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	<title>SmartView - TeleRadiología &#38; Imágenes Diagnósticas. Cali - Colombia &#187; Финтех</title>
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		<title>Алгоритм консенсуса Proof-of-Work PoW и Proof-of-Stake PoS</title>
		<link>https://www.smartview.co/algoritm-konsensusa-proof-of-work-pow-i-proof-of/</link>
		<comments>https://www.smartview.co/algoritm-konsensusa-proof-of-work-pow-i-proof-of/#comments</comments>
		<pubDate>Fri, 13 Jan 2023 17:15:04 +0000</pubDate>
		<dc:creator><![CDATA[Diana]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Пользователи созданной в 2014 году платформы считают ее одной из самых крупных и надежных. Пул первым смог предоставить узлам возможность полноценного http://openrussia.info/main/page/124/ комбинированного майнинга. Новая система реализовала возможность одновременной работы отдельных нод в нескольких блокчейнах Proof-of-Work. То есть чем больше токенов, тем выше условная «мощность майнинга». PoW требует постоянного увеличения вычислительных мощностей, потому что старое [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Пользователи созданной в 2014 году платформы считают ее одной из самых крупных и надежных. Пул первым смог предоставить узлам возможность полноценного <a href="http://openrussia.info/main/page/124/">http://openrussia.info/main/page/124/</a> комбинированного майнинга. Новая система реализовала возможность одновременной работы отдельных нод в нескольких блокчейнах Proof-of-Work.</p>
<p>То есть чем больше токенов, тем выше условная «мощность майнинга». PoW требует постоянного увеличения вычислительных мощностей, потому что старое оборудование с низким хешрейтом современем перестает получать новые блоки. Это не только вынуждает майнеров выводить часть капитала из системы для инвестиций в оборудование, но и создает нагрузку на мировое производство микроэлектронных компонентов. Это, в свою очередь, ведет к росту цен, создавая положительную обратную связь.</p>
<h2>Какие алгоритмы используют доказательство выполнения работы PoW?</h2>
<p>Любой человек может управлять майнинговым узлом, поскольку майнинг &#8211; это процесс создания блока. У каждого майнера есть дубликат одного и того же блокчейна. Proof of Work &#8211; это алгоритм, который защищает различные криптовалюты, включая Bitcoin. Он требует от участников (майнеров) тратить время и усилия на решение математических головоломок для подтверждения транзакций.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/image-l5hCVsMHAYfRytXg.webp" width="304px" alt="что такое Proof of Work криптовалюты"/></p>
<p>Сегодня злоумышленники пытаются получить мощность для контроля большинства событий сети. Их цель – монополизация генерации новых блоков и получение высокого дохода, поскольку для других майнеров создание блоков станет невозможным. Для этого требуются большие вычислительные мощности, что приводит к падению цены  криптовалюты и уходу пользователей к более выгодным и безопасным монетам. На фоне критики PoW сообщество предлагает множество альтернативных алгоритмов консенсуса, которые не требуют «работы».</p>
<h2>Альтернативы PoW</h2>
<p>При протоколе Proof-of-Stake («доказательство доли владения») транзакции верифицируют только уполномоченные участники сети (наиболее крупные держатели монет). Криптовалютная сеть Ethereum заявила о глобальном обновлении The Merge («Слияние»), которое подразумевает переход с протоколаProof-of-Work на Proof-of-Stake. Это обеспечит снижение затрат электроэнергии за счет ухода от круглосуточного майнинга, а заодно повысит безопасность транзакций на фоне постоянно растущего количества пользователей. Главная идея в том, что держатели монет  получают больше вознаграждение от майнинга. Им не выгодно самим взламывать сеть, поскольку они являются держателями монет. Таким образом, можно составить список доверительных серверов, которым можно доверять.</p>
<ul>
<li>У пользователей появилась возможность стать валидатором – для этого нужно заморозить 32 ETH.</li>
<li>Важно, чтобы у него было достаточно вычислительных мощностей, чтобы решить задачу и создать новые блоки.</li>
<li>На этом протоколе работают большинство современных криптовалютных проектов, включая Bitcoin, Binance Coin и др.</li>
<li>В PoS, участники блокчейна (валидаторы) ставят (стейкают) часть своих криптовалютных активов для получения возможности добавлять блоки и получать вознаграждение.</li>
<li>Криптовалюта началась с доказательства выполнения работы, поскольку это механизм консенсуса, используемый первой криптовалютой, Биткойн .</li>
</ul>
<p>Чтобы иметь возможность стать валидатором, нужно иметь на своем балансе определенное количество токенов, с которыми работает блокчейн-сеть. Для решения сложных математических задач нужно постоянно закупать новое узкоспециализированное оборудование. Расходы непредсказуемо умножаются, делая майнинг выгодным только для гигантских ферм и групп в несколько сотен пользователей. Как следствие, система становится более централизованной, что противоречит изначальной концепции проекта. Один субъект, контролирующий более 50% вычислительной мощности сети, может взять под контроль блокчейн, что делает его уязвимым для атак.</p>
<h2>Преимущества и недостатки алгоритма POS</h2>
<p>Многие эксперты верят в перспективы возобновляемых источников энергии и в то, что они, в конце концов, сместят источники традиционные. Энергопотребление сети здесь — лишь небольшая цена за те экономические и социальные преимущества, которые дает система. Награды за майнинг биткоина высоки, что стимулирует майнеров искать альтернативные источники энергии. В свою очередь, это поощряет развитие возобновляемых источников.</p>
<div style='border: grey solid 1px;padding: 13px;'>
<h3>Australia’s crypto laws risk being outpaced by emerging markets: Think tank &#8211; Cointelegraph</h3>
<p>Australia’s crypto laws risk being outpaced by emerging markets: Think tank.</p>
<p>Posted: Tue, 20 Jun 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiW2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9hdXN0cmFsaWEtY3J5cHRvLXJlZ3VsYXRpb25zLWxhZy1lbWVyZ2luZy1tYXJrZXRzLXRoaW5rLXRhbmvSAV9odHRwczovL2NvaW50ZWxlZ3JhcGguY29tL25ld3MvYXVzdHJhbGlhLWNyeXB0by1yZWd1bGF0aW9ucy1sYWctZW1lcmdpbmctbWFya2V0cy10aGluay10YW5rL2FtcA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Алгоритм Equihash разрабатывался с учётом таких требований, как устойчивость к ASIC и асимметричность по вычислительной работе и памяти. Его основной является решение проблемы обобщённого парадокса дня рождений. Благодаря наличию переменных величин в алгоритме, потребляемая память и вычислительное время может варьироваться в широких пределах.</p>
<h2>Что необходимо для майнинга на блокчейнах с PoW</h2>
<p>Целостность блокчейна ограничивается однократным расчетом хешей текущего и предшествующего блока. Если какой-либо параметр хеш-суммы соответствует указанному параметру, то хеш признается истинным. Для нахождения подобной суммы нужен ее многократный расчет с перебором произвольных значений однократно используемых чисел. Самой известной системой подобного рода является Hashcash.</p>
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" width="303px" alt="что такое Proof of Work криптовалюты"/></p>
<p>Скоро намечается халвинг биткоина, многим относительно мелким шахтёрам придётся свернуть свою деятельность. Останутся майнить крупные пулы, у которых достаточно средств, что бы перепрофилировать добычу в более энергоэффектное решение. Те кто покинут эту парафию, будут искать новое пристанище для майнинга.</p>
]]></content:encoded>
			<wfw:commentRss>https://www.smartview.co/algoritm-konsensusa-proof-of-work-pow-i-proof-of/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Какую криптовалюту майнить в 2022 году</title>
		<link>https://www.smartview.co/kakuju-kriptovaljutu-majnit%d1%8c-v-2022-godu/</link>
		<comments>https://www.smartview.co/kakuju-kriptovaljutu-majnit%d1%8c-v-2022-godu/#comments</comments>
		<pubDate>Tue, 02 Mar 2021 22:27:20 +0000</pubDate>
		<dc:creator><![CDATA[Diana]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Содержание Майнинг ETHW на Binance Pool Минимальная инвестиция в майнинг Как получить максимальную прибыль с майнинга Стоит ли начинать майнить в 2021, как не потерять деньги? Майнинг на АСИКах Выгодно ли сейчас майнить? Какие криптовалюты можно майнить? Сложность добычи BTC упала на 18 процентов, так как майнеры массово выводили из оборота нерентабельные интегральные схемы ASIC [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Майнинг ETHW на Binance Pool</a></li>
<li><a href="#toc-1">Минимальная инвестиция в майнинг</a></li>
<li><a href="#toc-2">Как получить максимальную прибыль с майнинга</a></li>
<li><a href="#toc-3">Стоит ли начинать майнить в 2021, как не потерять деньги?</a></li>
<li><a href="#toc-4">Майнинг на АСИКах</a></li>
<li><a href="#toc-5">Выгодно ли сейчас майнить?</a></li>
<li><a href="#toc-7">Какие криптовалюты можно майнить?</a></li>
</ul>
</div>
<p>Сложность добычи BTC упала на 18 процентов, так как майнеры массово выводили из оборота нерентабельные интегральные схемы ASIC S7. Что касается ETH, то в сети Ethereum данный показатель упал на 10 процентов. Несмотря на это, институциональные инвесторы все еще видят перспективу в добыче криптовалют из ТОПа, и в будущем ситуация снова может измениться. Прежде чем выяснять, на какие криптовалюты следует обратить особо пристальное внимание, необходимо разобраться, что представляет собой майнинг. В некоторых странах действуют довольно строгие правила добычи криптовалюты.</p>
<p>Monero постоянно меняет свой алгоритм, чтобы предотвратить возможность майнинга на ASIC, поэтому вы можете использовать GPU и CPU для майнинга. Monero использует алгоритм проверки работоспособности CryptoNightV8 для генерации 3,38 XMR в качестве вознаграждения за блок каждые две минуты, поэтому  это довольно много для майнинга. Haven использует Cryptonight, алгоритм PoW, который также используется Monero и некоторыми другими криптовалютами.</p>
<ul>
<li>Все, что нужно на начальном этапе, — изучить теорию, разобраться в подводных камнях добычи блоков и хорошо все спланировать.</li>
<li>Относительно дешевый старт (покупка вычислительного оборудования, расходы на электроснабжение) сегодня предлагают десятки цифровых активов.</li>
<li>Особенно, если зарабатывать на криптовалюте с большими комиссиями, стоимостью и наградами за добычу блоков.</li>
<li>Текущие награды за блок Ethereum составляют 2 ETH.</li>
<li>Многие популярные знаменитости и институциональные инвесторы держат в своем инвестиционном портфеле этот криптоактив.</li>
<li>С другой стороны, подымается все больше шумихи вокруг чрезмерно высокого потребления электроэнергии майнерами биткоин.</li>
</ul>
<p>Он не будет большим и быстрым, но будет надежным и регулярным. Данный показатель отражает величину колебаний стоимости актива. Чем выше показатель волатильности, тем больше рисков в добыче такого актива. Однако вместе с рисками волатильность способна приносить и больший доход при увеличении стоимости актива. Данный показатель отражает спрос на актив и возможность его быстрой продажи по рыночной цене.</p>
<h2 id="toc-0">Майнинг ETHW на Binance Pool</h2>
<p>Данную криптовалюту оценивают любители игр, развлекательных шоу и других азартных развлечений. Децентрализованная платформа криптовалюты Трон идеально подходит для развлечений. О биткоине, наверняка, не стоит говорить слишком много, так как он был не только одной из первых криптовалют, которую начали майнить, но и одной из самых прибыльных. Анализируя все вышесказанное, можно сделать вывод, что процесс подбора вычислительной техники индивидуален.</p>
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" width="307px" alt="что выгоднее майнить 2021"/></p>
<p>Чем выше этот параметр, тем стабильнее и востребованнее монета, что в дальнейшем может привести к увеличению ее стоимости. Показатель складывается из количества всех активов на рынке, умноженных на биржевую стоимость. Чем выше уровень капитализации криптовалюты, тем меньшие шансы, что с течением времени актив может уйти с рынка. Домашний ПК можно использовать только в облачном майнинге. В противном случае, владелец рискует не только не отбить деньги за электроэнергию, но и влететь на крупную сумму на ремонт.</p>
<h2 id="toc-1">Минимальная инвестиция в майнинг</h2>
<p>И это как раз одна из причин, почему добывать ее совсем не выгодно. Из-за большого количества желающих это делать, между майнерами присутствует высокий уровень конкуренции. Стоит отметить, что распространенность криптовалютного заработка на руку также и мошенникам, поэтому тщательно проверяйте ресурсы, благодаря которым собираетесь майнить цифровые валюты. Криптовалютный рынок заслуживает особого внимания на сегодняшний день, поэтому не говорит о майнинге только ленивый. Для многих это стало уже не только дополнительным источником дохода, но и вложением в надежность собственного будущего.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/12/kak-bezopasno-perevesti-tokeny.jpg" width="308px" alt="что выгоднее майнить 2021"/></p>
<p>Майнеру необходимо спланировать свой бюджет и определиться с преимущественными алгоритмами и монетами для добычи, а уже исходя из этих параметров, формировать свою ферму. Ранее валюта была известна под названием ZenCash, но после ребрендинга переименовалась в Horizen. В 2022 году это все еще одна из лучших валют для майнинга на вашем GPU.</p>
<p>Она развивается не менее стремительно, чем другие криптовалюты. Сегодня с помощью Эфириума можно даже подписывать смарт контракты для совершения оплаты в разных приложениях. Если вас недостаточно заинтересовала эта криптовалюта, почитайте, что такое Ethereum Foundation.</p>
<p>В майнинге, как и во всех вложениях в криптовалюту, следует внимательно проводить анализ затрат и выгод. Несмотря на все разговоры, что домашний майнинг уже нерентабелен, расчеты для некоторых криптовалют показывают иное. Но если ранее можно было сказать, что майнинг — это способ быстро обогатиться, то сейчас содержание майнинг-фермы – это требующий детальных расчетов бизнес со своими рисками.</p>
<h2 id="toc-2">Как получить максимальную прибыль с майнинга</h2>
<p>Опытные участники крипто рынка утверждают, что эта криптовалюта является одним из лучших долгосрочных вариантов. Если вы хотите узнать, какую криптовалюту легче майнить, следует обратить внимание на Doge. Проект Dogecoin появился в качестве шутки, но сумел набрать популярность, которой позавидовали бы многие &#8220;серьезные&#8221; криптовалюты. Монета была представлена в 2013 году, а в 2018 вошла в ТОП-20 криптовалют по капитализации.</p>
<p>Биткойн – это самая прибыльная монета для майнинга в настоящее время, хотя в большинстве случаев это не совсем так, если вы соло майнер. Криптовалюта, которая родилась из хардфорка Ethereum в 2016 году после взлома, известного как DAO. Монета является еще одной криптовалютой, которая выделяется среди майнеров как одна из цифровых валют, добыча которой более прибыльна в текущем году.</p>
<p>То есть чем больше у вас вычислительных мощностей, тем больше шансов заработать. Многие люди в прошлом году потеряли работу или были отправлены <a href="https://xcritical.com/">https://xcritical.com/</a> работодателем в неоплачиваемый отпуск, что фактически то же самое. Говоря об удаленном заработке, первое, что приходит в голову — это майнинг.</p>
<h2 id="toc-3">Стоит ли начинать майнить в 2021, как не потерять деньги?</h2>
<p>Второй сценарий, предполагает доход от удержания или холда. Среднее значение за несколько дней покажет всегда более реальное значение на которое можно будет ориентироваться как по сложности сети так и  по доходности. При этом окупаемость может изменится как в большую так и в меньшую сторону.</p>
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" width="303px" alt="что выгоднее майнить 2021"/></p>
<p>По всем ключевым метрикам, крупнейшей криптовалютной биржей в мире является Binance. Суммарная стоимость такого рига будет примерно равна 6000 долларов. Можно где-то сэкономить, где-то купить более качественное оборудование.</p>
<p>Вместо эфира можно выбрать другие монеты, а добыв их, обменять на эфир. Не будем пока углубляться в тонкости этого способа заработка. Отметить лишь, что участнику стекинговой программы достаточно завести кошелек пополнить его монетами и держать компьютер включенным в сеть. Кошелек в стекинге становится одним из узлов цепи, поддерживающих сеть и проверяющих транзакции. За это начисляется вознаграждение в процентах от суммы вклада.</p>
<h2 id="toc-4">Майнинг на АСИКах</h2>
<p>Старайтесь подбирать оборудование с оптимальным соотношением стоимости и мощности. Стоимость монет во многом зависима от информационного фона. В такой схеме хорошо чувствует себя Beam, у этой монеты нет DAG-файла, <a href="https://xcritical.com/ru/blog/kakuyu-kriptovalyutu-maynit-v-2021-godu/">что майнить в 2023</a> или же можно взяться за майнинг Ethereum Classic. DAG-файл этой монеты превысит 3 Гб к августу 2022 г. Преимущества облачного майнинга — отсутствие шума в квартире, экономия на оборудовании, и времени.</p>
<h2 id="toc-5">Выгодно ли сейчас майнить?</h2>
<p>Создатели проекта позаботились о том, чтобы майнинг был легким для всех категорий населения и выпустили для криптовалюты программу One-Click Miner, то есть, “майнинг в один клик”. Следует заметить, что они не слишком преувеличили и, благодаря официальному клиенту, начать добывать Vertcoin может даже новичок. Ravencoin устойчив к майнингу на асиках, что сдерживает резкий рост сложности. В криптовалюте используется алгоритм хэширования Ethash. Новые монеты создаются с огромной скоростью и не имеют конечной эмиссии, но при этом рынок все равно не перегружается Эфиром.</p>
<h2 id="toc-6">Какие монеты майнить на видеокарте?</h2>
<p>Успешность майнинга во многом зависит от правильного подбора вычислительной техники. С учетом того, что в последние годы сфера майнинга потерпела значительные изменения, то изменились и требования к аппаратуре. Разработчики позиционируют себя как волонтеры, взявшие важную миссию — вернуть майнингу децентрализацию.</p>
<p>Главным же их недостатком считается узкая специализация, позволяющая добывать монеты только на одном алгоритме. В монете используется хеширование Scrypt на алгоритме POW. Конкуренция среди майнеров здесь не слишком большая, но и суммарный хешрейт на пулах не отличается высокими показателями. Учитывая метод достижения консенсуса, можно сделать вывод, что для хорошего заработка потребуется достаточно высокий хешрейт фермы. Лайткоин — одна из основных криптовалют и имеет репутацию и ликвидность не меньшую, чем у лидера рынка, однако скорость генерации блоков здесь происходит в четыре раза быстрее. Следует отметить, что сложность сети лайткоина нельзя назвать низкой.</p>
<p>Также монета стала популярной благодаря повышенной анонимности. Криптовалюта продолжительное время занимает место в ТОП-15 по капитализации и имеет все перспективы к дальнейшему росту. При правильном подходе и детальном подсчете майнинг все еще может оставаться прибыльным. Правда, речь уже не идет о способе быстрого обогащения. Добыча имеет сейчас значительно меньшую рентабельность, которая, в свою очередь, зависит от действий майнера, стоимости электроэнергии и мощности оборудования. Необходимо помнить, что одно из главных требований майнинга в 2021 году – рентабельность.</p>
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