Майнинг zcash: калькулятор, настройка, пулы и сложность

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width=»251px» alt=»как начать майнить zcash» />

Для того, чтобы загрузить майнер Nicehash перейдите в репозиторий гитхаба github.com/nicehash/nheqminer/releases. Найдите последнюю версию майнера и загрузите ее себе на компьютер. ZCash использует Equihash в качестве алгоритма хэширования, который представляет собой асимметричный алгоритм PoW с памятью. Он предъявляет высокие требования к ОЗУ, что делает возможность разработки специализированных микросхем (ASIC) неосуществимой, как и в случае с Ethereum. Покупать новую ферму для добычи ZEC будет нерационально, рекомендуется использовать видеокарты доступные в наличии для майнинга.

  • Если покупаете бывшее в употреблении оборудование, берите видеокарты у геймеров, а не у майнеров, желательно, с не истекшей гарантией.
  • Например, на Zcash (ZEC) – криптовалюту с открытым исходным кодом, которая появилась в январе 2016 года.
  • Примерами компаний, предлагающих cloud-добычу ZEC, относятся bitdeer.com и dualmine.com.
  • Некоторые из них предлагают для этого специальные мобильные приложения, которые можно найти в AppStore и Google Play.
  • Все, связанное с криптовалютами, сейчас вызывает ажиотаж, и бывшие в употреблении видеокарты пользуются спросом.

Nvidia лучше покажет себя с алгоритмом Equihash, а AMD — с Ethash. Время нахождения блока составляет 2 минуты 28 секунд. Поскольку Zcash относится к алгоритму Equihash, подойдут те же фермы, которые добывают Bitcoin Gold, Bitcoin Private, купить zcash Zclassic и другие подобные монеты. Вам также понадобится пул (pool или «бассейн»), чтобы реализовать свою мощность хэширования. Среди пулов можно выделить NiceHash, Nanopool, Luckpool, Mad Mining club, Flypool, Zecmine.pro, Zeropond..

Майнинг пулы

Подробнее читайте в нашей статье Как получать биткоины за майнинг других криптовалют? В калькуляторе на сайте можно выставлять разные видеокарты, учитывая модель по соотношению цены, производительности и потреблению энергии. Поскольку речь идет о Equihash, здесь карты AMD не так эффективны. В качестве бюджетного варианта рекомендуем присмотреться к Нвидиа 1060 с 6 Гб памяти. При майнинге этой криптомонеты это дешевый, доступный способ выйти на крипторынок. Поскольку альткоин держится в ТОПах, он привлекает внимание и считается весьма перспективным.

как начать майнить zcash

Для каждого из таких приложений существует своя пошаговая инструкция майнинга Зикеш. Этот алгоритм создан для того, чтобы противостоять появлению в сети ASIC-устройств. Вам нужно будет подготовить свой собственный файл конфигурации. Основная часть этого – создание вашего собственного имени пользователя и пароля, чтобы вы могли хранить свой Zcash и выполнять транзакции. Создайте собственную папку и начните со своего имени пользователя.

Получите адрес своего кошелька

В отличие от популярного биткойна, транзакции zcash невозможно отследить из-за особенностей протокола, который использован при ее создании. Центр Крипто Обучения BitDegree намерен раскрыть, упростить и поделиться криптовалютным образованием с массами. На основе принципов Учись и Зарабатывай, крипто новички, студенты и энтузиасты могут узнать основную информацию о криптовалютах, при этом получая награды. Присоединяйтесь к миллионам, легко знакомясь и анализируя криптовалюты, графики цен, лучшие крипто биржи и кошельки.

как начать майнить zcash

Author: Felipe Erazo

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