tag:blogger.com,1999:blog-31463156240104738252024-02-20T12:36:45.953-08:00КриптоэкономикаИнфляция - это воровство денег законным путемRobinovichhttp://www.blogger.com/profile/17136314801600646064noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-3146315624010473825.post-23568341678972466202012-11-01T09:07:00.002-07:002012-11-01T10:26:58.603-07:00"Идеальный" биткоин<div dir="ltr" style="text-align: left;" trbidi="on">
Сейчас стало довольно популярным заблуждение, о том, что биткоин это ну просто идеальная платежная валюта-анонимная, надежная, безконтрольная и при этом постоянно растет. Но давайте рассмотрим все по порядку. Т.е какие свойства должны быть присущи настоящей платежной валюте и что на самом деле имеет биткоин?<br />
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<span style="background-color: red;">1)Скорость<span style="background-color: white;">(в идеале:мгновенна т.е в пределах пинга). У биткоина с этим проблемы, даже одного подтверждения можно ждать десятки минут, пока сгенерируется блок, в который будет включена ваша транзакци,не говоря уже о дефолтных 6 подтверждениях...</span></span><br />
<span style="background-color: yellow;">2) Анонимность<span style="background-color: white;">(в идеале:невозможно установить личность). Здесь не все так плохо. Теоретически биткоин анонимен, но для этого нужно включить мозг. Так как напр. если использовать один кошелек для всех переводов, то на очередном вводе\выводе монет, вы непременно спалите свои личные данные.</span></span><br />
<span style="background-color: lime;">3) Безотзывность<span style="background-color: white;">(в идеале:технически невозможно). Единственное неоспоримое свойство биткоина. Такие экзотические методы, как атака 51 или я тебя по IP найду не рассматриваем.</span><br /><span style="background-color: red;">4)Микротранзакции<span style="background-color: white;">(в идеале:комиссии отсутствуют). Вот здесь у биткоина настоящие проблемы. Комиссия за микроплатежы может запросто составить 100% от переводимой суммы.</span></span></span><span style="background-color: white;"><br />Т.к ваша транзакция может формироваться из еще более мелких транзакций, и на каждую из них может начисляться комиссия.</span><br />
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И конечно же Царь-проблема, <span style="background-color: white;">его величество </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBlXIT9LiwKSql7Hh6781CYwtrf1n7pXBU-humkRZsX283EknW8cbVLpH39B77BE_6gtS-rlomu3dndCNYUojCaAoX1ZLBFYOHgYclVZ0uskMN2VnnL19JBZDvA9q_HE7nalurPRx6a3Go/s1600/chart.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBlXIT9LiwKSql7Hh6781CYwtrf1n7pXBU-humkRZsX283EknW8cbVLpH39B77BE_6gtS-rlomu3dndCNYUojCaAoX1ZLBFYOHgYclVZ0uskMN2VnnL19JBZDvA9q_HE7nalurPRx6a3Go/s640/chart.png" width="640" /></a></div>
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<span style="background-color: red;">5) курс <span style="background-color: white;">(в идеале:курс стабилен либо к национальной\международной валюте, либо к корзине валют, либо к товарно-сырьевой корзине).Решения для этой проблемы по видимому не существует в принципе. Нестабильность обеспечивается целым набором возможностей начиная от паник селов, манипуляций курсом ради наживы и заканчивая скамами, дефляцией как таковой и дефляционной спиралью.<br /><br />Именно по этому магазины отказываются работать с биткоином, владельцы просто не хотя вносить дополнительные риски в свой бизнес.<br />Исключение составляют магазины типа silcroad, но там анонимность и безотзывность затмевают все остальные недостатки. Либо просто по тому что у биткоина все еще нет подходящей альтернативы.</span></span><span style="background-color: white;"><br /></span><br />
Но в определении достаточно поменять только одно слово, и все встанет на свои места, из посредственной валюты биткоин превратиться в идеальную:<br />
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Платежная валюта>>>Инвестиционная валюта<br />
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К сожалению заблуждения так же просто развеять не получиться...</div>
Robinovichhttp://www.blogger.com/profile/17136314801600646064noreply@blogger.com0tag:blogger.com,1999:blog-3146315624010473825.post-91120126384225252812012-08-02T06:34:00.001-07:002012-08-04T14:41:31.520-07:00О проблемах биткоина<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="mso-spacerun: yes;"> </span>Если смотреть
объективно, биткоин является феноменом современности который мы можем наблюдать
- одни люди проводят высокозатратные расчеты на дорогом оборудовании, другие
люди покупают результат этих расчетов, при этом сами расчеты не имеют какой то
четко определенной цели. Я считаю, что за последние 20 лет этот проект по
важности для общества является вторым
после, разумеется самого интернета. Механизмы предложенные биткоином являются
уникальными и как показала практика работоспособными.<span style="mso-spacerun: yes;"> </span>Биткоин предлагает дефляционный вид
экономики. Когда предпологаеться, что в условиях ограниченного количества монет
курс будет расти. Но здесь и начинаются проблемы. <br />
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Размер
эмиссии биткоина постоянен и сейчас составляет 7200 монет в сутки. Разумеется
определенная часть этих монет остается у майнеров в инвестиционных целях, но
так же определенная часть монет выбрасывается майнерами на биржу с целью
получить немедленную прибыль или просто для спекуляций.</div>
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Величина
курса следует за величиной спроса. Когда спрос взлетает-взлетает и курс, спрос
падает-курс следует за ним. По этому мы и наблюдаем в течении последнийх 14 месяцев рост курса
до 30$ за монету, потом падение до 2$ и снова рост до 9$.<br />
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" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Скачки курса биткоина</td></tr>
</tbody></table>
</div>
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В таких условиях продавцы не могут выставлять цены в
биткоинах, а покупатели бояться держать свои средства в этой криптовалюте.
Невозможно пользоваться для торговли деньгами курс которых меняеться в 15 раз в
течении года. Невозможно составить ни один бизнес план с такой величиной
изменения курса. Некоторые ссылаются на молодость системы. Возможно, но системе
уже 3.5 года и тенденции к стабилизации курса до сих пор не наблюдается. </div>
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<span style="mso-spacerun: yes;"> </span>По моему мнению под
этим лежат фундаментальные проблемы функционирования биткоина, что в дальнейшем
не позволит ему развиться в полноценную платежную систему. Об этом ниже.</div>
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<br /></div>
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<br /></div>
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В первую очередь для лучшего понимания вопроса я разделил
криптовалюты на 2 типа инвестиционные(<span lang="EN-US" style="mso-ansi-language: EN-US;">bitcoin</span>, <span lang="EN-US" style="mso-ansi-language: EN-US;">litecoin</span>)
и платежные (на данный момент нет полноценной системы)</div>
<div class="MsoNormal" style="text-align: justify;">
В инвестиционных курс регулируется лишь рыночными
механизмами -взаимодействием спроса и предложения и зависит от спроса(так как
размер предложения фиксированный). Для них свойственно изменение курса в
большом диапазоне. Приток новых средств в основном происходит от высокорисковых
инвесторов и спекулянтов. Все попытки прикрутить к инвестиционной валюте
товарное обеспечение (подключить магазины) заканчиваются ничем. Продавцы
вынуждены каждый день корректировать цену в соответствии с более стабильным
эквивалентом, по сути биткоин превращается в дополнительное лишнее звено. Для
покупателей это создает не меньшие трудности, они не знают какой покупательной
способностью будут обладать их деньги даже через день, не говоря уже о более
длинном отрезке времени.<br />
Приводить в пример silkroad тоже некорректно, т.к там на первое место выходит анонимность, а не стабильность курса.</div>
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Доводы о том, что
после того как вырастет объем потребительского рынка курс стабилизируется
самостоятельно вообще не выдерживают никакой критики. Курс определяется исключительно
на бирже, но никак не в магазинах. <span style="mso-spacerun: yes;"> </span>В
подтверждение этого можно привести пример <a href="http://ru.wikipedia.org/wiki/%D0%A7%D1%91%D1%80%D0%BD%D0%B0%D1%8F_%D1%81%D1%80%D0%B5%D0%B4%D0%B0_%281992%29">черная среда 1992</a> , когда фунт стерлингов упал на 25% ,
хотя имел под собой громадное потребительское обеспечение по сравнению с
биткоином и поддержку государства, что уж говорить о бесконтрольных рыночных
механизмах которые продолжают раскачивать курс. </div>
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Позиционирование биткоином себя как децентрализованной валюты
добовляет еще больше проблем, курс определяться исключительно рыночными
механизмами. Курс держался в пределах 5-6$ <span style="mso-spacerun: yes;"> </span>с 01.01.12 до 14.06.12 это самый продолжительный
строк стабильности валюты. Очевидно что предпринимаются попытки (либо владельцами крупнейшей
биржи <a href="https://mtgox.com/">https://mtgox.com/</a> либо крупными
инвесторами) удержать курс в определенных рамках, без специальных
механизмов
регулирования это невозможно впринципе, но биткоин не имеет таких
механизмов. Сейчас же мы видим как раздувается новый пузырь. Курс уже
достиг 9.5$. При себестоимости майнинга 1 монеты в 2<span lang="EN-US" style="mso-ansi-language: EN-US;">$ </span>на старом оборудовании (видеокартах). </div>
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Фундаментальной экономической проблемой биткоина как платежной системы является
фиксированный размер суточной эмиссии и другими словами отсутствует механизим
соответсвия предложения спросу. И чем выше курс, при той же мощности
сети (сложности) тем сильнее могут быть флуктуации курса.<span style="mso-spacerun: yes;"> </span>Так как вывести спрос из равновесия большой суммой значительно проще. И заинтересованным инвесторам удержать курс будет
гораздо сложнее если майнеры начнут выливать на биржу крупные суммы
которые у них появились в результате роста курса.</div>
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Спрос на биткоин создают следущие группы людей:</div>
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1)гики-энтузиасты</div>
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они сформировали первоначальный спрос на валюту, именно за
счет их средств произошел первоначальный рост курса.</div>
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2)инвесторы (высокорисковые инвестиции)</div>
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после того как в течении начального короткого промежутка
времени курс вырос в несколько раз начали подтягиваться первые инвесторы,
которые начали вкладывать в инструмент с доходностью в несколько сотен
процентов годовых</div>
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3)спекулянты</div>
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После того как торги приобрели хоть сколько нибудь значимий
оборот, подтянулись спекулянты, за счет которых курс и начал вилять в разные
стороны.</div>
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4)майнеры</div>
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Отдельного внимания заслуживают майнеры. Они являються
уникальным нововведением биткоина. Хоть они и являються стороной
предложения-косвенно они очень сильно стимулирут спрос.</div>
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Этому есть простое объяснение.</div>
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<span style="mso-spacerun: yes;"> </span>Как только появляется
возможность получать прибыль-это привлекает новых людей, некоторые из этих
людей имеют достаточно крупные суммы которые они вкладывают что бы получить
прибыль, что в свою очередь привлекает еще больше людей.<span style="mso-spacerun: yes;"> </span>Приведу 2 примера которые уже происходили в
процессе развития биткоина.</div>
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1)в ноябре 2010 появилась возможность майнинить на
видеокартах, т.е получать сверх прибыли. Это начало привлекать новых майнеров.
Рост количества людей в прибыльной теме привлек и людей которые начали покупать
монеты как инвестиционный инструмент.</div>
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Далее если курс растет быстрее чем сложность, это привлекает
новых майнеров, что в свою очередь снова дает рост количества участников
проекта. Если курс перестает расти то сложность догоняет его. При этом даже
если курс в дальнейшем падает, то мощность остается на прежнем уровне, т.к как
несмотря на затраты на обслуживание и амортизацию люди которые уже вложили
деньги в оборудование будут держать его в надежде отбить затраты.</div>
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Рекурсия роста курса и количества майнеров хорошо прослеживаеться
в <a href="http://bitcoincharts.com/charts/mtgoxUSD#igDailyztgSzm1g10zm2g25zv">таблице</a>. Цена которая до этого держалась на уровне 0.06$ с июля 2010 до ноября 2010
начала расти. </div>
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Далее курс постепенно рос до конца января до 0.41$ </div>
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2) в феврале получает развитие майнинг в пуле,
что опять сделало возможным получать сверх прибыли благодаря более быстрому поиску блоков. Крупнейшим пулом становиться дипбит. Это снова привлекло
новых людей и курс стал расти. Всего за неделю курс вырос в 2 раза до 0.8<span lang="EN-US" style="mso-ansi-language: EN-US;">$</span></div>
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Но так как еще многие майнили на <span lang="EN-US" style="mso-ansi-language: EN-US;">CPU</span><span lang="EN-US"> </span>и вне пула,
сохранялась возможность получения сверхприбылей от майнинга на <span lang="EN-US" style="mso-ansi-language: EN-US;">GPU</span><span lang="EN-US"> </span><span style="mso-spacerun: yes;"> </span>и в пуле. Это привлекало все больше новых
людей<span lang="EN-US" style="mso-ansi-language: EN-US;">.</span></div>
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" 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<tr><td class="tr-caption" style="text-align: center;">2 волны повышения мощности сети в следствие повышения притока новых людей в систему</td></tr>
</tbody></table>
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<tr><td style="text-align: center;"><img alt="" height="236" 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" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2 волны роста курса связанные с притоком новых людей</td></tr>
</tbody></table>
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<div class="MsoNormal">
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
В итоге спрос значительно превысил предложение, и в конце апреля 2011
года цена за 2 недели достигла 3.29$. Это сделало майнинг невероятно
выгодным<span style="mso-spacerun: yes;"> </span>и большое количество новых
людей устремилось в эту сферу. Соответственно появился дополнительный спрос на
монеты, что в свою очередь начало разгонять курс. Но так как изменение
сложности имеет лаг примерно в 2 недели,<span style="mso-spacerun: yes;"> а</span> курс может вырасти даже в течении дня, то сложность
существенно отставала от курса и<span style="mso-spacerun: yes;"> </span>майнинг
был сверхприбыльным<span style="mso-spacerun: yes;"> </span>на протяжении всего
мая также. К концу месяца курс вырос до 8.88$. Конечно спрос не мог расти такими темпами постоянно и
пик был достигнут 9го июня когда курс достиг 30$. <span style="mso-spacerun: yes;"> </span>По
сути с середины апреля до 9го июня, всего за 2 месяца, курс вырос в
30раз, а так как эмиссия у биткоина являеться фиксированной, то в
долларовом эквиваленте она тоже выросла в 30 раз. (составив 216<span lang="EN-US" style="mso-ansi-language: EN-US;">k</span>$ в сутки) Спрос не мог
компенсировать этот чудовищный размер эмиссии и курс начал падать. Что в свою
очередь также рекурсивно начало снижать спрос. В итоге после длительного падения в октябре 2011 курс достиг своего дна 2.28<span lang="EN-US" style="mso-ansi-language: EN-US;">$.</span></div>
<div class="MsoNormal" style="text-align: justify;">
Но как я отметил мощность сети упала всего на 10% в то время
как курс упал на 1000%, это связанно с тем что в оборудование были вложены
деньги которые необходимо отбить. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Сейчас рост курса вероятнее всего объясняется тем, что
появилась уже 3я по счету возможность получать сверх прибыли от майнинга с
использованием <span lang="EN-US" style="mso-ansi-language: EN-US;">FPGA</span>. Вероятно
сценарий развития будет такой же как и с переходом на <span lang="EN-US" style="mso-ansi-language: EN-US;">GPU</span>.<span style="mso-spacerun: yes;">
</span>Быстрый рост с последующей коррекцией. Нестабильность курса делает
из биткоина прекрасную, надежную инвестиционную криптовалюту, но для
того что бы быть платежной криптовалютой биткоину нехватает ряда
необходимых механизмов. Но о них в следущей статье.</div>
<div class="MsoNormal">
<br /></div>
</div>Robinovichhttp://www.blogger.com/profile/17136314801600646064noreply@blogger.com6