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What’s Cloud Computing? Varieties, Examples And Benefits
Based on the service model, cloud could be categorized into IaaS (Infrastructure-as-a-Service), PaaS (Platform-as-a-Service), and SaaS (Software-as-a-Service). It entails encryption, upkeep of information ai trust confidentiality guarding from unauthorized,...
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Five elements to perfect your customer retention strategy
ContentFive elements to perfect your customer retention strategyEstablish loyalty with a one-of-a-kind product.Keep your products and services top of mindWhich Tool is the Best for Customer Retention Software? It’s about keeping your existing customers engaged and...
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24option Рейтинг Форекс брокеров и бинарных опционов
Заметил так же, что этого брокера активно пробивают в Яндексе. На самом деле про каждого из этих брокеров, можно найти как и кучу положительных, так и отрицательных отзывов - хотя, какие-то из них, точно являются лютой скаминой. На официальном портале БК отсутствует...
Тройное дно фигура разворота Берг
Уровень поддержки является значимым показателем, так как зачастую восходящее движение начинается именно от этого уровня. Чтобы определить, что тройное дно или тройная вершина сформировались, необходимо наблюдать за ценовым тройное дно трейдинг движением на графике....
Галерия снимки
Нашата галерия със снимки от събития!
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ПГКПИ и ППМГ заедно за Европа!
На 14.12 и 15.12.2023 г., младшите посланици на ПГКПИ бяха домакини на съвместно организирано развлекателно-образователно събитие с ППМГ „Академик Никола Обрешков“ гр. Бургас. Това се случва година след последното гостуване на екипа в ППМГ и поетото обещание от...
10 Knowledge Analytics Tools For Everybody Newbie To Advanced Degree
They can even inform us, for instance, whether wage rises have a minimal impact on some populations (which can save the group lots of money). In addition, Power BI can be integrated with other Microsoft merchandise, similar to Excel and SharePoint, and different tools...
Robo challenge 2022
Второто издание на атрактивното състезание ROBO CHALLENGE BURGAS` 2022 ще се проведе на 9 юни в Морско казино от 15.00 часа. Футуристичната надпревара ще протече в четири кръга – мини сумо, следене на линия, състезание с Лего роботи, демонстрация на роботи. В нея ще...
Програмистите също така са и доброволци
От 11 до 15 май се проведе Европейско първенство по Ушу и Кунг Фу в зала „Младост“ – гр. Бургас. В състезанието участваха 500 състезатели от 13 държави. Това беше изключително важен форум, защото за първи път от 2019 година се провежда голямо състезание в света,...