47s4PhVbqPHOt3V3aCzuEtLexlMlqIkWN0bIOdwU4OQKutJ4oXim517V/hE4rvrvUWtd0F1dSCaSWXuUswLHAwOZNWMWpWeTLlWHC7Te62Rj47dGQkXzEL1O7/tTZt1/XW/F/2qSNT1ELJ85U8hzMa5xj2VHGqajj+kRj/wCUv8KrlO9kb1rJ617nPJ1/XH95/wBNLS2Xs5PnzfR+t/2rnnTU++8DeoxL/ClJqt+I5N1xGOX2S/wpqn4AjyZdq/Pm6fW/7UuK2XJ+fN0P6XqPqpB1e9Cr86j6fZD+FLi1e93f0qP/AAh/CmqfgCGt13H563X63/ahYBuG2+ZcnGSTgf8ALXTqmo5PziMevsl/hR501PmTeBgOeDEv8Kap+AbXgnTeBZrOROItWmbWDIEsUQ4jlZjgA5AxzIr6K4Y+B/RNNg09ode4w0/ZDJHcC0ubfkcLhY9zglSEJI8QnhXy9wZf3c/GXDdvc6hDbwXGrWSTTNGm2OJp0DEk4AAB5kkCvTzU4/gxSK6jX4VOCHCBUQw3Nivar6Xpfnzg8wCeWeXKvifVvuXovobjDrNfq+ENT/2jwde/qaiv+BjjLzfJ5o/Cjw4OFuK9c09DcGGUpIktzIGkldpDzZgcFiTk4PLNX3FXwZ/BNo/wb23EmjfCtDqevskBl0mKHJEjNiRPpZyg5nIrefHS4n0TVfhLl0bh/UtL1Gz07Tba4W80+aJoZWkZN0ZMZZQyYHMEknNfO15ql5dIsUt5uWLkm4kH2nGDu9eedfTxZoddhjl6a0pJNWqdPyvZ+T6v0nrJ4sTfX4U5+BenHSktZEvLaQzlCEdPog476RHtWzUTyN6BkC+wkU9ZaZHf2N9eyXRhNspZYtpG7A6daYif5qrsoYgOBkHxHhXrOJFElv2a/KSd/dSo5Lct+ck91cE47NcwRdT+i1Lily2RbKfYD/nQCXniDECZ8Z+qKFuItwzK5H90UPMA5zBGOfeGoSZS4AgjPsDUB2SS3+l2knupHa2/2knupySUqcG2UD1g/wCVI7dfsYvwtQDkD25D+m/TwpkSW4H5yT3U9BcAb8QRdPBqaE64/MxfhahSw0PV49M1K2u/KJAIdwyFHPI5ftxU/iG8XU9O07Wrm4d57h543PsIYf8A11Qi4Rcs0EWADnk3hU43JfRYIRAhMVzIcAHowBHX765v1STO0JWpR9kRXa0ZCrM5DAjpUqDsb+EWLPIZY1+SkcDa2P0D4HwPSo7S4A3W6D2g/wCVNtcBXJESAkeDfxrbVnmkm+CVbPBhrCcyIs+NhIwI5R4/fUaVZoN0d1FKjo21sFce2paTW9+RG3ZJdMo2sd22U+HM8m8Sa7Ijzwsk1tsu4FIUtnDp4+v1eNZXp5Oik63IbyW/Zj5STr4U32tv9pJ7qX2x7KNGt0LEEnANJ3n9VrSdkbtnO1t/tJPdTjyW+xflH6DupG8/qtOPOAigwR9B1DVSDQltwc9o/upZe3WEL2j82z0pPbr9jF+FqcaZDEWeOJQvPo3Oj2Az2sI+jNIP93NXVvo3lPDMmrJG0u24lRs4BKrEXbHsC++oNrZ3d3bTXcWnho4E7VioPJM4z761uk8U3XC2i+RGwtjMYRJAs0YkXc8rBiVORzQAeyucsjiribgrZk5tLms5ora4guIw6owJ55RhkMMDn3VZa/YT8K3tlamYPcWzeViVJgQSXzGduOXoopx151o0+E6PzKly2n6VdajLNMSpsY/k0Iyu30ei5wKyaa5qmqXCmaw02eYgDPm2DccLjOdncB1rHcnLk1N6OSbxfxKdcTS7aVGENrAwwGzvJCDny/s1n9glIQJPMe5U9Fh+yr1tYt7fYJk0y8dTtEdvpcDKPUXMfKlz61qFozidNMtNwDtZ22nQZUdxJ2ZHtJNa7ko7UY/Lf2F8L29tb3yy6hdAKiuywiRzKHADKdqqccwvUjpTdtfWGiW0ljbX19I0s0M7QxOI8mPdtDHGf0ueD3UxJxRfyQdnFpmmRwtkhI7CErzGCclCTnHPuz0xUTz5d5B826ccDAzp1ueX4Kl5XvsKj5JMmuJbkyWWjR23Ibnb02J8dzd/M++q+e4F6/busjzd7vIDy8By5VI8+Xf9Wad/w6D/AEUt9cu+zH826f17tPg/0V0blRkgbB12Nnv9Mc/2UbP7D/j/AO1S/Pd3/V1h/wAPg/0Uee7v+rrD/h8H+isLWwRocIrYKg+lnDDPMY8PVTe6L6kv4x/CrCPWrrBPmvTv+HQf6KT5+vP6t0//AIdB/oq1MESF41lTCyDLAfSB/wAq65WSUv2bMUc43MP4VNi169EqY03Tuuf/AA6D/RSZdcvDK2dO0/rnlp8H+ilTKkn+XBCV0jDoySMWJJO8fwpO6H6kv4h/CrGPW7sxuTpmnnb0/m+D/RWiW+4YPAzXwn09uIRd4Nr5DbYEWOm3Z09fjSpnDqM8enaVN2Y3dD3Jcffy/wAqUjgRydmj5x3uP4VL8+3f9Wab/wANt/8ARShrl20cmdN0/p/V0H+ispyZ2IIMzKpCP07sH/KuxzbH2sk+R4KP4VKGt3QVQNM07p/V0B/+ylxa3dFv/C9N/wCG2/8AorVTBALQkklLn3f9q4zQgHEdxz5dP+1Tzrl3k/zXpv8Aw23/ANFcOt3TAg6bpq8ic+bbf/RSpgRZGKe6tIVt5n3Twx4ZAcgyLy5g9eQx3kitTp+kcOW+nbtW4K40a7MCLB5Pb7Y1lCsHyO9dwXA6/sqDwxxTPovE2g6x5q06fyG/tbsotlBEX7OVW271TK7sYyOYyCOdfXkv5R7Xpp01RfgQulCsty388ytEG3B8elAQFIA784Yc+lfB+udf9X6B459B0azre25xVfwz04Y42nrlVnxPFBJEtzZX0DW06lI2WRApDb8NuA78j9lKvLfSIoB5HLJd3OfSVcKo99X/AB9xnL8JXG/FvwhPpsenvxFqMmpNaI+9IDJIX2AnqATWbuNHnhs1u5pI03nAhz6ftxX2cDyTwwnOOmTSbXh1uv4PO0k6RHG1QQmBu6476k2/a+TDsTg9pIPu2pUMdalwgG0wZNmZJOf+6lekg2wvc/nDj+yRQgu93OR8+srTfZKEC+VHIz3GlRLGrYMm714NAKcXm44lk6+IoUXu4fKSe8U3JGhdiLkjn0wa7HGu8fOj18DQDrreAfnHB9q0jF79rJ7xSZI13f0o+40ns1/Wj7jQEiMX204lk9fMUgi9ycSye8UW8aYf50engaZEa4/pR9xoB0G7Ugu8hXIyCRzFTI0mbRWlEzbvKEBGeY9A+NV/Zpn+lH3GptvEq6XcuZty9qp6HvBxWVGjpDiTEAXZUFZX+4rTTi93fnZPeKF7HsQBPsIJB5HrTXZoc4uj9IL0PU1o5i9t39d/eKm29/dLtS6iedcBY3RwJIh3devsqvEQJI8pbl/ZNHZL33Z9xqNWC8vNNnvEVrSR5ZVGZOyA2sPEDqvrHMZIxVbZWt7qV/BpVrlp7iYW4O9Rt3ZBJ9nX7qShlgTtre7dXj9LcjMrLjvBArQ6HrMrTy6hdLY3V9bW0pjkmRwGZoyqFiuMkbuvTrWb07ETt0Vt5wzxFp9hb6hf2csS3MxiwxCkdefP2VXv5YIlJk2ggYBbmK1z32rcX6hqFnHbWtxcei6xSvIoVEIGVy2APSqsutDEcUIg0q4+StUnuSjSKI8hic8jjr0POtakanFxVlEvlgbnK3IEkEjuHOnbWO7unhtXDSNJOqCNWwzHnyrYJBwPw/Osd3qlxei5jWG7txG22NWQ7zux6x0PdUeHStIsdUutTS+u7a3tlhuYGMfaI0mzcqKfrZ3Z9lZ1Xsc4zU1sPXOsrwvJDoUDi9sEMksxMYLyqzNmLIPQEjl6qzk15qeuahNehC02BuWLCJGo6L6gKZ7G3uQHt7TymRiXZX3H0iSclEUePeakCZpYTDqd7GkafRggGDn14GPvySPCmyNxUpOkMR2awSKbm7yWXlDbkSPtP9r6I99SXCJGwaGe2iH0YTKrTyest0UfdmoZvexVorGVYEY+kACWY95LkZJ91RUgjYTSPOrOMYb0sjn6xV/I1aJrXt0pCQJ5MV5gJzb2lz+4VCK3TMTlxzz+j18a7cRpvHzo/R8DTfZr+tH3GqkkNV7Pgf2XfZD0h39SM03su/rt9xFd7NOyHzo+4032a/rR9xqmf2HAl3z9N+h718KeVLswxnc59DJ+jUURpn+lHoe4+FSUjTyfHlR5R4PI+NHuVbjRS6zyd/etc2Xf139602sa7R86PuNd7Nf1o+41EqK40PxpebT6Y6d5pvZefWX312ONdp+dHp4Gm+zX9aPuNUyOxC8WVfSzz/Rx/nRK132rfT6/2aRFGnar86PXwNEsadq3zo9fA0A9Et20chBfn/dpoC9247STBGCMjpSoo17KT50fcaZEa4/pR9xoTTF/krHNl39d/etLRLvs5PSPT9IimezX9aPuNLSNezk+dHp4GsqNFO7Lvavpnp+iRS4UvM/TH3kZpkxptX50engaXDGmf6Ufca0AKXeT6b+8Vwx3ZVss55H6tIMa5Pzo9fA0dmmG+dHoe40BPs0nS6sTvcMZIguAuT6Y5dfECt9pcPw1totzc6TPdDTfIokm+WiUG37P0OZH1Oo9Qr8+tYwLi0cXKkKUJLA+iNwBYH1DJ5c+VXmj8KaFqGl3Fzd/CDpemmGCOQWsqszzNtPoDBJODy6Y5U44/ngUvcoLHCWV0NzYCpjceeM9/rpi9u7m8k7S5mWVhyDKu049tKthtsLlduAEjAGAOXd05dKYpsuAdHWpcOPJQSM4kkP/ACpUQdalwki1GBnMkg/5UoBguhAbYedKjZN30DXCWUbdg5UqIuZUXYMNmgEuybz6J60Rsu8eg3WuM8pYns16+upCQv5OLjaM5Ax3d/8AChqKsYkZd30DSdwPRGpycusgGwcxmlWpZ7mKEouJHVSfDJxQ1pRyF1UNlD6QxTeVHLaacid5U3mNR6OeVN73PMotDD2Zwuo/Qbwq1sITc6HeukZAR4t2fDDfwqr3NkEovLnW34DsfO2l61pioN80SKhHXPM/uzUk6VnXEtUWjEhlMe7YRlmb7uVWA05v5Nyaz2eI1vIoufViVc8vZs/5hXdV0i+0u1ge5gCPJLLCFPd2bbCT6yyv92K1fDWnrrfDQ0W4kjgjtyNR3N/tF7TDD2gKce01E/TZy0tZEnwU3CvBv8o7G71K61BLW2tcgvI2AT6vHqv4hUHiHTLGyvlFm3bKYUcmM7lUgFWBPT6SNStXkvNNtrPQpLKW2ktzNvViQsjM74PLryVcewVP0HUdIi0yPR7jTV7d5XLM5OxY48vGeR6lmYGs6mXG4uNy8nNB0u0tWGra+HgsYI2lKEYaY5K7Fz18fZUfWdQ4dmtJLTSYZ4kJxGzYBMLMXKsOoIYnHqpnWOKtT4jt1OrRJK8svbqwXaqBdwCqB05N+wVTo+C2YEJPec5rSV7sjS1XEsdP1ZYy264khlKFPKU5MQSPRPqwDV1BxFxS3Y9jNLdR7mkuDEFbyrc27EngoIH7aypbI2mFMeFKkC7FCwquAOhIrm8bvY79yLVMm6pa2ZuriSW6EKyyyOIkcM218ZBHszUu94jjv9OtrGUTXNtZsBDHJJtROR6IvLv8apUC7gewj9uOfv76UpxbHESD0/8AI1VCT5J3IqNROz3RmJBZxGf9knop7hz/AG0lI7ZlJCyjb4tmk7m+otOws+2T0B0rSgkcnJsZ3R9yN6qdt9jJMNh7v302GbA9Bak2iSkN6A9PrWkqI3YzNIjOCEPIYpvcn1TT10Hin7PYMYzk01ub6i1SDm5OyHoGmtyfVNOl3CxqEGG/jSGLBiNi8jQCdyfUNSkZfJt+w/KISPuOKjFnxyRc5FWEkLQ6WJdvNAVH3nNCrkrlZNo9A0bk+oa7lh6O0cqUm5jgoKG5cCo2TB9A9Ka3J9U08jOAw2Dvprc31FocxUTJ2q+getclZO0b0D1rsTN2q+gOtEjP2rZQdaAVEydnJ6BpoMmPomnomfs5MIKaDNj6C0Bzcn1TS0ZOzk9A9KTub6i0tWfs5MIvSgEFk2r6B6UuJkz9A0nc21fQHSlxM+76AoBssmT6J60bkwfQPQ10s2T6C9a4WbB9Beh/dQEyzWJ7yx3RuQHTIBAyCcGr3SH+DBNLlm1mLiJ9R7NEtxbSx9l2gQj0iVJxnJx4EVQ20m27sd0SN6cWMnH6a57/AAzV/o3FGmw6fPAPg60y5JtIojdS28skkeEIEilTgEjB59/dQGXts+Q3Wfqp++mKetP/AA+5IGMohx99M0B0damQA+SZXqJWx/8Axj/Ooa7QQW6Z51eaVb6cdNWXVL2W2CXPJuxJXqCFJ8SBn7qj4KuSuaGdpZBGm4KxHs50/Y2k812sTLtYLkD760UOo8LRytIt2uJFByIm9IZbnyqRDfcPSX8E1rM0suCqxx27sz8icAdTyBP3Vjc6aVLYzp0S+is57yRspGoI5Drk1Zjh6/kikgj54LlRjw6fvNWEuucOyxnTpJdobk+5HHP10+nFOjIwK32TnosT5OabmlDSmYrUba6R2fs9ihmVfup7SrK4lntnEe87sk+BHMVp9Qv+HDK9rqDSRSEZMUtu6MM9+ORpmx1ThXTTH2Mudmc+jJ3/AH03GHQ8kdb8mais7iF1R12hwyhceFRnt7i3x2zZ+4Vs21bhntDfM67YY2wzRvsUse89AfCo1zPwrITi9XB6DsnOKbmctJbGfsNNnvRMQchEZh9wrcfBot5p0Gs3UODvtW7MEDAI5Dn3d3OqrT73hewQiHUJCn6QdOoqxg4r4cs4LiO2uxGJouzICN0LA9Purlcjuu0orS99P/YuK7t+NtLi85q1olk7Brgr/tmALkgdcncR3czVdqNjc6PZXmnws8nYwLbGToScShsY6c/3VY6fxDwvb6PJCl04jurgASmBtrFTuwD0PTFR/wCU2gyLny/cHJZt0THJJJyfeasb4OM3/ciZ3W7nWdckGp32e2jUQiQqBlkLDOBy8apAtzGuTIdo5862k+q8NSW727XIPaMXJCvyJOT31DZ+DuyVEvpi0an6URIPLv8AGuilp9jli/HfyyjS3mNoZyfRIJxjkDuYfuFR7a3uLk7Eb0jz6CtWtxwvaq9s9/kyHtFUwt9BskEeoggg+sU1Y3XDFlcGeO7V3YADMZAHojNLvgn6zNiKQLIGPNaSRM0aelzIHcK0l3LwrPuWO97PccnETda5cW2gRLavNdSRR9gCjtAyh8P1BI50tnSkZwxTxMI3OWPQ4FPx207BIweRbJGPUavpBwrLeNctqUpDx4C9meR9njT8Vvw8kPnKOe48mjZMzG3fs8jmV3Yxn1Vt8HKXBlZoJolTJ5nPdUlbOZNOW7B5PnPLwNXt5d8JXbyyPeEbgzqBC4xn2U/aXHDkumrYw3Mj5OxALdySx54Hr9VY3Nw43MaqytjB6+qtHw/YNOZIZxucKSp6YPaY7vVXAvB/YKg1Fixy+4RN4A1bQ63wzEC63wUgcyInHLrTczk2ca8mZ1qzuYr5U3cnUAch15/wqvdJo3aJjzXkeVbS9vuG3uFjvpJFYYYCSB1OMcj3eNQWl4MS7a6e7kAHo4COQffTc1P8nRnI453eIFuWemBXGSTykoem/HT11p1g0GGe31FprgQM47JZLZ1VyDkgEjBpM8nBt1JLJ5ayGUiTAiYYK8sU3NLHauzMrHM8/ZKeZl2DlWku9Nnk0EyKfsyOXrIb/KgNwiHRo7kq4dWB2OeeRVvLxBw+oaxknKPHGokikhZSvM8yD051t8HOrMJMkiybQeiITy7ygJ/aacsYZpbmJCcq0iKRjuJ51eTrwnckypfyRk9cIf8AOlac/DOnOZDqEr5cuMxscejj/vWNztPH6luUMCyszAnPyLN07wB/GmNtx3hgPWmP8609lBw+lz5TDcy3AWNyyrAzejlQSfAZIGfXVvwr8Hdpx1dGz4Wa5uLyKNpTCIySO84A5nC5P3VqNm5wUaMNZwzTXcUKtzdgOlNulwkkiSNlldgeQ8a/atO+AXiOzu7JbrRL1JpJ1ELTQyIrE8hg455rOz/AB8J9zqF7Fb6Q7SW85inRQ+Y3PMKw25Bx3GtHnfJ+dRCbs5PS/YKbAlwOf7K0HFnA+u8DXx0jitWsbsqPQlDptOc7TkD0sEHHXBFURgjJJW9iwenonpQgjEvj+ylqJezk5/o+FHk6/rsX4TT8NlI1vNdidTBCF7SQKwRM9NxwQM5GM+NARsS7V593hSohLu6/soMCHmL2LHd9I1JtNOnum7O1ftnCliI1ckKOpwAeXMe+gIhEuTz7/CuES4PPuPdSzbrn+mxfhNBhRVYm9ixtPcRQEmzF4buxEJkB3x5KYGMsB/nW64em+G2fQLmDh4XJ01LOI3KCK2AaDYdpJYbvo4GQc8qxFtbRm+tbd72ESRSorodxZWDcwQRyII/ZSYDqbQeTQa1KU2BWjRnxtHQEA9MUBEtzusbo4wdqZ6dc8+nrqPU6OBUsbtFkVsBBleQ61BoAxnluC57znl7q0/DPHXGXC9i1hwprd1YRXdy3aQwEASOFCjkVOfpNWYJAGSKmptSGD0ZD84dh2Zw3IqaULFjTNRkuXtFtZmuMmR4yMuS3Mt4nPs5U9oba1p+rx6jo8V3He2jHspYgd8bbWUgDB7mOc02UkWftFj1HoMtubceQH0uvdSViIY7INQUk5yAc++rQsVPbate310bi3nluwTLONpL5JySRjJP3U35u1EXKWotJBcNhkRlIJI505JFJA4EtvqSvKuS4ch9ncc/xpMYeaSSeCHUX7Jdm8ktg+OaULH9cu+ItVuU1TiIXstxMBEs1xklgvIA8gBjupi60u+s4I7meDEcrbVKsGyfYDkVxrd2jJaG+YRDd6RIAHf1oit/KyIoYry5AXtNitkjHeAKULL3hXi/jzhB7rTuFdVuLPykpJPDGsbByvQkMDkgZwKpRZanqUs9yltNK/a4l9H0g7c+YFcUlWjnFleZbIJXdk/filxwTw5HY6giMQ3ou2SR0JxShZDiieeRYUXLOQozy505eWk2mydncRLvx9EMGyPXg0pPJd69ityXBBADgH30uW2M1we2g1Eu/TcScDn6vXShYHiDVjpEegve3L6bDL2y2nanZv9Xo5HWoKugUKqMqqMAEdBUlbVGBPkl91I+if4V3ySPDEW156Iy2RjA91KFkbePA+6uMyMCGTcPArkVIjgt5mVYY7hywzyYcqUbSMDPkl7+E/wAKU3wiOSRbaxx7xTr+jW3D+r61Lc6dZMrW0DxJ8ntTYgDBQcKgxjpz9VZ4OAScHn6qk+Tx/ql9+E/wrhitl/ORXSeG7ln31dEquhqQzvHgfdUq71nUL+2t7O6u55IbSMxQq7clU9wwOgpk+Qg4xcfiFc+Y+Fx+IVkWhAdcgkuMEHIXJ5VMXW9RTSG4eEyDTnkMpiSFV9M/pE7d3jyzjnUb5j4XH4hR8x8Lj8QoWxBdc559AOnhV/w58JHG3B1tNYcM6/e2FrcSCWWOFUIZgMbvSUnOCR4Yqj+Y+Fx+IUfMfC4/EKCxsMijaoOByHI10MjZVsgMCM4PLlS/mPhcfiFHzHwuPxCgsf1PWL/WLkXmp3U9xKqCNWlbcQoAAAOBy5VFJikXa5IwcjkaX8x8Lj8Qo+Y+Fx+IUFk274k1a+0y00e9vJ7iw09me2tnbCRFjz24HeSTzPU1XKyKAqqwAGAMU58x8Lj8Qo+Y+Fx+IUFiBKFO5R6Q5qSm7DdxwfA4NaHiT4ReM+MbRLLibiK61CCBiYYplXCkZwQQoP6TDBNUPzHwuPxCj5j4XH4hQWNIwVACDn2UrePA+6l/MfC4/EKPmPhcfiFBY/pms6hojSvpF3Pb+UQtbS4bBaNiCwxgjGVFWPCPHOv8ET3N7w3dSWlxcLsaTmWx37SCMZGR176p/mPhcfiFHzHwuPxCgs/Qrj4wvws3lvHBc8Yag6wlWiR5WIjIPIr1wQedJi+MB8KKzzSDim9ie6cTTyJI2XkU4BOCMnBNfn/zHwuPxCj5j4XH4hQWbW/+HP4VL+aS6k4wvu1uyzXOSCJCVx6RZWJIwoB8AKxDzF3Z3ZnZiSWI6nxpXzHwuPxCj5j4XH4hQWN9oB6QUkjnjHWnk1K6hs7yzjlljt74IJokUEHs8FM59aik/MfC4/EK6psA2WW4Iwf0hQWSoNK1G+SO4trMlJ2ITBHM9fHlVhpI4p0Cfy3R1uLeebtLQyJIMkY3smDyC4TOaqFuIVRFEt2Oz+jtkwBR5RByHbXuAxcfLfpEEE+4mlCyTJomqo8ayW3pTZK+mvPx7+X31DEbdr2bQlmVwu3APpZ5deXXvpaXNurrIxuS0Zyh7XpXBLaAZ+cb8ls7h1pQsvtW4m404s1CxXiPULnUrixBEYdE3LlskDYPS9vrqq0621aOeS3tLCeS4WIdrGiEsvtFR1nhaQEvMHYYLbwDn1GnLSE3UssVq0xcjDMkwVgPWc5NWhZ1YLi0truG7iaKXarFWGCOdV7tsXtHBVT0yMZ9njVpLvtYrpJIpe2jMe9ZmDcvupeqXmn3MUUcHlQJGWMjYER8F9VKFmXOuaeRgu+P7lS14k05UTbLKCjMwIUg5P3+qsZub6x99G5um4++vH3WenRE3n8uXzy1W7A7gAcCuDjiQNu87XnuNYTc31j76NzfWPvp3WNETazcV29zIJbi9uJHHLcQckeHsrtvxbFZ7xZ6hcwrIclUXl+2sTub6x99G5vrH307rGiPg3E/GQuYmhm1S7ZGGCCM01b8T2lrKs1tdzxOq7QyKQcd/MVjNzfWPvo3N9Y++ndY0xN7Jx3NLt3aveehyHI0gcakMzrql2CxyTz51hdzfWPvo3N9Y++ndY0R8GvGv6apyJZQR0IUg1MXjeRZFk873rFBtXOeQ8Kwm5vrH30bm+sffTusaI+DdrxvIoIGr3nMk9KRJxl2oZZdVvGVhhl54NYfc31j76NzfWPvp3WNEfBrl4ksYpA8NxKhXkMLUk8d3JGPOt17jWHyfGu7m+sffW49Tkh+DojxxZtf5cXP9a3fuNNy8VQXZBvLyeUryXcpOKx25vrH30b2+sa0+sytU3ZntI1p1zSycmWX8FHnvS/tZfwVktzfWPvo3N9Y++uXel7m1CKRrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGiJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGiJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGmJrfPel/ay/go896X9rL+Cslub6x99G5vrH307rGiJro9d0tHDdswx9aPNPxa9pUchmS65tyYdlyP3YrE5J6k0ZPjTusaIm3PEGkmKcPeMXleMH5LHo5546dBRfcQcOGGNtPM4lQlWDqSGHiaxG4g5BoyR0Jp3WNEQooorkaCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigP/9k=)
9 февраля цена пробила эту фигуру и с тех пор растет. Исторический максимум цены был достигнут в январе 2018 года, когда за 1 NEO давали $196,85.
- NEO — платформа с поддержкой собственной одноимённой криптовалюты в сети на базе распределённого реестра.
- Сначала проект называли AntShares, а его актуальное имя закрепилось после ребрендинга в июне три года спустя.
Индустрия майнинга криптовалют продолжает расти и развиваться, при этом почти каждый день появляется всё более мощное оборудование для этого бизнеса. Китай уже долгое время занимает лидирующую позицию в индустрии, однако судьба майнинга в Поднебесной не так предсказуема, как кажется на первый взгляд. Трейдинг — это весьма увлекательное занятие, причём доступное практически каждому.
Обзор криптовалюты нео (Neo)
Английская версия данного соглашения является основной версией в случае, если информация на русском и английском языке не совпадают. В связи с жалобами других пользователей вам временно запрещено добавлять новые комментарии. Ваш статус будет проверен нашим модератором в ближайшее время. Размещение комментария на Investing.com автоматически означает Ваше согласие с правилами комментирования и с необходимостью их соблюдения.
Как всегда, советуем выводить средства с биржи сразу после приобретения токенов — лучше держать их в кошельке, где вы полностью контролируете ключи. сервис neopaperwallet.org — в сентябре многие из его пользователей потеряли свои NEO-токены. Пока непонятно, было ли это намеренное криптовалюта neo мошенничество, но пользователям стоит быть настороже. Это простой и функциональный веб-кошелек с открытым исходным кодом. Он позволяет отправлять, получать и хранить как NEO, так и GAS, не храня никакие данные на сервере NEO Tracker (аналогично Blockchain.info).
![криптовалюта neo](data:image/jpeg;base64,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)
Для меня как программиста, ещё является плюсом, то что NEO позволяет работать разработчикам на известных ethereum classic кошелек языках. Таких как Java, C++, C#, а вот Ethereum имеет свой язык программирования Solidity.
Где купить и как хранить Neo
Также он позволяет пользователям зарабатывать токены GAS за хранение NEO. Кошелек NEON разрабатывается не непосредственно разработчиками NEO, а группой City of Zion. Тем не менее многие предпочитают этот кошелек из-за его удобства, функциональности и кроссплатформенности. Кроме того, NEON не хранит на сервере личные ключи пользователей, что обеспечивает высокий уровень безопасности.
После проделанного выше, процесс майнинга будет запущен. За каждый разгаданный блок (блоки разгадывать будут сами монеты Neo, от Вас не требуется ничего) Вы получаете определенное количество монет GAS, в зависимости от количества купленных монет Neo.
![криптовалюта neo](data:image/jpeg;base64,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)
Правда, за хранение NEO в бумажном кошельке токены GAS не начисляются. в зависимости от количества токенов NEO и узнать каким образом происходит генерация валюты. Система способна обрабатывать миллионы транзакций в день и заставляет банки и другие организации переосмысливать свои бизнес-модели. Цель NEO — объединить цифровые активы, цифровую идентификацию и смарт-контракты, то есть организовать передачу активов между различными экономическими агентами с минимальными издержками.
И Etherium и NEO предоставляют похожий функционал для создания приложений, по сути у них параллельные задачи, которые не должны привести к конкуренции. Etherium предназначен для создания приложений ethereum classic кошелек с целью анонимизации и децентрализации, а у NEO для объединения реальной и виртуальной экономик. Ethereum использует для создания смарт-контрактов протокол ERC-20, о нём вы можете прочитать здесь.
На платформе уже были проведены ICO проектов Red Pulse и AdEx . Они есть в рейтинге coinmarketcap и вы можете самостоятельно их изучить. К тому же с течением времени таких проектов собирается всё больше и больше.
Встроенная в биржу платежная система совместима с другими токенами и фиатными валютами, что даст возможность создавать практически неограниченное количество торгуемых пар. NEX потенциально торговые роботы форекс сможет обрабатывать до 100к сделок в секунду. В рамках проекта будет выпущено 50 млн токенов NEX, половина из них поступает в открытую продажу в первом квартале 2018.
Neo (Neo)
Рекомендую каждому читателю пройти, как минимум, первую неделю обучения (это бесплатно). Все это время я регулярно публикую отчеты о результатах моих инвестиций. Сейчас публичный инвестпортфель составляет более рублей. Оптимистичные – может вытеснить eth, как более легкая и шустрая монета. Сильна команда создателей, которые уже зарекомендовали себя в других успешных проектах.
Криптовалюта NEO – платформу цифровых активов, часто называют его «китайским Ethereum». Только когда ETH балансирует на грани зелёной/красной, NEO устанавливает новые исторические максимумы при общей коррекции криптовалют. К ним можно отнести разве, что конкуренцию со стороны Ethereum. Признание ETH огромным количеством стран остального мира и тем самым гораздо большим количеством контрактов на нём же. Но не стоит недооценивать китайцев – их трудолюбие, усердие, любовь к собственным разработкам и собственно силу маркетинга по принципу цена/качество.
А это означает, что для Китая NEO, как его ближайший конкурент Ethereum для стран остального мира. Только количество заинтересованных китайцев (исходя из огромного населения этой страны) может быть не чуть не меньшим общего количества заинтересованных людей в ETH, если даже не большим. RHT на данный момент выпущен в количестве всего лишь 60 тысяч штук (по информации NEO Tracker, которая может и не соответствовать действительности).
Механизм написания смарт-контрактов NeoContract поддерживает такие языки программирования, как C#, VB.Net, F#, Java, Kotlin и Python. Все права на интеллектуальную собственность сохраняются за поставщиками и (или) биржей, которые предоставили указанные данные.
В настоящее время NEO входит в десятку лидеров рейтинга криптовалют, созданного по критерию размера капитализации рынка. Если быть точнее, то NEO находится на 9-ом месте, а размер капитализации рынка достиг $ .