[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"currency-superform-USD-fiat":3},{"id":4,"symbol":5,"slug":6,"name":7,"alternateIds":8,"hasDescription":28,"description":29,"whitepaper":32,"websites":33,"watchlist":35,"price":36,"marketcap":37,"fdv":38,"volume24h":39,"high24h":40,"low24h":41,"showIn":42,"externalIds":43,"buyLink":46,"percentChange":47,"category":57,"rank":58,"supply":59,"logo":57,"tags":62,"createdAt":142,"isActive":28,"dominance":143,"pricePrecision":144},2885326,"UP","superform","Superform",[9,12,14,16,18,20,22,24,26],{"exchange":10,"altName":5,"excludeFromAggregates":11},"gate",false,{"exchange":13,"altName":5,"excludeFromAggregates":11},"kucoin",{"exchange":15,"altName":5,"excludeFromAggregates":11},"mexc",{"exchange":17,"altName":5,"excludeFromAggregates":11},"htx",{"exchange":19,"altName":5,"excludeFromAggregates":11},"bitmart",{"exchange":21,"altName":5,"excludeFromAggregates":11},"kraken",{"exchange":23,"altName":5,"excludeFromAggregates":11},"lbank",{"exchange":25,"altName":5,"excludeFromAggregates":11},"xt",{"exchange":27,"altName":5,"excludeFromAggregates":11},"coinbase",true,{"ru":30,"en":31},"\u003Cul>\u003Cli>\u003Cb>Какие основные технологии используемые в Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform (UP) - это методология разработки программного обеспечения, которая не предусматривает конкретных технологий. Однако она предлагает использовать моделирование на различных уровнях абстракции для представления различных аспектов системы, которые будут разрабатывать. Эти модели помогают руководителям проекта и командам понимать требования, дизайн и реализацию системы.\n\nSuperform (UP) состоит из нескольких этапов:\n\n1. Предпроектная фаза - определение целей проекта, ограничений и формирование команды.\n2. Фаза планирования проекта - создание детального плана проекта, включая сроки, ресурсы и стратегии управления рисками.\n3. Фаза работы с требованиями - анализ, документирование и проверка требований к системе с участием всех заинтересованных сторон.\n4. Фаза дизайна системы - разработка архитектуры системы, учитывая определенные требования и ограничения.\n5. Фаза реализации - реализация системы с использованием выбранного языка программирования и инструментов разработки.\n6. Этап интеграции и тестирования - интеграция компонентов системы и проверка их работоспособности.\n7. Фаза ввода в эксплуатацию и поддержания - после введения системы в эксплуатацию ее поддерживают и обновляют, если появляются новые требования или возникают проблемы.\n\nТехнологии, используемые в разработке программного обеспечения, могут быть разными, в зависимости от выбора команды разработчиков и требований к проекту. Superform (UP) предлагает структуру для процесса разработки, но не определяет конкретные технологии или инструменты для использования. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какова экономика токенов в Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform (UP) - это методология разработки программного обеспечения, которая не связана с экономикой токенов. Эта методология ориентирована на структурирование и организацию процесса разработки программного обеспечения, а также на использование моделей на различных уровнях абстракции для представления различных аспектов системы.\n\nЕсли вы имеете в виду экономику токенов в контексте криптовалюты или блокчейна, Superform (UP) не имеет прямого отношения к таким вопросам. Эти аспекты обычно связаны с технологиями и механизмами, которые регулируют выпуск, обращение и обмен цифровыми валютами или токенами внутри блокчейнов.\n\nЕсли вы хотите узнать больше о том, как экономика токенов может влиять на разработку программного обеспечения для криптовалютных проектов, вам стоит изучить специфические технологии и механизмы, используемые в данной сфере. В таком случае, рекомендуется изучать концепции, связанные с блокчейном, криптовалютами и токенами, а также ознакомиться с методологиями разработки, специализирующимися на разработке для данной области.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Сколько токенов UP находится сейчас в обращении?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я хотела бы отметить, что Superform (UP) - это методология разработки программного обеспечения и не имеет никакого отношения к экономике токенов или криптовалютам. Методология UP сосредоточена на структурировании процесса разработки, использовании моделей на различных уровнях абстракции и обеспечении эффективного взаимодействия между разработчиками и заинтересованными сторонами.\n\nЕсли вы имеете в виду экономику токенов в контексте криптовалюты или блокчейна, количество токенов в обращении зависит от конкретного проекта и типа токена. Для получения информации о количестве токенов в обращении необходимо изучить специфические детали проекта, который использует токены, а также следить за его экономическими показателями и новостями. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто является целевой аудиторией для Superform (UP)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Целевой аудиторией для Superform (UP) являются организации и профессионалы, которые занимаются разработкой программного обеспечения. Superform (UP) - это методология разработки программного обеспечения, которая предлагает структуру и процесс для разработки проектов.\n\nОрганизации, которые могут использовать Superform (UP), включают предприятия различных отраслей, такие как телекоммуникации, банковский сектор и публичный сектор. Эти организации могут выбрать Superform (UP) в качестве методологии для своей разработки программного обеспечения из-за его способности помочь структурировать процесс разработки, улучшить коммуникацию между командами и заинтересованными сторонами, а также повысить качество конечного продукта.\n\nЦелевой аудиторией для Superform (UP) являются:\n\n1. Разработчики программного обеспечения - они могут использовать методологию для организации процесса разработки и создания качественного продукта.\n2. Проектные менеджеры - они могут воспользоваться методологией для планирования, контроля и управления проектом.\n3. Архитекторы программного обеспечения - они могут использовать Superform (UP) для разработки архитектуры системы и интеграции компонентов.\n4. Команды тестирования - они могут воспользоваться методологией для планирования, проведения и анализа тестов на различных этапах разработки.\n5. Заинтересованные стороны, такие как клиенты и пользователи - они могут использовать Superform (UP) для определения требований к системе и проверки соответствия результатам разработки.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какова бизнес-модель Superform (UP)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform (UP) - это методология разработки программного обеспечения, которая не имеет собственной бизнес-модели. Эта методология предлагает структуру и процесс для разработки проектов, но не предусматривает прямых коммерческих операций или потоков дохода.\n\nБизнес-модель для Superform (UP) зависит от организации или профессионала, который использует методологию в своей работе. Организации могут использовать Superform (UP) для улучшения процесса разработки программного обеспечения и повышения качества конечного продукта. Это может привести к увеличению эффективности работы, снижению затрат на исправление ошибок и улучшению отношений с клиентами.\n\nБизнес-модель для организации, использующей Superform (UP), может включать в себя следующие аспекты:\n\n1. Продажа программного обеспечения или услуг разработки на основе методологии Superform (UP).\n2. Предоставление консультационных услуг по внедрению и использованию методологии Superform (UP) другим организациям.\n3. Обучение сотрудников и клиентов по применению методологии Superform (UP).\n4. Разработка дополнительных инструментов или технологий, которые могут улучшить процесс разработки на основе методологии Superform (UP).\n\nВажным аспектом бизнес-модели для организации, использующей Superform (UP), является позиционирование преимуществ методологии перед клиентами и демонстрация результатов работы на основе данной методологии. Это может привести к увеличению доверия клиентов, росту репутации компании и повышению спроса на ее услуги.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие уникальные особенности Superform?\u003C/b>\u003C/li>\u003C/ul>Temporary cant answer this question\u003Cul>\u003Cli>\u003Cb>Какие главные преимущества Superform перед аналогичными проектами?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform - это о проекте я не знаю. Пожалуйста, предоставьте больше информации о конкретном проекте или теме, чтобы я мог вам помочь. Если вы хотите узнать об общепринятых преимуществах одного типа продукта или технологии по сравнению с аналогами, я буду рад помочь, если вы дадите мне подробности.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие риски связаны с инвестированием в UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>UP, также, является неизвестным мне проектом. Если вы имеете в виду инвестирование в криптовалюту или компанию с названием Up, пожалуйста, предоставьте больше информации о конкретном объекте инвестиций, чтобы я мог вам подробнее рассказать об их рисках и преимуществах.\n\nВажно понимать, что любое инвестирование связано с рисками. Инвесторы должны тщательно изучить объект инвестиций, анализировать рынок и оценивать возможные риски перед вложением денежных средств. В случае с криптовалютой, некоторые из общих рисков включают высокую степень ценной volatile, отсутствие гарантий и законодательства, а также риски связанные с хранением и безопасностью вашего ключа.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто основатель Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform, я с удовольствием найду информацию о его основателе. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>В каком году был создан Superform (UP)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform, я с удовольствием найду информацию о дате его создания. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Где зарегистрирован Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform, я с удовольствием найду информацию о его регистрации. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какой план действий Superform (UP) и какие достижения имеются  на данный момент?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform, я с удовольствием найду информацию о его плане действий и достижениях на данный момент. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие отношения с властями Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform, я с удовольствием найду информацию о его отношениях с властями. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто поддерживает UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте UP. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Up, я с удовольствием найду информацию о его поддержке. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто инвестировал в Superform (UP) на каких этапах?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Up, я с удовольствием найду информацию о его источниках финансирования и стадиях инвестиций. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто является крупнейшим корпоративным держателем UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте UP. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Up, я с удовольствием найду информацию о крупнейших корпоративных держателях его акций. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Сколько стоит UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте UP. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Up, я с удовольствием найду информацию о его рыночной стоимости. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Где можно купить UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте UP. Если вы имеете в виду криптовалюту под названием \"Up\", ее можно купить на различных криптобиржах после прохождения процесса регистрации и покупки криптовалюты Bitcoin (BTC) или Эфира (ETH), затем обменять их на Up. \n\nЕсли вы имеете в виду акции компании с названием Up, то стоит обратиться к специалистам по инвестициям и изучить возможности по приобретению акций данной компании на фондовых биржах или других платформах. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Дополнительные сведения о Superform (UP)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Up, я с удовольствием найду и предоставлю вам дополнительные сведения об этом проекте. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Что такое Superform UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Информация о конкретном проекте Superform UP мне неизвестна, так как я не могу ответить на ваш вопрос. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform Up, я с удовольствием найду и расскажу об этом проекте. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какая цель у Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform, я с удовольствием найду информацию о его цели и задачах. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какую проблему решает Superform UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Информация о конкретном проекте Superform UP мне неизвестна, так как я не могу ответить на ваш вопрос. Если вы можете предоставить дополнительную информацию о конкретном проекте или компании с названием Superform Up, я с удовольствием найду и расскажу о проблеме, которую решает этот проект. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Есть ли нативный токен Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Я не могу ответить на ваш вопрос, так как я не знаю о каком именно проекте Superform. Если вы имеете в виду криптовалюту под названием \"Up\", то да, есть нативный токен Up. \n\nЕсли вы имеете в виду другой проект с названием Superform, то стоит предоставить дополнительную информацию о конкретном проекте, чтобы я мог вам подробнее ответить. \n\n\u003C/pre>","\u003Cul>\u003Cli>\u003Cb>What is Superform (UP)?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform (UP) refers to Superform Ultra Precision, a technology developed by the German company Trumpf. Superform Ultra Precision is a process that uses a combination of hydroforming and cold forming techniques to create high-quality, complex metal parts with exceptional accuracy and surface finish. This method allows for the production of lightweight, strong, and aesthetically pleasing components, which are commonly used in automotive, aerospace, and other industries where precision and performance are critical. The Superform process offers several advantages over traditional manufacturing methods, including reduced material usage, shorter production times, and lower costs.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the purpose of UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The purpose of Superform Ultra Precision (UP) is to create high-quality, complex metal parts with exceptional accuracy and surface finish. This advanced manufacturing process offers several benefits compared to traditional methods, such as reduced material usage, shorter production times, and lower costs. By utilizing hydroforming and cold forming techniques, Superform UP allows for the production of lightweight, strong, and aesthetically pleasing components that are ideal for use in industries where precision and performance are critical, including automotive, aerospace, and others.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What problem does Superform solve?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform Ultra Precision (UP) solves several problems associated with traditional manufacturing methods. Firstly, it allows for the production of complex metal parts with exceptional accuracy and surface finish, which can be difficult to achieve using conventional techniques. This results in components that are not only visually appealing but also have improved performance characteristics. Secondly, Superform UP reduces material usage, leading to cost savings and a more environmentally friendly manufacturing process. Additionally, this method shortens production times, making it a more efficient and competitive option for industries where quick turnaround is essential. In summary, Superform UP addresses challenges related to accuracy, material efficiency, and production time in the manufacturing of complex metal parts.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What are the main technologies used in Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The main technologies used in Superform Ultra Precision (UP) are hydroforming and cold forming. Hydroforming involves the use of high-pressure fluid to shape a metal part, while cold forming is a process that shapes metal at room temperature without melting it. By combining these two techniques, Superform UP creates lightweight, strong, and aesthetically pleasing components with exceptional accuracy and surface finish. These advanced manufacturing processes enable the production of complex parts more efficiently and cost-effectively than traditional methods, making them ideal for industries where precision and performance are critical.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Is there a native token Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>I could not find any information about a native token called \"Superform.\" It is possible that you may be referring to the Superform Ultra Precision technology developed by Trumpf, which is an advanced manufacturing process for creating complex metal parts. This technology does not involve a cryptocurrency or native token. If you are looking for information on a different topic, please provide more details so I can assist you better.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the economics of tokens in Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>As I mentioned earlier, there is no native token called \"Superform\" that I could find information on. If you are referring to the Superform Ultra Precision technology developed by Trumpf, this is an advanced manufacturing process for creating complex metal parts and does not involve a cryptocurrency or native token. Therefore, discussing the economics of tokens in Superform would not be applicable in this context. Please provide more details about the specific topic you are interested in, so I can assist you better.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>How many Superform are in circulation?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>As there is no native token called \"Superform\" that I could find information on, it is impossible to provide the number of Superform tokens in circulation. If you are referring to the Superform Ultra Precision technology developed by Trumpf, this is an advanced manufacturing process for creating complex metal parts and does not involve a cryptocurrency or native token. Please provide more details about the specific topic you are interested in, so I can assist you better.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who is the target audience for Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>The target audience for Superform Ultra Precision (UP) technology includes industries where precision and performance are critical, such as automotive, aerospace, and other sectors that require high-quality, complex metal parts. By offering benefits like reduced material usage, shorter production times, and lower costs, Superform UP is particularly attractive to companies looking for more efficient and cost-effective manufacturing solutions. Additionally, this technology can benefit designers and engineers who need to create intricate components with exceptional accuracy and surface finish. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>What is the business model of Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>As Superform Ultra Precision (UP) is a manufacturing technology developed by Trumpf, their business model revolves around offering this advanced process to customers in various industries. Trumpf generates revenue through the sale of Superform-related equipment, such as presses and tooling, as well as providing related services like consulting, training, and after-sales support. The company also benefits from the increased demand for high-quality, complex metal parts produced using Superform UP technology, which can lead to higher sales of their products in industries where precision and performance are critical. In summary, Trumpf's business model is based on selling equipment, services, and expertise related to the Superform Ultra Precision process.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What are the unique features of Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform Ultra Precision (UP) offers several unique features that set it apart from traditional manufacturing methods. These include:\n\n1. Exceptional accuracy and surface finish: Superform UP allows for the creation of complex metal parts with high precision, resulting in components with improved performance characteristics.\n2. Reduced material usage: By utilizing hydroforming and cold forming techniques, Superform UP minimizes waste and leads to cost savings and a more environmentally friendly manufacturing process.\n3. Shorter production times: The advanced manufacturing processes used in Superform UP result in quicker turnaround times compared to traditional methods, making it a more efficient option for industries where speed is essential.\n4. Lightweight components: Superform UP enables the production of lightweight parts without sacrificing strength or durability, which can lead to improved performance and fuel efficiency in various applications.\n5. Aesthetically pleasing designs: The combination of hydroforming and cold forming techniques allows for the creation of complex shapes with smooth surfaces, resulting in visually appealing components that are difficult to achieve using conventional methods.\n\nThese unique features make Superform UP an attractive option for industries where precision, performance, and efficiency are critical.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What are the main advantages of Superform (UP) over similar projects?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform Ultra Precision (UP) offers several advantages over similar manufacturing projects, including:\n\n1. Exceptional accuracy and surface finish: Superform UP allows for the creation of complex metal parts with high precision, resulting in components with improved performance characteristics compared to traditional methods.\n2. Reduced material usage: By utilizing hydroforming and cold forming techniques, Superform UP minimizes waste and leads to cost savings and a more environmentally friendly manufacturing process.\n3. Shorter production times: The advanced manufacturing processes used in Superform UP result in quicker turnaround times compared to traditional methods, making it a more efficient option for industries where speed is essential.\n4. Lightweight components: Superform UP enables the production of lightweight parts without sacrificing strength or durability, which can lead to improved performance and fuel efficiency in various applications.\n5. Aesthetically pleasing designs: The combination of hydroforming and cold forming techniques allows for the creation of complex shapes with smooth surfaces, resulting in visually appealing components that are difficult to achieve using conventional methods.\n\nThese advantages make Superform UP a competitive choice for industries where precision, performance, and efficiency are critical, setting it apart from similar projects.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What are the risks associated with investing in UP?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>As Superform Ultra Precision (UP) is a manufacturing technology developed by Trumpf, it does not represent an investment opportunity in the traditional sense. However, if you are considering investing in a company that offers equipment or services related to Superform UP, such as Trumpf itself, there are several risks associated with such investments:\n\n1. Market risk: The performance of a company's stock is influenced by market conditions, including economic trends and investor sentiment. If the overall market experiences a downturn, the value of your investment may decrease.\n2. Industry risk: Investing in a specific industry can expose you to risks related to that sector. For example, if the automotive or aerospace industries experience a decline, demand for Superform UP technology could decrease, affecting the performance of companies involved in this field.\n3. Company-specific risk: Each company has its own set of challenges and uncertainties, such as management decisions, competition, and regulatory issues. Investing in a specific company carries the risk that it may not perform well or face difficulties that negatively impact your investment.\n4. Technological risk: The success of Superform UP technology depends on continued innovation and advancements in manufacturing processes. If competitors develop similar technologies that outperform Superform UP, the value of your investment could be affected.\n5. Economic risk: Global economic conditions can impact the demand for products and services related to Superform UP. For example, a recession or trade disputes could lead to reduced demand for high-precision components, affecting the performance of companies in this sector.\n\nBefore investing in any company, it is essential to thoroughly research the risks associated with your investment and consider your risk tolerance and financial goals.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who is the founder of Superform?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform Ultra Precision (UP) is a manufacturing technology developed by Trumpf, a German company founded in 1923. The company was established by Dr.-Ing. Hans Reichert and his brother-in-law, Dr. Erwin Schneider. They started the business by producing machine tools for metalworking, which eventually led to the development of advanced manufacturing technologies like Superform UP. Trumpf has since grown into a global leader in machine tools, lasers, and electronics for industrial applications, but it does not have an individual founder specifically for the Superform technology. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>What year was Superform created?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform Ultra Precision (UP) is a manufacturing technology developed by Trumpf, a German company. Trumpf was founded in 1923 by Dr.-Ing. Hans Reichert and his brother-in-law, Dr. Erwin Schneider. The Superform UP process was likely developed and refined over time as part of Trumpf's ongoing research and development efforts. However, without specific information on when the technology was first introduced, it is difficult to determine an exact year for the creation of Superform UP.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Where is Superform UP registered?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Superform Ultra Precision (UP) is a manufacturing technology developed by Trumpf, a German company. Trumpf is registered and headquartered in Ditzingen, Baden-Württemberg, Germany. The specific registration details for the Superform UP technology would likely be under Trumpf's intellectual property portfolio, which includes patents, trademarks, and other legal protections. To find more information about the registration of Superform UP, it would be best to refer to Trumpf's official website or contact their customer service 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