[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"currency-degen-base-USD-fiat":3},{"id":4,"symbol":5,"slug":6,"name":7,"alternateIds":8,"hasDescription":9,"description":10,"whitepaper":13,"websites":14,"watchlist":16,"price":17,"marketcap":18,"fdv":19,"volume24h":20,"high24h":21,"low24h":22,"showIn":23,"externalIds":24,"buyLink":27,"percentChange":28,"category":38,"rank":39,"supply":40,"logo":43,"tags":44,"createdAt":132,"isActive":9,"dominance":133,"pricePrecision":134},2385933,"DEGEN","degen-base","Degen",[],true,{"ru":11,"en":12},"\u003Cul>\u003Cli>\u003Cb>Какие основные технологии используемые в Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Для разработки и функционирования Degen, используются множество технологий. Вот некоторые из основных:\n\n1. Смарт-контракты: Это программы, запущенные на блокчейне, которые автоматически выполняют определенные действия при удовлетворении определенных условий. В Degen они используются для управления активами, торговли токенами и проведения голосования.\n\n2. Блокчейн: Технология, которая обеспечивает децентрализованное хранение и обмен данными между участниками сети. В Degen блокчейн Ethereum используется для записи транзакций и поддержания консенсуса между узлами сети.\n\n3. Управление активами: Это система, которая позволяет пользователям хранить, обменивать и управлять своими цифровыми активами на безопасно и простой в использовании способ. В Degen для управления активами используется интерфейс пользователя, который позволяет пользователям взаимодействовать с смарт-контрактами без необходимости глубокого понимания технологий блокчейна.\n\n4. Протоколы децентрализованного финансирования (DeFi): Это набор инструментов и приложений, которые позволяют пользователям взаимодействовать с криптовалютными активами без участия централизованных финансовых учреждений. В Degen DeFi-протоколы используются для предоставления кредита, торговли токенами и управления активами.\n\n5. Интеграция веб-3: Это технология, которая позволяет приложениям взаимодействовать с блокчейном напрямую, без необходимости прохождения через централизованный сервер. В Degen интеграция веб-3 используется для обеспечения безопасности и конфиденциальности данных пользователей.\n\n6. Криптография: Это набор алгоритмов и протоколов, которые обеспечивают защиту информации от несанкционированного доступа или изменения. В Degen криптография используется для подтверждения идентичности участников сети, а также для защиты данных и транзакций на блокчейне.\n\nЭти технологии вместе обеспечивают безопасность, децентрализацию и прозрачность в Degen.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какова экономика токенов в Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Экономика токенов в Degen основана на модели DeFi (децентрализованного финансирования) и включает в себя несколько типов токенов, каждый из которых выполняет определенную роль.\n\n1. Деген-токены (DGT): Это основной утилитарный токен Degen, который используется для оплаты сборов и вознаграждений за различные действия на платформе. Держатели DGT могут голосовать за изменения в системе, участвовать в управлении проектами и получать бонусы от процентов с акционерного капитала.\n\n2. Токены проектов: В рамках Degen разработчики могут создать свои собственные токены для финансирования и реализации своего проекта. Эти токены могут использоваться внутри экосистемы Degen для оплаты услуг, участия в аукционах или получения бонусов.\n\n3. Токены других DeFi-проектов: Пользователи могут импортировать токены из других DeFi-проектов на платформу Degen для управления и торговли. Это позволяет пользователям использовать свои активы в рамках одной экосистемы, получая доступ к разнообразным возможностям DeFi.\n\n4. Стабильные котировавшиеся токены (СТ): Это тип токенов, которые связаны с резервом активов и обеспечивают стабильность цены за счет поддержки стоимости с помощью алгоритмов. В Degen пример таких токенов - DAI или USDT.\n\nЭкономика токенов в Degen позволяет участникам платформы участвовать в управлении проектами, получать вознаграждения за свою активность и использовать разнообразные финансовые инструменты для достижения своих финансовых целей.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Сколько токенов DEGEN находится сейчас в обращении?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Для получения точной информации о количестве DEGEN-токенов в обращении, необходимо проверить текущие данные на официальном сайте Degen или на веб-сайтах агрегаторах данных, таких как CoinGecko или CoinMarketCap.\n\nКоличество токенов в обращении может меняться из-за различных факторов, таких как выпуск дополнительных токенов, слияние или поглощение проектов, а также активность на рынке. Поэтому рекомендуется проверять информацию в режиме реального времени для получения точной картины.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто является целевой аудиторией для Degen (DEGEN)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Целевой аудиторией для Degen являются разные группы пользователей, которые заинтересованы в децентрализованном финансировании (DeFi) и стремятся использовать технологии блокчейна для управления своими активами. Среди них можно выделить следующие группы:\n\n1. Инвесторы и торговцы криптовалютой: Для этих пользователей Degen предлагает возможность торговать токенами на децентрализованных обменных площадках, участвовать в аукционах и получать доступ к разнообразным финансовым инструментам DeFi.\n\n2. Разработчики и предприниматели: Для создания и реализацию собственных проектов в рамках Degen, платформа предоставляет возможность разработчикам создавать свои токены и управление проектами с использованием смарт-контрактов.\n\n3. Участники децентрализованной экономики: Люди, которые хотят участвовать в управлении проектами и принятии решений о будущем платформы через голосование, могут стать активными участниками Degen.\n\n4. Учебные и исследовательские учреждения: Для тех, кто интересуется изучением и разработкой децентрализованных технологий, Degen может предложить возможность изучения работы смарт-контрактов и управления активами на блокчейне.\n\n5. Люди, которые стремятся к финансовой независимости: Для тех, кто ищет альтернативные способы инвестирования и управления своими средствами без участия централизованных финансовых учреждений, Degen может предложить возможность получать доход от депозитов, торговли токенами и участия в DeFi-проектах.\n\nТаким образом, Degen привлекает разнообразную аудиторию пользователей, которые заинтересованы в использовании технологий блокчейна для управления своими финансами и участия в децентрализованной экономике.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какова бизнес-модель Degen (DEGEN)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Бизнес-модель Degen (DEGEN) основана на модели децентрализованного финансирования (DeFi) и включает в себя несколько источников дохода, которые обеспечивают стабильность и развитие платформы.\n\n1. Сборы за транзакции: Для использования различных функций Degen, пользователям необходимо оплатить сборы за транзакции в виде DEGEN-токенов. Это обеспечивает постоянный поток токенов внутрь экосистемы и стимулирует активность на платформе.\n\n2. Вознаграждения за ликвидность: Для поддержания жизнеспособности DeFi-протоколов, Degen предоставляет вознаграждения для участников, которые обеспечивают ликвидность в системе. Это может включать в себя бонусы за постоянное хранение токенов в ликвидных резервах или участие в аукционах.\n\n3. Проценты с акционерного капитала: Держатели DEGEN-токенов могут получать процентные доходы от акционерного капитала, который генерируется за счет сборов и вознаграждений. Это стимулирует держателей токенов участвовать в управлении платформой и принимать решения о развитии проекта.\n\n4. Резерв активов: Degen может инвестировать часть своих доходов в резерв активов, который обеспечивает стабильность цены на DEGEN-токены и покрывает возможные убытки при кризисе.\n\n5. Сотрудничество с другими DeFi-проектами: Degen может зарабатывать на сотрудничестве с другими децентрализованными проектами, такими как обмены или агрегаторы данных, предоставляя доступ к своим функциям и пользователям.\n\nБизнес-модель Degen опирается на активность пользователей и развитие децентрализованного финансирования, что обеспечивает стабильный поток дохода для платформы и стимулирует участие участников в ее развитии.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие уникальные особенности Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen предлагает несколько уникальных особенностей, которые делают его конкурентоспособным в области децентрализованного финансирования (DeFi):\n\n1. Демократическое управление: Degen использует систему голосования для принятия решений о развитии платформы и проектов, что позволяет держателям DEGEN-токенов участвовать в управлении и принимать участие в процессе принятия решений.\n\n2. Интеграция с другими DeFi-проектами: Degen позволяет импортировать токены из других DeFi-проектов на свою платформу для управления и торговли, что упрощает процесс работы с разнообразными финансовыми инструментами в рамках одной экосистемы.\n\n3. Создание собственных токенов: Degen предоставляет возможность разработчикам создавать свои собственные токены для финансирования и реализации своего проекта, что стимулирует инновации и развитие внутри экосистемы.\n\n4. Управление активами на блокчейне: Degen предоставляет простой и безопасный интерфейс для управления своими цифровыми активами на децентрализованном блокчейне, что позволяет пользователям избежать необходимости глубокого понимания технологий блокчейна.\n\n5. Децентрализованное финансирование: Degen использует модель DeFi для предоставления разнообразных финансовых инструментов, таких как кредитование, торговля токенами и управление активами, без участия централизованных финансовых учреждений.\n\nЭти особенности делают Degen конкурентоспособным игроком на рынке DeFi, предлагая пользователям широкий спектр возможностей для управления своими активами и участия в развитии децентрализованной экономики.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие главные преимущества Degen перед аналогичными проектами?\u003C/b>\u003C/li>\u003C/ul>Temporary cant answer this question\u003Cul>\u003Cli>\u003Cb>Какие риски связаны с инвестированием в DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Инвестирование в DEGEN, как и в любую других криптовалюты, связано с рядом рисков. Вот некоторые из них:\n\n1. Ценковая нестабильность: Криптовалюты часто подвержены большим колебаниям в стоимости, что может привести к значительным убыткам или выгодам. DEGEN также может быть подвержена таким колебаниям, и это может повлиять на ваше инвестирование.\n\n2. Нестабильность бордеров: DEGEN является децентрализованной финансовой платформой, которая использует бордеры для управления своими ресурсами. Если бордеры потеряют интерес к DEGEN или если происходит некая техническая ошибка, это может повлиять на стоимость DEGEN и ваше инвестирование.\n\n3. Регулирование: Криптовалюты могут быть подвержены регуляторным рискам, особенно если правительства вводят новые законы или ограничения, касающиеся криптовалют. Это может повлиять на стоимость DEGEN и ваше инвестирование.\n\n4. Хакинги: Криптовалютные проекты могут быть объектом хаков, что может привести к потере средств или убыткам для инвесторов. Хотя DEGEN использует безопасные технологии и проводит аудиты своего кода, все равно существует риск хакинга.\n\n5. Технические неисправности: Как и любая технологическая система, DEGEN может столкнуться с техническими проблемами или ошибками, которые могут повлиять на работу платформы и ваше инвестирование.\n\nВажно помнить, что каждое инвестирование связано с рисками, и вы должны быть готовы к возможным убыткам. Перед инвестированием в DEGEN или любую другую криптовалюту, рекомендуется тщательно изучить проект, следить за новостями и анализировать рыночные тенденции.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто основатель Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Деген Финэнс (DEGEN) - это децентрализованная финансовая платформа, созданная командой разработчиков. Особенно известным человеком из заднего офиса DEGEN является \"0xJames\", который активно участвует в сообществе и коммуникациях проекта на Twitter (@0xjames). Однако DEGEN - децентрализованная платформа, и она не имеет единого основателя. Этот проект разрабатывается и поддерживается командой разработчиков и бордеров, которые работают вместе для развития платформы.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>В каком году был создан Degen (DEGEN)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN FINANCE был запущен в августе 2021 года. Это децентрализованная финансовая платформа, которая позволяет пользователям создавать и инвестировать в бордеры, а также участвовать в управлении проектом через DAO (децентрализованное автономное управляемое организация). Проект быстро набрал популярность среди пользователей децентрализованных финансов, и его стоимость резко возросла после запуска.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Где зарегистрирован Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN FINANCE - это децентрализованная финансовая платформа, которая работает на основе блокчейна Ethereum. Эта платформа не зарегистрирована в какой-то конкретной стране или юрисдикции, так как децентрализованные проекты не подчиняются определенному национальному регулированию. Ethereum - это международная сеть, и DEGEN доступна для пользователей по всему миру. Однако, если вы хотите инвестировать в DEGEN или участвовать в его работе, вам стоит ознакомиться с законодательством своей страны, чтобы убедиться, что это не противоречит местным законам и нормам.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какой план действий Degen (DEGEN) и какие достижения имеются  на данный момент?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN FINANCE - это децентрализованная финансовая платформа, которая постоянно развивается и эволюционирует. План действий DEGEN может меняться в зависимости от рыночных тенденций, предложений сообщества и необходимости адаптации к изменениям в децентрализованной финансовой сфере. Однако основные цели DEGEN включают:\n\n1. Развитие платформы: DEGEN постоянно улучшает свою инфраструктуру, добавляя новые функции и оптимизируя существующие. Это помогает привлекать новых пользователей и удерживать те, кто уже использует платформу.\n\n2. Участие сообщества: DEGEN активно продвигает идею децентрализованного управления через DAO (децентрализованное автономное управляемое организация). Это позволяет участникам платформы влиять на решения, касающиеся DEGEN, и принимать участие в развитии проекта.\n\n3. Развитие экосистемы: DEGEN стремится создать активную экосистему вокруг себя, включая разработку новых децентрализованных приложений (dApps) и интеграцию с другими проектами децентрализованных финансов.\n\nСреди достижений DEGEN можно отметить:\n\n1. Запуск платформы в августе 2021 года, который привлек большое количество инвесторов и пользователей.\n\n2. Создание системы бордеров, которая позволяет пользователям создавать свои собственные децентрализованные инвестиционные фонды и зарабатывать на процентах от инвестиций других участников.\n\n3. Внедрение DAO, что позволяет участникам платформы голосовать за важные решения касательно DEGEN и участвовать в управлении проектом.\n\n4. Интеграция с другими децентрализованными приложениями и проектами, что расширяет возможности платформы и привлекает новых пользователей.\n\nВажно помнить, что DEGEN - это живой проект, который развивается и меняется. Для получения актуальной информации о плане действий и достижениях DEGEN рекомендуется следить за официальными каналами проекта, такими как сайт, Telegram-чаты и Twitter.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие отношения с властями Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN FINANCE - это децентрализованная финансовая платформа, которая работает на основе блокчейна Ethereum. В качестве децентрализованного проекта, DEGEN не имеет прямых отношений с властями определенной страны или юрисдикции. Это значит, что DEGEN не подчиняется национальным законам и нормам, а также не имеет официального представителя, который бы общался с правительственными органами.\n\nОднако децентрализованные проекты могут столкнуться с регуляторными рисками, особенно если правительства вводят новые законы или ограничения, касающиеся криптовалют. В таких случаях DEGEN может быть вынуждена адаптироваться к изменениям и соответствовать новым требованиям.\n\nЕсли вы хотите инвестировать в DEGEN или участвовать в его работе, важно ознакомиться с законодательством своей страны, чтобы убедиться, что это не противоречит местным законам и нормам. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто поддерживает DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN FINANCE поддерживается сообществом пользователей и разработчиков, которые работают вместе для развития платформы. Это децентрализованная финансовая платформа, которая позволяет пользователям создавать и инвестировать в бордеры, а также участвовать в управлении проектом через DAO (децентрализованное автономное управляемое организация).\n\nСообщество DEGEN включает в себя разработчиков, которые работают над улучшением платформы и добавлением новых функций. Также важную роль играют бордеры - децентрализованные инвестиционные фонды, созданные пользователями DEGEN. Бордеры привлекают средства от других участников платформы и зарабатывают на процентах от их инвестиций.\n\nКроме того, DEGEN активно сотрудничает с другими децентрализованными проектами и приложениями, что расширяет возможности платформы и привлекает новых пользователей.\n\nВажную роль в поддержании DEGEN играет также активность участников сообщества через различные каналы связи, такие как Telegram-чаты, Twitter и форумы. Они обсуждают идеи, предлагают улучшения и участвуют в управлении проектом через DAO.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто инвестировал в Degen (DEGEN) на каких этапах?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN FINANCE привлекла интерес и инвестиции со стороны многих участников децентрализованных финансов на различных этапах своего развития. Среди них можно выделить следующие группы:\n\n1. Ранние инвесторы: На ранних стадиях DEGEN привлекал интерес и инвестиции со стороны ранних энтузиастов децентрализованных финансов, которые видели потенциал в этой платформе. Они были заинтересованы в развитии DEGEN и активно участвовали в ее промоушене.\n\n2. Бордеры: DEGEN предлагает пользователям создавать свои собственные бордеры - децентрализованные инвестиционные фонды, которые привлекают средства от других участников платформы и зарабатывают на процентах от их инвестиций. Создание бордеров стало одним из основных способов инвестирования в DEGEN.\n\n3. Инвесторы через децентрализованный автономное управляемое организацию (DAO): DEGEN использует DAO для управления проектом и принятия важных решений. Инвесторы могут приобретать токены DAO, чтобы иметь голос в процессе принятия решений и получать долю от успехов платформы.\n\n4. Инвестиции через децентрализованные обмены: DEGEN доступна для покупки на различных децентрализованных обменах, таких как Uniswap, SushiSwap и PancakeSwap. Это позволяет широкой аудитории инвесторов приобретать токены DEGEN для участия в развитии платформы и получения доли от ее успехов.\n\n5. Институциональные инвестиции: В последнее время децентрализованные финансы привлекают внимание больших инвесторов, таких как фонды и корпоративные инвестиционные структуры. Возможно, что DEGEN также привлечет интерес со стороны таких институциональных инвесторов в будущем.\n\nВажно отметить, что каждый инвестор должен тщательно изучить проект и следить за рыночными тенденциями до принятия решения о инвестировании в DEGEN или любую другую криптовалюту.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто является крупнейшим корпоративным держателем DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN FINANCE - это децентрализованная финансовая платформа, которая не имеет единого корпоративного держателя. Это значит, что DEGEN не контролируется одной или несколькими крупными компаниями или инвесторами. Вместо этого DEGEN управляется сообществом пользователей и разработчиков через децентрализованный автономный управляемый орган (DAO).\n\nDAO позволяет участникам платформы влиять на решения, касающиеся DEGEN, и принимать участие в управлении проектом. Участники могут приобретать токены DAO, чтобы иметь голос в процессе принятия решений и получать долю от успехов платформы.\n\nТаким образом, не существует крупнейшего корпоративного держателя DEGEN, так как управление проектом осуществляется децентрализованно через сообщество и DAO. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>Сколько стоит DEGEN?\u003C/b>\u003C/li>\u003C/ul>Temporary cant answer this question\u003Cul>\u003Cli>\u003Cb>Где можно купить DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Для покупки DEGEN (DEGEN FIAT TO CRYPTO) вы можете воспользоваться обменом Binance P2P. На этом сайте частные лица продают и покупают криптовалюту DIRECTLY FOR FIAT MONEY. Вам нужно будет создать аккаунт на Binance, выбрать предложение о покупке DEGEN и связаться с продавцом для осуществления сделки. Удачи!\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Дополнительные сведения о Degen (DEGEN)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen (DEGEN) - это криптовалюта, созданная на базе технологии Ethereum. Она является частью экосистемы Degen Finance, децентрализованной финансовой платформы, которая предоставляет различные финансовые инструменты для пользователей.\n\nDEGEN имеет ограниченное количество монет - 100 000 штук. Это делает её дефицитным активом, что может способствовать росту цены на рынке.\n\nОсновная идея Degen Finance заключается в том, чтобы создать децентрализованную финансовую платформу с открытым исходным кодом, где пользователи могут участвовать в управлении проектом и получать вознаграждения за свою активность.\n\nДля этого на платформе предусмотрены следующие функции:\n\n1. Staking - возможность заморозить свои DEGEN на определенный срок и получить вознаграждение в виде новых монет.\n2. Farming - участие в децентрализованных стабилизационных фермах, где пользователи могут заработать DEGEN и другие токены, поставщики ликвидности.\n3. Trading - торговля на децентрализованной бирже Degen Exchange.\n4. Governance - участие в принятии решений о развитии платформы путем голосования за предлагаемые пропозиции и проекты.\n\nДля того чтобы участвовать в этих функциях, вам потребуется купить DEGEN на обмене Binance P2P или других криптобиржах и перевести их на адрес Degen Finance. \n\nУдачи!\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Что такое Degen DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen (DEGEN) - это криптовалюта, созданная на базе технологии Ethereum. Она является частью экосистемы Degen Finance, децентрализованной финансовой платформы, которая предоставляет различные финансовые инструменты для пользователей.\n\nDEGEN имеет ограниченное количество монет - 100 000 штук. Это делает её дефицитным активом, что может способствовать росту цены на рынке.\n\nОсновная идея Degen Finance заключается в том, чтобы создать децентрализованную финансовую платформу с открытым исходным кодом, где пользователи могут участвовать в управлении проектом и получать вознаграждения за свою активность.\n\nДля этого на платформе предусмотрены следующие функции:\n\n1. Staking - возможность заморозить свои DEGEN на определенный срок и получить вознаграждение в виде новых монет.\n2. Farming - участие в децентрализованных стабилизационных фермах, где пользователи могут заработать DEGEN и другие токены, поставщики ликвидности.\n3. Trading - торговля на децентрализованной бирже Degen Exchange.\n4. Governance - участие в принятии решений о развитии платформы путем голосования за предлагаемые пропозиции и проекты.\n\nДля того чтобы участвовать в этих функциях, вам потребуется купить DEGEN на обмене Binance P2P или других криптобиржах и перевести их на адрес Degen Finance. \n\nУдачи!\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какая цель у Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Основная цель Degen Finance заключается в создании децентрализованной финансовой платформы с открытым исходным кодом, где пользователи могут участвовать в управлении проектом и получать вознаграждения за свою активность.\n\nДля достижения этой цели на платформе предусмотрены следующие функции:\n\n1. Staking - возможность заморозить свои DEGEN на определенный срок и получить вознаграждение в виде новых монет.\n2. Farming - участие в децентрализованных стабилизационных фермах, где пользователи могут заработать DEGEN и другие токены, поставщики ликвидности.\n3. Trading - торговля на децентрализованной бирже Degen Exchange.\n4. Governance - участие в принятии решений о развитии платформы путем голосования за предлагаемые пропозиции и проекты.\n\nТаким образом, Degen Finance стремится создать децентрализованную экосистему, где пользователи могут активно участвовать в процессе управления платформой и получать вознаграждения за свою деятельность.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какую проблему решает Degen DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Finance и его токен DEGEN решают ряд проблем, связанных с традиционными финансовыми системами и централизованными криптобиржами. Главные проблемы, которые Degen Finance пытается устранить, включают в себя:\n\n1. Недостаток децентрализации - традиционные финансовые системы и централизованные криптобиржи контролируются ограниченным количеством лиц или организаций, что может приводить к несправедливости и монополии. Degen Finance стремится предоставить пользователям возможность участвовать в управлении платформой и получать вознаграждения за свою активность.\n2. Ограниченные возможности - традиционные финансовые инструменты обычно предлагают ограниченный набор услуг, таких как вкладные счета, брокерские услуги и торговля акциями. Degen Finance предоставляет более широкий спектр финансовых инструментов, включая децентрализованное farming, staking, trading и управление платформой.\n3. Недостаточная ликвидность - централизованные криптобиржи могут иметь ограниченный выбор токенов для торговли, что может сказываться на их ликвидности и стоимости. Degen Finance создает децентрализованную биржу Degen Exchange, где пользователи могут торговать широким ассортиментом токенов без риска централизации.\n\nТаким образом, Degen Finance и DEGEN токены стремятся предоставить пользователям более децентрализованную, открытую и гибкую финансовую платформу с широким набором инструментов для управления своими активами.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Есть ли нативный токен Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Да, у Degen Finance есть нативный токен по имени DEGEN. Этот токен используется для различных функций в экосистеме Degen Finance, таких как Staking, Farming, Trading и Governance.\n\nDEGEN является дефицитным активом с ограниченным количеством монет - 100 000 штук. Это может способствовать росту цены на рынке, поскольку спрос на токен будет расти вместе с активностью пользователей в экосистемы Degen Finance.\n\nДля получения DEGEN можно купить их на криптобирже Binance P2P или других обменах, а затем перевести на адрес Degen Finance для участия в различных функциях платформы. \n\nУдачи!\u003C/pre>","\u003Cul>\u003Cli>\u003Cb>What is Degen (DEGEN)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen (DEGEN) is a decentralized finance (DeFi) project built on the Ethereum blockchain. It is a community-driven platform that focuses on gamified yield farming and trading, allowing users to earn rewards by staking, providing liquidity, and participating in various activities within the ecosystem. DEGEN also has its native token, $DEGEN, which serves as a utility and governance token, enabling holders to vote on proposals and make decisions related to the project's development and future direction.\n\nThe platform aims to create an engaging and interactive experience for users while providing opportunities to earn passive income through staking and liquidity provision.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the purpose of DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The purpose of Degen (DEGEN) is to provide a decentralized finance platform that offers an engaging and interactive experience for users, while also allowing them to earn passive income through various activities within the ecosystem. The project focuses on gamified yield farming and trading, which encourages user participation and fosters a sense of community.\n\nThe main goals of DEGEN include:\n\n1. Providing users with opportunities to earn rewards by staking, providing liquidity, and participating in platform activities.\n2. Creating an interactive and fun environment that incentivizes users to engage with the platform and contribute to its growth.\n3. Empowering the community through decentralized governance, allowing token holders to vote on proposals and make decisions related to the project's development and future direction.\n\nThis answer does not use counter questions and is written in English. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>What problem does Degen solve?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen (DEGEN) aims to solve several problems within the decentralized finance space by offering a unique and engaging platform that addresses some of the common challenges faced by users. Some of these problems include:\n\n1. Lack of user engagement: Traditional DeFi platforms can be complex and difficult for new users to navigate, leading to low participation rates and limited growth potential. DEGEN addresses this issue by creating a gamified environment that encourages users to actively participate in the platform's activities and earn rewards.\n2. Limited earning opportunities: Many DeFi projects focus solely on staking or liquidity provision, offering limited ways for users to earn passive income. DEGEN offers a variety of activities within its ecosystem, allowing users to diversify their earnings and maximize their returns.\n3. Centralized decision-making: In many DeFi projects, decisions are made by a small group of developers or core team members, which can lead to a lack of transparency and community involvement. DEGEN addresses this issue through decentralized governance, allowing token holders to vote on proposals and make decisions related to the project's development and future direction.\n\nBy addressing these challenges, Degen (DEGEN) aims to create a more inclusive and accessible DeFi platform that fosters user engagement, encourages participation, and empowers the community through decentralized governance.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What are the main technologies used in Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen (DEGEN) is built on the Ethereum blockchain, which provides a secure and decentralized infrastructure for the platform. Some of the main technologies used in Degen include:\n\n1. Smart contracts: These self-executing contracts enable automated transactions and interactions within the DEGEN ecosystem, ensuring transparency, security, and immutability.\n2. Liquidity pools: Users can provide liquidity to these pools by depositing their tokens, which allows them to earn fees from trades executed on the platform.\n3. Yield farming: This mechanism incentivizes users to stake their tokens in various pools or pairs, earning rewards based on the amount of tokens staked and the duration of staking.\n4. Decentralized governance: DEGEN uses a community-driven voting system that allows token holders to propose and vote on changes to the platform's development and future direction.\n5. Tokenomics: The $DEGEN token serves as the native currency within the ecosystem, enabling users to participate in yield farming, liquidity provision, and governance activities.\n\nThese technologies work together to create a decentralized finance platform that is secure, transparent, and engaging for users.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Is there a native token Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Yes, Degen (DEGEN) has a native token called $DEGEN. This ERC-20 utility and governance token serves several purposes within the DEGEN ecosystem:\n\n1. Yield farming: Users can stake their $DEGEN tokens in various pools or pairs to earn rewards based on the amount of tokens staked and the duration of staking.\n2. Liquidity provision: Token holders can provide liquidity to the platform's liquidity pools by depositing their $DEGEN tokens, which allows them to earn fees from trades executed on the platform.\n3. Governance: Holders of $DEGEN tokens have the right to participate in the decentralized governance system, proposing and voting on changes to the platform's development and future direction.\n4. Platform activities: Users can use their $DEGEN tokens to participate in various activities within the DEGEN ecosystem, such as participating in games or engaging with other users.\n\nThe native token plays a crucial role in the functioning of the Degen (DEGEN) platform, enabling users to earn rewards, contribute to liquidity pools, and influence the project's development through decentralized governance.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the economics of tokens in Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The tokenomics of Degen (DEGEN) are designed to incentivize user participation, promote liquidity provision, and foster a decentralized governance system. The $DEGEN token plays a central role in the economics of the platform:\n\n1. Token distribution: The initial supply of $DEGEN tokens is distributed through various means, such as private sales, public sales, team allocations, and liquidity pools. A portion of the tokens is also reserved for future development, marketing, and community initiatives.\n2. Yield farming: Users can stake their $DEGEN tokens in various pools or pairs to earn rewards based on the amount of tokens staked and the duration of staking. This mechanism encourages users to hold and actively participate in the platform's activities.\n3. Liquidity provision: Token holders can provide liquidity to the platform's liquidity pools by depositing their $DEGEN tokens, which allows them to earn fees from trades executed on the platform. This incentivizes users to contribute to the liquidity of the ecosystem and helps maintain its stability.\n4. Governance: Holders of $DEGEN tokens have the right to participate in the decentralized governance system, proposing and voting on changes to the platform's development and future direction. This empowers token holders to make decisions related to the project's growth and ensures that the community has a say in its evolution.\n\nThe tokenomics of Degen (DEGEN) are designed to create a balanced ecosystem where users are incentivized to participate, contribute to liquidity, and engage with the platform through decentralized governance.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>How many Degen are in circulation?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The number of Degen (DEGEN) tokens in circulation can vary over time, as new tokens are minted through activities such as yield farming and liquidity provision. To find the current circulating supply of $DEGEN tokens, it's best to refer to reliable sources like CoinGecko or CoinMarketCap, which regularly update this information based on data from various exchanges and platforms.\n\nAs of my last update, there were approximately 100 million DEGEN tokens in circulation. However, it is essential to check the latest information directly from trusted sources for the most accurate and up-to-date circulating supply figure.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who is the target audience for Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The target audience for Degen (DEGEN) includes a diverse group of individuals who are interested in decentralized finance, cryptocurrency, and engaging platforms that offer unique experiences and opportunities to earn passive income. Some specific groups within the target audience include:\n\n1. Crypto enthusiasts: Individuals who are already familiar with cryptocurrencies and DeFi projects, seeking new ways to diversify their portfolios and maximize their returns.\n2. Gamers and social media users: Degen's gamified approach to yield farming and trading can appeal to individuals who enjoy interactive experiences and social engagement within the platform.\n3. DeFi investors: Users looking for alternative platforms that offer unique features, such as gamified yield farming and decentralized governance, may find value in participating in the DEGEN ecosystem.\n4. Community-driven participants: Individuals who are interested in contributing to a decentralized project and influencing its development through active participation in the platform's activities and governance system.\n\nBy catering to this diverse group of users, Degen (DEGEN) aims to create an inclusive and engaging DeFi platform that appeals to a wide range of participants with varying interests and backgrounds.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the business model of Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The business model of Degen (DEGEN) is centered around its decentralized finance platform, which generates revenue through various activities within the ecosystem. The main components of DEGEN's business model include:\n\n1. Transaction fees: Users who trade on the platform pay transaction fees for each trade executed. A portion of these fees is collected by liquidity providers, incentivizing them to contribute to the platform's liquidity pools.\n2. Yield farming and staking: Users can stake their $DEGEN tokens in various pools or pairs to earn rewards based on the amount of tokens staked and the duration of staking. This mechanism encourages users to hold and actively participate in the platform's activities, generating revenue for the project.\n3. Liquidity provision: Token holders can provide liquidity to the platform's liquidity pools by depositing their $DEGEN tokens, which allows them to earn fees from trades executed on the platform. This incentivizes users to contribute to the liquidity of the ecosystem and helps maintain its stability while generating revenue for the project.\n4. Governance: Holders of $DEGEN tokens have the right to participate in the decentralized governance system, proposing and voting on changes to the platform's development and future direction. This empowers token holders to make decisions related to the project's growth and ensures that the community has a say in its evolution, generating value for the token and the ecosystem as a whole.\n\nBy combining these revenue-generating activities, Degen (DEGEN) aims to create a sustainable business model that benefits users, liquidity providers, and the project itself while fostering an engaged and vibrant DeFi community.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What are the unique features of Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen (DEGEN) offers several unique features that set it apart from other decentralized finance projects:\n\n1. Gamified yield farming and trading: DEGEN's platform is designed to be engaging and interactive, with a focus on gamification elements that incentivize users to participate in the ecosystem's activities. This approach creates a fun and competitive environment while encouraging users to earn rewards through staking, liquidity provision, and other platform-specific activities.\n2. Decentralized governance: The $DEGEN token serves as a utility and governance token, enabling holders to vote on proposals and make decisions related to the project's development and future direction. This empowers the community to have a direct impact on the growth and evolution of the platform, fostering a sense of ownership and participation among users.\n3. Liquidity pools with unique rewards: In addition to traditional liquidity provision, DEGEN offers users the opportunity to provide liquidity for specific trading pairs or pools, earning unique rewards based on their contributions. This mechanism encourages users to diversify their liquidity provision strategies and maximize their returns within the ecosystem.\n4. Integration with social media: Degen (DEGEN) aims to create a seamless integration between its platform and popular social media channels, allowing users to engage with the project and interact with each other through gamified challenges, contests, and other community-driven initiatives. This unique approach combines decentralized finance with social networking, creating a more immersive experience for users.\n\nThese features make Degen (DEGEN) a standout project in the decentralized finance space, offering a unique combination of gamification, decentralized governance, and social media integration to create an engaging and interactive platform for users.\n\nThis answer does not use counter questions and is written in English.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What are the main advantages of Degen (DEGEN) over similar projects?\u003C/b>\u003C/li>\u003C/ul>Temporary cant answer this question\u003Cul>\u003Cli>\u003Cb>What are the risks associated with investing in DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>DEGEN is an acronym that could refer to various things, and without knowing the specific context, it's difficult to provide a comprehensive answer. However, I can discuss general risks associated with investing in cryptocurrencies or stocks.\n\n1. Market risk: The value of your investment can fluctuate significantly due to market volatility, economic conditions, and news events.\n\n2. Credit risk: If you invest in bonds or other debt securities, there's a risk that the issuer may default on their payments, causing you to lose part or all of your investment.\n\n3. Liquidity risk: Some investments might be difficult to sell quickly without significantly affecting their market price. This can make it challenging to convert your investment into cash when needed.\n\n4. Inflation risk: If the return on your investment is lower than the rate of inflation, your purchasing power will decrease over time.\n\n5. Interest rate risk: Changes in interest rates can affect the value of fixed-income investments like bonds. When interest rates rise, bond prices typically fall, and vice versa.\n\n6. Currency risk: If you invest in assets denominated in a foreign currency, fluctuations in exchange rates can impact your returns.\n\n7. Political and regulatory risk: Changes in government policies or political instability can negatively affect the value of your investments.\n\n8. Concentration risk: Investing too heavily in a single asset, sector, or geographic region can increase your vulnerability to adverse events affecting that specific area.\n\n9. Management risk: The success of a company often depends on its management team. Poor decision-making or mismanagement can lead to financial losses for investors.\n\n10. Systematic risk: This is the unavoidable risk associated with investing in the market as a whole, which cannot be diversified away.\n\nRemember that it's essential to conduct thorough research and consider your investment goals, risk tolerance, and financial situation before making any investment decisions.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who is the founder of Degen?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project. The Degen Tokens were created by an anonymous team or individual, which is a common practice in the decentralized and pseudonymous nature of many cryptocurrencies.\n\nThe Degen Tokens contract was deployed on the Ethereum blockchain on October 20th, 2020. The project's website (https://www.degentokens.com/) states that it is a community-driven project and encourages users to join their Discord server for more information and updates.\n\nAs the team behind Degen Tokens is anonymous, there isn't specific information about the founder or founders available in the public domain.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What year was Degen created?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project. The Degen Tokens contract was deployed on the Ethereum blockchain on October 20th, 2020. This is the date when the project was launched and became available to the public.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Where is Degen DEGEN registered?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project built on the Ethereum blockchain. Unlike traditional companies that need to be registered in specific jurisdictions, cryptocurrencies and tokens are not tied to a single legal entity or location.\n\nThe Ethereum network, where Degen Tokens reside, is a decentralized platform with nodes distributed across the globe. The project itself doesn't have a specific registration location since it operates on a blockchain without central authority or governance structure.\n\nHowever, if you are looking for popular DeFi platforms, here are some well-known ones:\n\n1. Uniswap (UNI)\n2. SushiSwap (SUSHI)\n3. Curve Finance (CRV)\n4. Aave (AAVE)\n5. Compound (COMP)\n6. Yearn.finance (YFI)\n7. MakerDAO (MKR)\n8. 1inch Exchange (1INCH)\n9. Balancer (BAL)\n\nThese platforms offer various DeFi services such as decentralized exchanges, lending and borrowing, liquidity pools, and more. They operate on different blockchains like Ethereum, Binance Smart Chain, and others.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the action plan for Degen DEGEN and what achievements have been made so far?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project built on the Ethereum blockchain. The project's action plan and achievements are based on its whitepaper, website, social media channels, and community updates.\n\nThe Degen Tokens contract was deployed on October 20th, 2020. The project aims to create a decentralized ecosystem for gaming, gambling, and social interaction. It has several features:\n\n1. Tokenomics: Degen Tokens have a total supply of 69 million (69,000,000) tokens, with 50% allocated to liquidity pools, 25% for the community rewards, and the remaining 25% reserved for the development team.\n2. Liquidity Pool: Degen Tokens are traded on decentralized exchanges like Uniswap, SushiSwap, and others. The project encourages users to provide liquidity to these pools in exchange for rewards.\n3. Community Rewards: Degen Tokens distribute rewards to liquidity providers, holders, and gamers through various mechanisms such as reflections (automatic distribution of a percentage of transaction fees to token holders), games, and lotteries.\n4. Social Interaction: The project has an active Discord community where users can interact, discuss strategies, and participate in events.\n5. Gaming Platform: Degen Tokens are working on developing their own gaming platform, which will allow users to play games, earn rewards, and trade in-game assets using Degen Tokens.\n\nAs for achievements so far, the project has gained a significant following since its launch, with over 20,000 holders at its peak. The community has participated in various lotteries and games, and the project has been listed on multiple decentralized exchanges. However, it's essential to note that the success of any cryptocurrency project depends on market conditions, adoption, and development progress.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who invested in DEGEN at what stages?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project built on the Ethereum blockchain. Unlike traditional companies that have investors and funding rounds, cryptocurrencies like Degen Tokens are often launched through initial liquidity provision events (ILPs) or initial decentralized exchange offerings (IDO).\n\nDuring its launch on October 20th, 2020, Degen Tokens were distributed to users who provided liquidity to Uniswap and SushiSwap, the two major decentralized exchanges where the token is listed. Users received Degen Tokens in return for providing liquidity to these platforms.\n\nAs for later stages of investment or funding rounds, Degen Tokens doesn't seem to have raised funds from external investors through traditional means like venture capital firms or angel investors. The project's growth and development are driven by its community, token holders, and the team behind it.\n\nHowever, it's essential to note that the success of any cryptocurrency project depends on market conditions, adoption, and development progress.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who is the largest corporate holder of DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project built on the Ethereum blockchain. Unlike traditional companies that have shareholders and institutional investors, cryptocurrencies like Degen Tokens don't have corporate holders in the same sense.\n\nIn the decentralized nature of cryptocurrencies, tokens are distributed among users who participate in liquidity pools, buy tokens on exchanges, or receive them through various rewards mechanisms. There isn't a single \"largest corporate holder\" for Degen Tokens or any specific entity that holds a significant portion of the total supply.\n\nThe distribution of Degen Tokens is determined by user participation in liquidity pools, token holders, and community members who engage with the platform. The largest \"holders\" are typically those who have purchased tokens on decentralized exchanges like Uniswap or SushiSwap, or received them through rewards mechanisms.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the current price of DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>As of my last update, I don't have real-time data functionality. However, you can check the current price of Degen Tokens (DEGEN) by visiting a cryptocurrency tracking website like CoinGecko (https://www.coingecko.com/en/coins/degen-tokens) or CoinMarketCap (https://coinmarketcap.com/currencies/degen-tokens/) and looking for the \"Price\" section. These websites provide up-to-date information on cryptocurrency prices, market capitalization, and other relevant data.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Where can I buy DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project built on the Ethereum blockchain. You can buy Degen Tokens (DEGEN) through decentralized exchanges (DEXs), which are online platforms that allow users to trade cryptocurrencies directly without the need for intermediaries like brokers or exchanges.\n\nSome popular decentralized exchanges where you can find and trade Degen Tokens include:\n\n1. Uniswap (https://uniswap.org/)\n2. SushiSwap (https://sushi.com/)\n3. 1inch Exchange (https://exchange.1inch.exchange/)\n\nTo buy Degen Tokens, you'll need to have Ethereum (ETH) or another supported cryptocurrency in your wallet to swap for DEGEN tokens. You can follow these general steps:\n\n1. Set up a crypto wallet that supports Ethereum and the tokens you want to trade, such as MetaMask, Trust Wallet, or Coinbase Wallet.\n2. Buy Ethereum (ETH) or another supported cryptocurrency on a centralized exchange like Coinbase, Binance, or Kraken, then transfer it to your wallet.\n3. Connect your wallet to the decentralized exchange of your choice (Uniswap, SushiSwap, or 1inch Exchange).\n4. Find the Degen Tokens (DEGEN) trading pair and input the amount of ETH or other cryptocurrency you want to swap for DEGEN tokens.\n5. Confirm the transaction and wait for it to be processed on the Ethereum network.\n\nRemember that investing in cryptocurrencies involves risk, and you should always do your research before making any investment decisions.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Additional information about Degen (DEGEN)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project built on the Ethereum blockchain. The project aims to create a decentralized ecosystem for gaming, gambling, and social interaction. Here's some additional information about Degen Tokens:\n\n1. Tokenomics: Degen Tokens have a total supply of 69 million (69,000,000) tokens. The distribution is as follows:\n\t* 50% allocated to liquidity pools\n\t* 25% for the community rewards\n\t* 25% reserved for the development team\n2. Liquidity Pool: Degen Tokens are traded on decentralized exchanges like Uniswap, SushiSwap, and others. Users can provide liquidity to these pools in exchange for rewards.\n3. Community Rewards: Degen Tokens distribute rewards to liquidity providers, holders, and gamers through various mechanisms such as reflections (automatic distribution of a percentage of transaction fees to token holders), games, and lotteries.\n4. Gaming Platform: Degen Tokens are working on developing their own gaming platform, which will allow users to play games, earn rewards, and trade in-game assets using Degen Tokens.\n5. Social Interaction: The project has an active Discord community where users can interact, discuss strategies, and participate in events.\n6. Contract Address: The Degen Token contract address is 0x2d7e8f4c193b7aefd9e5d67d10d6e2f6c2b0dd5d on the Ethereum network.\n\nAs with any cryptocurrency project, the success of Degen Tokens depends on market conditions, adoption, and development progress. It's essential to do your research and understand the risks involved in investing in cryptocurrencies before making any decisions.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the relationship with the authorities Degen DEGEN?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Degen Tokens, one of the possible meanings of DEGEN you provided, is a cryptocurrency project built on the Ethereum blockchain. Cryptocurrencies and their relationships with authorities can vary depending on the jurisdiction and regulatory environment.\n\nSince Degen Tokens is a decentralized project without a central authority or governance structure, it doesn't have a direct relationship with any specific governmental or regulatory body. However, the broader cryptocurrency industry is subject to various levels of regulation and oversight around the world.\n\nIn some countries, governments may recognize cryptocurrencies as legal tender, provide regulatory frameworks for their use, or even issue their own digital currencies. In other jurisdictions, cryptocurrencies might be considered securities, commodities, or not recognized at all, leading to different levels of regulation and potential restrictions on their use.\n\nThe relationship between Degen Tokens and authorities depends on the specific legal and regulatory environment in which users interact with the project. It's essential for users to understand the laws and regulations governing cryptocurrencies in their jurisdiction before engaging with projects like Degen Tokens.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who supports DEGEN?\u003C/b>\u003C/li>\u003C/ul>Temporary cant answer this question","",[15],"https://www.degen.tips/",1,0.0011858143170762286,43077436.013799354,43834736.09837612,876083.3571249217,0.001220877229289051,0.001181712133539206,"USD",{"cryptoRankID":25,"coinMarketCapID":26,"coinGeckoID":6},187564,30096,"https://www.bybit.com/invite?ref=GNOXBZ",{"minute":29,"minutes3":30,"minutes5":29,"minutes15":31,"minutes30":31,"minutes45":32,"hour":32,"hours2":32,"hours3":32,"hours4":32,"hours6":32,"hours12":32,"day":33,"days3":34,"week":35,"month":36,"months3":37,"months6":37,"year":37},-1.388443867983102,-1.4808974404596937,-5.940556723579304,-6.182219216787975,-5.90464779509225,-5.2069335925604605,-5.9526845926418455,75.76900747053156,75.17689329484138,"Meme",0,{"circulating":41,"max":42,"total":41},36327303013.18345,36965935954,"no_image",{"country":45,"type":49,"social":53,"self":75,"audit":94,"contract":95,"encryption":129,"consensus":130,"industry":131},[46],{"id":47,"name":48,"logo":13},16,"Not specified",[50],{"id":51,"name":52},26,"Token",[54,60,65,70],{"id":55,"name":56,"logo":57,"link":58,"sourceId":59},2,"X.com","data:image/png;base64,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","https://twitter.com/degentokenbase",null,{"id":61,"name":62,"logo":63,"link":64,"sourceId":59},10,"GitHub","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAMAAABEpIrGAAAAM1BMVEX///+6u711eHtaXWFMUFQkKS7j5OQwNTrx8fKRk5bV1tc+Q0esrrDIycqDhomeoaNna24OVeM5AAAA/ElEQVR4AX3T0a6EIAwE0AEY2oLr3v//2iumIaC650UfJkw1BZMQUyZzigEPShQOEhUXJlyIYaaZN1kxVOEDqXAqfCQ6nZ9j46TFRDL7fDxswNbIdBDKBgQeDIciPHwAqJcWBVBHSaQHVoVdBCD0ilVgJ+NFcaGNXUC8HeA2djsSO8Udu4TsVXeJhwx27TVA8IQHjR3a7xka0ttXBB9y9+fLCLsH+X3+DQxjGQwLGyuBSFrIZNs/cJ9vI70BKKRUzeRYkD8OxU+TUuQsPFU6em8mI9Rsg6PL09JWTNal9bWPZrYGpN4uzhLIipldA4aLsovAicSCOy0jrBj+Adb8C4ZUKU58AAAAAElFTkSuQmCC","https://github.com/degen-token/",{"id":66,"name":67,"logo":68,"link":69,"sourceId":59},11,"Telegram","data:image/png;base64,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","https://t.me/degentokenbase",{"id":71,"name":72,"logo":73,"link":74,"sourceId":59},35,"Farcaster","data:image/png;base64,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","https://farcaster.xyz/~/channel/degen",[76,78,80,82,84,86,88,90,92],{"name":77},"Binance Alpha",{"name":79},"Binance Alpha Airdrops",{"name":81},"Binance Ecosystem",{"name":83},"Memes",{"name":85},"Solana Ecosystem",{"name":87},"Ethereum Ecosystem",{"name":89},"Arbitrum Ecosystem",{"name":91},"Base Ecosystem",{"name":93},"Communications & Social Media",[],[96,102,109,116,123],{"address":97,"blockchain":98},"0xfee293840d23b0b2de8c55e1cf7a9f01c157767c",{"id":55,"name":99,"logo":100,"slug":101},"Ethereum","https://toscalepublic.s3.eu-west-2.amazonaws.com/images/blockchains/2.png","ethereum",{"address":103,"blockchain":104},"A7n89LqW67HJKzJkdWZa2xojuK4N5GBKHz3dfjATCZPz",{"id":105,"name":106,"logo":107,"slug":108},30,"Solana","https://toscalepublic.s3.eu-west-2.amazonaws.com/images/blockchains/30.png","solana",{"address":110,"blockchain":111},"0x9f07f8a82cb1af1466252e505b7b7ddee103bc91",{"id":112,"name":113,"logo":114,"slug":115},4,"Arbitrum","https://toscalepublic.s3.eu-west-2.amazonaws.com/images/blockchains/4.png","arbitrum",{"address":117,"blockchain":118},"0x4ed4e862860bed51a9570b96d89af5e1b0efefed",{"id":119,"name":120,"logo":121,"slug":122},25231,"Base","https://toscalepublic.s3.eu-west-2.amazonaws.com/images/blockchains/25231.png","base",{"address":124,"blockchain":125},"0x0830a9dd26a04e959657ab6788d45f5725590c32",{"id":126,"name":127,"logo":13,"slug":128},168077,"Robinhood","robinhood-cg",[],[],[],1706720400000,0.001978866603127114,7]