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	<title>Финтех &#8211; Ανταλλακτικά Αυτοκινήτων Τρίπολη &#8211; Λιπαντικά PAKELO</title>
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	<description>ΒΑΓΙΑΣ ΚΑΒΟΥΡΑΣ</description>
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		<title>Как устроен ETF? Гайд для инвестора</title>
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		<pubDate>Thu, 22 Jun 2023 17:20:19 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
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					<description><![CDATA[Чем меньше разных активов в&#160;фонде, тем больше вероятность снижения. Торгующиеся на биржах https://www.xcritical.com/ «акции» ETF по сути являются производными инструментами.]]></description>
										<content:encoded><![CDATA[<p>Чем меньше разных активов в&nbsp;фонде, тем больше вероятность снижения. Торгующиеся на биржах <a href="https://www.xcritical.com/" target="_blank" rel="noopener">https://www.xcritical.com/</a> «акции» ETF по сути являются производными инструментами. ЕТФ на акции во многом повторяют какой-либо фондовый индекс страны, отрасли или сектора.</p>
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" width="305px" alt="ETF и принцип его работы"/></p>
<h2>Что будет, если фонд закроется?</h2>
<p>Инвесторы покупают такие ETF, чтобы снизить риски убытка в&nbsp;портфеле <a href="https://www.xcritical.com/ru/blog/etf-chto-eto-takoe-i-kak-rabotaet/" target="_blank" rel="noopener">etf фонды что это</a> в&nbsp;случае кризиса в&nbsp;конкретной компании, секторе или стране. Её&nbsp;берёт управляющий&nbsp;— тот, кто управляет фондом, выбирает активы, следит за&nbsp;индексом. Сбербанк запустил «Смарт-фонды» – линейку умных БПИФов, персонифицированных в соответствии с ожиданиями инвестора, которые определяются методом анкетирования. Взаимные фонды диверсифицируют риски, создавая портфель, охватывающий несколько классов активов и инструментов обеспечения. У AP есть стимул привести цену акций ETF обратно в равновесие с NAV фонда.</p>
<h2>Какие отечественные аналоги есть у&nbsp;ETF</h2>
<p>При этом из портфелей российских инвесторов заблокированные ETF никуда не&nbsp;делись, просто сделать с&nbsp;ними что-либо пока невозможно. Как мы&nbsp;уже говорили, за&nbsp;счёт диверсификации активов внутри фонда паи меньше подвержены волатильности, соответственно, риски тоже уменьшаются. ETF уменьшают риск обвала портфеля, потому что в&nbsp;них большое количество разных бумаг.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="ETF и принцип его работы"/></p>
<h2>Как&nbsp;заработать при&nbsp;вложении средств в&nbsp;фонды?</h2>
<p>Среди прочих выделяется ETF от&nbsp;Grayscale, который берет комиссию в размере 1,5%, что заметно выше, чем у других участников. Если группа инвесторов скупает акции ETF, заметив рост спроса, авторизованные участники вносят в фонд (траст) денежные средства. В ответ фонд выпускает новые корзины акций и поставляет их уполномоченным участникам.</p>
<h2>Какие фонды доступны российским инвесторам</h2>
<p>В&nbsp;таком случае он&nbsp;распродает все принадлежащие ему активы по&nbsp;рыночной стоимости, а&nbsp;вырученные деньги переводит держателям паев фонда. Например, TSPX&nbsp;— фонд от&nbsp;управляющей компании Т‑Капитал позволяет инвестировать одновременно в&nbsp;500&nbsp;крупнейших американских компаний из&nbsp;индекса S&amp;P&nbsp;500. Широкий набор инструментов — фонды дают возможность инвестировать в&nbsp;акции японских, китайских или австралийских компаний, которые по&nbsp;отдельности на&nbsp;российской бирже купить не&nbsp;получится. Фонд формируется из акций или облигаций различных компаний. Активы подбирают не рандомно, а по конкретному признаку. Например, фонд FXIT включает в себя акции американских IT-гигантов.</p>
<h2>Кто покупает и продает биткоин для ETF</h2>
<p>Иностранный ETF&nbsp;— это биржевой паевый инвестиционный фонд, зарегистрированный вне пределов России, но&nbsp;паи которого можно приобрести на&nbsp;российском фондовом рынке. Как правило, такой фонд торгуется на&nbsp;российских биржах по&nbsp;договору, который заключается между управляющей компанией, биржей и&nbsp;авторизованным участником фонда&nbsp;— маркетмейкером. Это позволяет управляющей компании поддерживать ликвидность паев и&nbsp;следить за&nbsp;ценами на&nbsp;них. ETF (exchange traded fund)&nbsp;— это биржевой фонд, в котором собраны ценные бумаги&nbsp; на основе какого-либо индекса, сектора, товара или другого актива.</p>
<ul>
<li>Во время паник и кризисов доходность может быть и отрицательной.</li>
<li>«Только за этот год количество торгуемых биржевых фондов на Московской бирже увеличилось более чем в 2 раза и сегодня превышает 120 инструментов на самые разнообразные активы и юрисдикции.</li>
<li>Зачастую драгоценные металлы, газ и нефть, сельхозпродукция, энергоносители и прочее.</li>
<li>К декабрю все управляющие компании, которые планировали запустить спотовые биткоин-ETF, вынуждено перешли на денежную модель, в которой уполномоченным участникам не требуется прикасаться к биткоину.</li>
<li>К тому же владеть акциями, например, на золото, куда проще, чем физическим слитком.</li>
<li>Соответственно, если котировки фонда рухнут, инвестор потеряет часть средств, в худшем случае — все инвестиции.</li>
</ul>
<h2>Какие ETF торгуются на Московской бирже?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="ETF и принцип его работы"/></p>
<p>Покупка паёв фонда позволяет инвестору вложиться сразу во&nbsp;все ценные бумаги индекса. Простыми словами, если в&nbsp;ETF содержатся бумаги восьми компаний, то&nbsp;в&nbsp;одном пае фонда будет содержаться доля акции каждой компании. Купив один пай, инвестор получит доли сразу нескольких компаний&nbsp;— это удобнее, чем выкупать их&nbsp;по&nbsp;отдельности. Поставщик ETF создает ETF на основе определенной методологии и продает акции этого фонда инвесторам.</p>
<h2>Плюсы инвестирования в иностранные ETF</h2>
<p>Это показатель, отражающий изменение цены на&nbsp;набор акции определенного круга компаний&nbsp;— например, ведущих фармацевтических и&nbsp;биотехнологических производителей или&nbsp;крупнейших представителей российской экономики. В&nbsp;США основными индексами считаются S&amp;P&nbsp;500, Nasdaq и&nbsp;Russel 3&nbsp;000, в&nbsp;России&nbsp;— индекс Московской биржи и&nbsp;РТС, в&nbsp;Германии&nbsp;— DAX, в&nbsp;Японии&nbsp;— Nikkei. Иностранные фонды отличаются более серьезным контролем со стороны независимых организаций, а также более жесткими требованиями к стратегии инвестирования. ETF может состоять исключительно из однородных активов – например, только акций или только облигаций. Биржевые паевые инвестиционные фонды – самый молодой из представленных на российском рынке инструментов. Тогда как ETF ведут свою историю с 90-х годов прошлого века.</p>
<h2>Что такое ETF-фонд и как в него инвестировать</h2>
<p>Например, если с&nbsp;момента приостановки торгов активы фонда подорожали, то&nbsp;рыночная стоимость, которая отображается на&nbsp;брокерском счете, будет меньше реальной стоимости&nbsp;пая. В&nbsp;момент возобновления торгов рыночная цена пая устремится к&nbsp;его реальной стоимости. Чтобы стать совладельцем имущества такого фонда, нужно приобрести его акции, которые торгуются на&nbsp;бирже,&nbsp;— их&nbsp;еще называют паями. У&nbsp;каждого фонда есть управляющие, которые берут с&nbsp;пайщиков небольшие комиссии за&nbsp;то, что управляют активами фонда и&nbsp;пополняют его портфель новыми ценными бумагами в&nbsp;соответствии с&nbsp;заявленной стратегией. – в России тестируют инвесторов перед сделками со сложными финансовыми инструментами. Порядок тестирования был утвержден в августе текущего года.</p>
<p>В то же время в ETF также снижаются отрицательные стороны волатильных показателей акций, поскольку они не предполагают прямого владения ценными бумагами. Отраслевые ETF также используются для ротации в секторах и выхода из них во время экономических циклов. Отраслевые или секторальные ETF – это фонды, которые фокусируются на определенном секторе или отрасли. Например, ETF для энергетического сектора будет включать компании, работающие в этом секторе. Идея отраслевых ETF заключается в том, чтобы получить представление о преимуществах этой отрасли, отслеживая результаты деятельности компаний, работающих в этом секторе.</p>
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width="309px" alt="ETF и принцип его работы"/></p>
<p>Например, ETF HSBC FTSE UCITS котируется на Лондонской фондовой бирже и торгуется под тикерным символом HUKX. Почти все ETF предоставляют преимущества диверсификации по сравнению с покупкой отдельных акций. Тем не менее, некоторые ETF отличаются высокой концентрацией — либо по количеству различных ценных бумаг, которыми они владеют, либо по весу этих ценных бумаг. Хотя ETF предоставляют инвесторам возможность получать прибыль по мере роста и падения цен на акции, они также получают выгоду от компаний, которые выплачивают дивиденды. Дивиденды &#8211; это часть прибыли, распределяемая или выплачиваемая компаниями инвесторам за владение их акциями. Акционеры ETF имеют право на определенную долю прибыли, такую как заработанные проценты или выплаченные дивиденды, и могут получить остаточную стоимость в случае ликвидации фонда.</p>
<p>Сами сделки заключаются во время торговой сессии, как и по другим инструментам. Учитывая, что размер комиссии не учитывается в стоимости чистых активов ЕТФ, доходность выше там, где комиссионный платеж ниже. Владельцы паев не получают дивиденды по акциям, входящих в состав ПИФа. Точно также они не получают купонные выплаты, если в имущество фонда входят облигации. Для этого придется провести анализ рынка и изучить финансовую отчетность компаний.</p>
<p>Такой подход позволяет сфокусировать инвестиции на конкретных компаниях, одновременно реализовывая принцип диверсификации. Например, инвестор уверен в развитии финансового сектора, однако одиночные инвестиции в каждую компанию рискованны. Рыночная цена пая незначительно отличается от расчетной. За этим на бирже следят маркетмейкеры — профессиональные участники рынка, которые обеспечивают ликвидность активов, то есть создают условия для максимально быстрой продажи паев по рыночной цене. Маркетмейкеры влияют на выравнивание цены на паи ETF и на активы, за которыми фонд следует. Справедливая (расчетная) стоимость пая фонда&nbsp;— это стоимость всех активов фонда, поделенная на&nbsp;количество выпущенных паев.</p>
<p>На бирже она означает разделять весь капитал на несколько частей и вкладываться в разные инструменты, чтобы сберечь инвестиции. Термин расшифровывается как «exchange trade funds», что переводится как «торгуемый на бирже фонд». Но если фонду не удается следовать за индексом или возникает крупная систематическая ошибка, его могут расформировать. Проводить сделки с паями смогут те, кто прошел обязательное тестирование для неквалифицированных инвесторов. Появление неспонсируемых ETF требует разрешения Банка России и заключения соглашений с маркетмейкерами, которые поддержат цены и объемы торгов.</p>
<p>Как правило, ETF отслеживает определенный индекс, сектор, товар или другие активы, но, в отличие от взаимных фондов, ETF может быть куплен или продан на фондовой бирже таким же образом, как и обычные акции. ETF может быть структурирован таким образом, чтобы отслеживать что угодно &#8211; от цены отдельного товара до большой и разнообразной коллекции ценных бумаг. ETF может быть даже структурирован таким образом, чтобы отслеживать конкретные инвестиционные стратегии. Рыночная цена пая фонда должна соответствовать его справедливой стоимости, то&nbsp;есть стоимости активов фонда, поделенной на&nbsp;количество паев. Чаще всего ETF‑фонды придерживаются стратегии индексного инвестирования. УК имеет право выплачивать дивиденды и купоны или реинвестировать их обратно в финансовые инструменты.</p>
<p>Цены на ETF могут торговаться с премией или с убытком по отношению к стоимости чистых активов (NAV) фонда. Биржевые фонды (ETF) &#8211; это разновидность индексных фондов, которые отслеживают корзину ценных бумаг. Поскольку ETF становятся все более популярными среди инвесторов, было создано много новых фондов, что привело к низким объемам торгов для некоторых из них. Результат может привести к тому, что инвесторы не смогут легко покупать и продавать акции ETF небольшого объема.</p>
<p>Разница в том, что ETF оформлены по международным законам, а БПИФ – по российским. Чем больше позиций в портфеле, тем сложнее им управлять. Нужно следить за динамикой изменения цен, докупать одни активы, избавляться от других.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>AXS ПРОГНОЗ  AXS криптовалюта Прогноз курса</title>
		<link>https://vagiaskavouras.gr/axs-prognoz-axs-kriptovaljuta-prognoz-kursa/</link>
		
		<dc:creator><![CDATA[admin_v]]></dc:creator>
		<pubDate>Thu, 19 Jan 2023 23:50:05 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://vagiaskavouras.gr/?p=4253</guid>

					<description><![CDATA[Хотя Axie все https://www.xcritical.com/ еще находится в раннем доступе, в настоящее время это платформа NFT №1 в Ethereum по количеству]]></description>
										<content:encoded><![CDATA[<p>Хотя Axie все <a href="https://www.xcritical.com/" target="_blank" rel="noopener">https://www.xcritical.com/</a> еще находится в раннем доступе, в настоящее время это платформа NFT №1 в Ethereum по количеству активных пользователей за месяц. Бывший конкурентный игрок Александр Ларсен также считается соучредителем и операционным директором платформы. Ранее он работал руководителем службы безопасности в Норвежской правительственной организации безопасности и до сих пор занимает пост секретаря совета директоров Blockchain Game Alliance. Экосистема Axie Infinity также имеет свой собственный уникальный токен управления, известный как Axie Infinity Shards (AXS).</p>
<h2>Прогноз курса AXS USD через 2 недели</h2>
<p>Позицию в шорт можно будет набирать заранее, то есть если будет ложный пробой, то при заходе опять под наклонную можно зайти первой частью и при пробое нижней границы второй. Отскочив от границы диапазона, прямо <a href="https://www.xcritical.com/ru/blog/axs-kriptovalyuta-osobennosti-i-perspektivy/" target="_blank" rel="noopener">axs</a> под наклонной, цена образовала уровень на отметке 5$, к которому прижимается. Пробой этого уровня + пробой наклонной может повлечь за собой большое и быстрое движение.</p>
<h2>Кто являются основателями Axie Infinity?</h2>
<p>Чтобы избежать гиперинфляции Axies, Axie можно разводить только&nbsp;7 раз&nbsp;. Каждый раз, когда разводится Axie, требуется увеличивающееся количество Small Love Potion (SLP). SLP можно заработать, играя в игру в режиме PvE Adventure, а также на PvP Arena. Хотя Axie — забавная игра, она также имеет характеристики социальной сети и платформы для работы из-за сильного сообщества и игры, чтобы заработать возможности, которые появились благодаря ее раннему успеху.</p>
<h2>Последние новости про Axie Infinity на сегодня</h2>
<p>Пожалуйста, тщательно взвешивайте все ваши действия при трейдинге и инвестировании в цифровые валюты. Владельцам AXS вскоре будет доступен стейкинг, для получение регулярной прибыли. В отличие от многих других активов, которым доступен стейкинг, владельцам AXS для получения прибыли придется и голосовать и играть. В Axie Infinity есть специальная площадка, хаб где игроки могут найти подходящую пару для своего Axie чтобы получить наилучший шанс получение мощного потомства. Разведение Акси стоит 0,005 ETH в дополнение к токенам Smooth Love Potion (SLP). Бывший геймер Александр Ларсен является вторым соучредителем и операционным директором (COO) платформы.</p>
<h2>Axie Infinity криптовалюта &#8211; Цена AXS $4.46 прогноз и перспективы монеты</h2>
<p>На неделе 9 сентября Axie Infinity будет торговаться в диапазоне 3.649 — 4.286 долларов. Значение курса Axie Infinity к концу недели достигнет 3.649 долларов, изменение составит -14.04%. Игра вдохновленна такими популярными тайтлами, как Pokémon и Tamagotchi.</p>
<h2>Axie infinity axs криптовалюта монета 3d рендеринг иллюстрация</h2>
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" width="301px" alt="axs криптовалюта"/></p>
<p>Курс Axie Infinity в 2024 году будет находиться в диапазоне 0.855 — 4.926 USD за 1 AXS. Максимальное значение 4.926 USD будет достигнуто в октябре, а минимум 0.855 USD — в декабре 2024 года. Курс Axie Infinity на конец 2024 года 0.855 USD, изменение составит -80.38% за год. Каждый Акси обладает шестью из сотен различных потенциальных частей тела, каждая из которых дает ему уникальный боевой прием. Впрочем у большинства Акси относительно слабые характеристики, но обладатели самой сильной комбинации частей тела могут обладать невероятными показателями.</p>
<h2>Axie Infinity (AXS): криптовалюта — обзор, отзывы</h2>
<p>В начале 2021 года игроки смогут ставить токены AXS для получения вознаграждений. Количество токенов AXS, которые игрок получает в качестве награды, зависит от того, играл ли он / она в игру и участвовал ли в управленческом голосовании в течение определенного периода времени. Все распределенные вознаграждения будут заблокированы в смарт-контракте на 1 год. На нашем сайте доступен онлайн график курса криптовалюты Axie Infinity, который показывает изменение цены 1 AXS в долларах за указанный период времени. Информация онлайн обновляется в реальном времени и предоставляет полную картину о движении цены.</p>
<h2>Подробные сведения и полезные ссылки проекта</h2>
<p>Проект был создан в 2017 году, но самое интересное началось позже. В 2021 году, во время пандемии игра, а соответственно и проект, были на пике популярности, люди потерявшие работу видели в игре способ заработать денег, тем самым развивая проект. Цена за монету за короткое время поднялась с 4$ до 165$, в то время рыночная капитализация монеты составляла около 10 млрд $, сейчас же этот показатель находится на отметке 710 млн $.</p>
<ul>
<li>Пробой этого уровня + пробой наклонной может повлечь за собой большое и быстрое движение.</li>
<li>В Axie Infinity есть специальная площадка, хаб где игроки могут найти подходящую пару для своего Axie чтобы получить наилучший шанс получение мощного потомства.</li>
<li>Из-за высоких процентов стейкинга к ожидаемому подъему AXS можно неплохо накопить монет, чтобы в дальнейшем выгодно продать.</li>
<li>Победившая команда зарабатывает больше очков опыта (exp), которые используются для повышения статистики самих Axie или эволюции его частей тела.</li>
<li>Сюжеты можно улучшать со временем, используя различные ресурсы и ингредиенты для крафта, которые можно найти во время игры.</li>
<li>Количество токенов AXS, которые игрок получает в качестве награды, зависит от того, играл ли он / она в игру и участвовал ли в управленческом голосовании в течение определенного периода времени.</li>
</ul>
<p>Хотя за AXS стоит технический продукт в виде игры Axie Infinity, она так же, как и остальные, подвержена изменению курса на основе общего настроения рынка. На графике представлено движение курса AXS и биткоина (BTC), как главного индикатора рынка крипты. Заработать AXS можно, играя в Axie Infinity в режимах Adventure или Arena.</p>
<p>Значение курса Axie Infinity к концу недели достигнет 4.606 долларов, изменение составит 4.21%. На неделе 16 сентября Axie Infinity будет торговаться в диапазоне 3.547 — 4.369 долларов. Значение курса Axie Infinity к концу недели достигнет 4.369 долларов, изменение составит 23.18%.</p>
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" width="304px" alt="axs криптовалюта"/></p>
<p>По словам главного операционного директора Александра Ларсена, период разблокировки был предметом большого количества дезинформации. Суть, которую Ларсен пытался подчеркнуть, заключается в том, что разблокированные токены не обязательно приравниваются к циркулирующим токенам по многим причинам. Наибольшую популярность она обрела в конце 2021 года, примерно в то же время, когда появился STEPN и весь мир узнал о том, что существуют игры, на которых можно зарабатывать.</p>
<p>Axie Infinity позволяет игрокам собирать, разводить, выращивать, сражаться и обмениваться существами под названием Axies. Axie Infinity &#8211; это онлайн игра на блокчейне в жанре баттл, которая частично принадлежит и управляется игроками. Axie Infinity (AXS) относится к сектору GameFi, проект имеет блокчейн-игру с использованием NFT и токеном управления AXS. Игроки смогут зарабатывать токены AXS, играя в различные игры во вселенной Axie Infinity и в рамках инициатив по созданию пользовательского контента.</p>
<p>Вероятно что цена протестирует отметку 5.5$ где был предыдущий лой и где возможно торможение. Доминантный ген — это то, что определяет часть тела, физически присутствующую на Axie. Если ген для определенной части тела не передается, характеристики этой части тела будут рандомизированы. Текущая боевая система Axie ставит 3 Axies друг против друга в режиме реального времени. В начале каждого раунда Axies раздаются карты в зависимости от их частей тела. Игроки должны выбрать карты, которые увеличивают их шансы на победу, при этом предугадывая, какие карты сыграют их противники.</p>
<p>Курс Axie Infinity в 2026 году будет находиться в диапазоне 0.904 — 7.665 USD за 1 AXS. Максимальное значение 7.665 USD будет достигнуто в январе, а минимум 0.904 USD — в сентябре 2026 года. Курс Axie Infinity на конец 2026 года 5.059 USD, изменение составит -40.78% за год. Курс Axie Infinity в 2025 году будет находиться в диапазоне 0.485 — 8.896 USD за 1 AXS. Минимальное значение 0.485 USD будет достигнуто в апреле, а максимум 8.896 USD — в ноябре 2025 года. Курс Axie Infinity на конец 2025 года 8.543 USD, изменение составит 898.64% за год.</p>
<p>Ранее он работал исполнительным директором по безопасности в Норвежской государственной организации безопасности и до сих пор занимает должность секретаря совета директоров в Blockchain Game Alliance. В экосистеме Axie Infinity есть собственный токен управления Axie Infinity Shards (AXS). Он необходим для участия в голосовании по ключевым вопросам управления игрой и дают право голоса в отношении того, как расходуются средства в казне сообщества Axie. В таком варианте точно так же возможно что цена дойдет до наклонной, даже возможно будет ложный пробой, но при развороте опять в шорт будут сильные основания для сделки.</p>
<p>Каждый Axie — это невзаимозаменяемый токен (NFT) с различными атрибутами и качествами, который можно использовать в сражениях 3v3. Победившая команда зарабатывает больше очков опыта (exp), которые используются для повышения статистики самих Axie или эволюции его частей тела. Монстров можно скрещивать друг с другом для получения нового уникального потомства, которое можно так же использовать в сражениях или продать на внутреннем маркетплейсе игры. На нашем сайте доступен онлайн график курса криптовалюты Axie Infinity. Информация о цене 1 AXS в рублях представлена за указанный период времени, что позволяет легко отслеживать изменения курса и сделать обоснованные инвестиционные решения.</p>
<p>Аббревиатура DYOR расшифровывается как Do Your Own Research (Проведите собственное исследование) — побуждает инвесторов провести свою комплексную проверку проекта перед инвестированием. Некоторые финансовые аналитики пришли к выводу, что Bitcoin в настоящее время следует закону Мура в его скорости принятия. Закон Мура ссылается на утверждение, сделанное соучредителем компании Intel Гордоном Муром в 1965 году. Он заметил, что количество транзисторов на квадратный дюйм на интегральных схемах удваивается каждый год с момента их изобретения. Закон Мура предсказывает, что эта тенденция сохранится и в обозримом будущем. Прогноз роста всего рынка криптовалют (на примере первого криптоактива — Биткоина), основанный на паттернах роста других мировых технологий и компаний (Интернет, Мобильный Телефон, Google, Facebook).</p>
<p>Игровой мир Axie Infinity разделен на&nbsp;размеченные участки земли,&nbsp;которые&nbsp;служат&nbsp;домами и базами для операций Axies. Сюжеты можно улучшать со временем, используя различные ресурсы и ингредиенты для крафта, которые можно найти во время игры. Кроме того, землевладельцы могут найти токены AXS на своих земельных участках или использовать оси, которые занимают земельный участок, для исследования ресурсов на карте. Доминантный (D), рецессивный (R1) и минорный рецессивный ген (R2).</p>
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