30 Dec
Forex Trading

Webmail: dost_p do e-maili OVH na stronie ovhcloud com

ovh mail logowanie

Dzięki temu, przestrzeń dyskowa, na której przechowywane są Twoje wiadomości jest optymalnie zabezpieczona i wydajna. W tym celu wystarczy udać się do Twojego Panelu klienta OVHcloud, a następnie wybrać zakładkę „E-mail Pro” i dodać domenę, której chcemy użyć. Dzięki naszej darmowej usłudze OVHcloud Mail Migrator możesz automatycznie migrować zawartość Twoich aktualnych kont e-mail do Twojego nowego konta poczty elektronicznej. Zarządzaj pocztą elektroniczną w bezpieczny sposób dzięki naszym rozwiązaniom antywirusowym i antyspamowym domyślnie zintegrowanym z Twoimi kontami e-mail.

Wsparcie klienta i dokumentacja

ovh mail logowanie

W tym celu należy posiadać aktywną domenę i wykupić usługę profesjonalnej poczty elektronicznej. W ten sposób możesz używać adresu e-mail, który kończy się wybraną This Is Why Tesla (NASDAQ:TSLA) Stock Is Rising przez ciebie nazwą domeny. Używanie adresu e-mail zawierającego nazwę domeny Twojej firmy jest dla klienta dowodem na profesjonalizm Twojej działalności.

Private Exchange

W ofercie E-mail Pro możesz konsultować Twoje wiadomości e-mail za pomocą smartfona lub tabletu. Niemniej jednak nie daje ona dostępu do innych usług poczty elektronicznej, takich jak kalendarz, zadania i kontakty. Aby korzystać z bardziej zaawansowanych funkcji mobilnych, możesz wybrać ofertę Hosted Exchange lub Private Exchange. Istnieje kilka usług umożliwiających korzystanie z systemu poczty elektronicznej powiązanego z Twoją domeną.

Wyróżnij się dzięki business email

Pozwala to również na korzystanie z usług skierowanych na potrzeby firmowe, gwarantujących zwiększone bezpieczeństwo podczas wymiany informacji i przy przechowywaniu danych w poszanowaniu prywatności. W momencie uruchomienia usługi poczty elektronicznej należy zazwyczaj BNP Paribas EM Rate i FX Trader odjeżdża do Morgan Stanley w podobnej roli utworzyć kilka adresów e-mail. Należy przewidzieć wszystkie przypadki, aby każdy adres był unikalny, a jego zastosowanie dokładnie określone. Twoje konta e-mail oraz powiązane z nimi dane są hostowane na naszych serwerach w Europie, w naszych własnych centrach danych.

E-mail Pro, profesjonalna poczta elektroniczna dla Twojej działalności

  1. W ofercie E-mail Pro możesz konsultować Twoje wiadomości e-mail za pomocą smartfona lub tabletu.
  2. W ten sposób możesz używać adresu e-mail, który kończy się wybraną przez ciebie nazwą domeny.
  3. W momencie uruchomienia usługi poczty elektronicznej należy zazwyczaj utworzyć kilka adresów e-mail.
  4. Zarządzaj pocztą elektroniczną w bezpieczny sposób dzięki naszym rozwiązaniom antywirusowym i antyspamowym domyślnie zintegrowanym z Twoimi kontami e-mail.
  5. Niemniej jednak nie daje ona dostępu do innych usług poczty elektronicznej, takich jak kalendarz, zadania i kontakty.

Adres e-mail jest dla obecnych i potencjalnych klientów znakiem profesjonalizmu Twojej firmy. Tworzenie i korzystanie z profesjonalnej skrzynki e-mailowej jest bardzo proste. Utwórz unikalny Zawieszone operacje za pośrednictwem banku ziwi adres e-mail przypisany do Twojej domeny i zaprezentuj się w profesjonalny sposób. Podczas instalacji i konfiguracji Twoich kont e-mail otrzymasz zestaw przewodników oraz wsparcie online.

30 Dec
Форекс Обучение

ТОП 10 Критичных ошибок начинающего трейдера

ошибки трейдера

Трейдеры могут входить в рынок слишком поздно, после того, как цена уже значительно выросла, опасаясь упустить потенциальную прибыль. Однако такие запоздалые входы часто приводят к покупкам на пике цены и последующим убыткам. Важно научиться контролировать страх и принимать решения на основе объективного анализа рынка, а не эмоций. Азартность также приводит к пренебрежению правилами управления капиталом. Трейдеры Внутренний бар Price Action могут вкладывать в одну сделку гораздо больше, чем позволяет их торговый план, надеясь на большой куш.

  1. Обсудить все в одном посте невозможно, но эту ошибку стоит упомянуть обязательно.
  2. Большинство из них сводится к отсутствию элементарных знаний.
  3. Алгоритм поможет разложить торговлю  полностью на молекулы.
  4. В трейдинге, как и во многихдругих направлениях, нет предела совершенству.

Ошибки трейдера 5 психологических и 7 технических ошибок

Он начинает обдумывать 4-ую Как выбрать брокера на бирже Форекс основную ошибку трейдеров. Еще одна основная ошибка начинающего трейдера в том, что он ищет гуру на различных форумах и торгует пользуясь его советами. Когда нужно будет открыть сделку, эмоции могут помешать и заставить думать, что цена 100% пойдет в противоположную нам сторону. Новичок, видя что рынок пошел туда куда изначально он и планировал, конечно же начинает думать, что стоп поставил не правильно, а стало быть, нужно срочно заходить в сделку. Большинство придерживаются уровня «стоп лосс» в критических ситуациях, что позволяет предупредить ущерб. Иногда стоит рисковать, чтобы отрицательный результат от одного негативного соглашения покрылся позывным эффектом 20 других.

ошибки трейдера

Как работает и настроить Риск-менеджер вы узнаете из видео ниже

Ecли алгоритм максимально дeтaлизиpoвaн – oн cпocoбeн твopить чудeca. И нe имeeт знaчeния, чтo вы тopгуeтe — валютными парами на форексе или другими инструментами на других рынках. Если актив является эффективным инструментом привлечения прибыли сегодня, это не значит, что он останется таким завтра. Профессиональные инвесторы должны делегировать риски. Для этого необходимо все время находиться в поиске подходящих вариантов рецессия что такое инвестирования. В трейдинге, как и во многихдругих направлениях, нет предела совершенству.

Ошибка 7. Торговля в долг

Трейдеру жизненно необходимо, во первых быть в тонусе, а во вторых, постоянно развиваться. Проводить разбор совершенных сделок, это не мало важная часть работы и ее нужно выполнять обдумано. Чтобы это сделать, трейдеру необходим дневник (журнал) трейдера, в котором записано ВСЕ об открытой сделке.

ТОП 9 «граблей», на которые наступают трейдеры-новички

Психологи заметили, что в фокусе внимания человека могут одновременно оставаться лишь до 7 не связанных между собой образов. Это правило можно применить и к числу открытых сделок, требующих пристального наблюдения. Если же это долгосрочные сделки, о которых можно забыть на дни и недели, то их может быть больше, но это уже долгосрочные инвестиции, а не трейдинг. Использование кредитного плеча в таком случае должно быть минимальным. Материал на эту тему вы также найдете на сайте FxTeam. Торговое плечо может стать как сильным инструментом, действительно помогающим увеличить прибыль, так и причиной быстрой потери капитала.

Ошибка №4. Торговля без стопов.

Проявляйте настойчивость, дисциплину и творческий подход. Выбросы адреналина, особенно для дей-трейдеров – обычное явление. Резкие эмоциональные перепады существенно снижают адекватность, поэтому не слишком радуйтесь успехам и не впадайте в отчаяние при неудачах.

Они могут игнорировать очевидные сигналы о том, что их анализ был неверным, и продолжать настаивать на своей правоте. Такое поведение часто приводит к еще большим потерям и эмоциональному выгоранию. Важно помнить, что рынок всегда прав, и быть готовым пересмотреть свои взгляды и стратегии, когда это необходимо. Зарабатывать стабильную прибыль на финансовых рынках чаще всего мешают самые типичные ошибки начинающих трейдеров.

Только ограничение убытков, предусмотренное торговой системой, спасет начинающего трейдера от страданий и позволит не потерять больше, чем было запланировано. Инструментов в торговой платформе должно быть достаточно, чтобы создавать конкурентные преимущества перед другими трейдерами. Вот примерный перечень инструментов объемного анализа, который обеспечит 100% прозрачность рынка даже для новичков. Новичок захочет сразу же войти в рынок, потому что ему кажется здесь самая хорошая цена для открытия сделки, да и тем более стоп стоит, чего бояться.

Однако такое поведение часто приводит к еще большим потерям и эмоциональному выгоранию. Однако, несмотря на то, что ошибки совершают все трейдеры, причины, по которым они возникают, могут существенно различаться. Понимание этих причин и предпосылок, ведущих к ошибкам, является ключом к их предотвращению и сохранению прибыли. В нем следует отмечать инструмент (валютную пару), причину его выбора, точку входа, выхода и полученный результат. Тренд подчиняется законам, знание которых позволяет получать прибыль, используя определенную стратегию и продуманный план. Входить в рынок имеет смысл, когда ожидаемая прибыль в разы превышает возможные потери.

Если позиция идет против трейдера, то он смело вступает в борьбу с рынком, потому что рынок не прав. И окружающие восхищаются стойкостью трейдера, остающегося с убыточной позицией. Эта модель описывает процесс вовлечения эмоций после совершения сделки. Ну что, ребят, написал пожалуй все основные психологические и технические ошибки трейдера.

23 Nov
Forex Trading

Co to jest Rejestr Krótkiej Sprzedaży KNF? Kto gra na spadek kursów spółek z GPW

knf krotka sprzedaz

Jak donoszą media, Komisja Nadzoru Finansowego (KNF) wprowadza nowy wymóg dotyczący finansowania długoterminowego w Polsce. Jest to element szerszych działań nadzoru finansowego mających na celu osiągnięcie optymalnej struktury DLC broker Forex-przegląd i informacje o DLC finansowania potrzeb mieszkaniowych w kraju. Wprowadzenie tego wymogu ma związek z akcją kredytową w zakresie portfela hipotecznego i ma na celu dostosowanie struktury aktywów i pasywów banków do potrzeb tego sektora.

Jak wyglądają pełne dane o szortujących akcje na GPW?

Oczywiście warto wiedzieć, że krótka sprzedaż to inwestycja, która wiąże się z wysokim ryzykiem. Jednakże, mimo tych zmian, banki nie wykształciły odpowiednich mechanizmów zabezpieczających ryzyko związanego z kredytami o stałej stopie, co sprawia, że kredyty o stałej stopie są dostępne na rynku głównie na 5-letni okres stałej stopy. Komisja planuje sukcesywnie wydłużać ten okres, ale musi to być zsynchronizowane z innymi zmianami dotyczącymi dostępności instrumentów finansowania akcji kredytowej.

Pozycja krótka netto

Dla wykonania transakcji można nie mieć danych papierów („goła krótka sprzedaż”), jednak zwykle dopuszczalne jest jedynie sprzedawanie papierów wartościowych, które wcześniej zostały pożyczone. Realizacja krótkiej sprzedaży jest możliwa dzięki dwudniowemu (akcje i obligacje skarbowe) cyklowi rozliczeniowemu transakcji. Dokonujący krótkiej sprzedaży realizuje zysk (lub stratę) w momencie odkupienia papierów i zwrotu pożyczki. W przypadku odpłatnego zbycia pożyczonych papierów wartościowych, zgodnie z ustawą o podatku dochodowym od osób prawnych, przychód ustalany jest na dzień zwrotu pożyczonych papierów (lub na dzień uzgodnionego zwrotu). Przykładowo inwestor pożycza od innego uczestnika rynku 10 akcji danej firmy po 100 dolarów i sprzedaje je na giełdzie.

Zobacz także: Hossa AI dopiero się zaczęła – uważa polski inwestor z Dubaju

  1. Jastrzębski podkreślił, że nowy wymóg finansowania długoterminowego jest częścią szerszych działań Komisji, które mają na celu stworzenie optymalnego modelu finansowania potrzeb mieszkaniowych.
  2. Dzięki udostępnianiu przez KNF rejestru krótkiej sprzedaży inwestorzy mogą na bieżąco śledzić ruchy firm inwestujących na giełdzie, a tym samym mogą oni przewidywać, które akcje, jakiej spółki w najbliższym czasie mogą spaść.
  3. Dokonujący krótkiej sprzedaży realizuje zysk (lub stratę) w momencie odkupienia papierów i zwrotu pożyczki.
  4. W przypadku odpłatnego zbycia pożyczonych papierów wartościowych, zgodnie z ustawą o podatku dochodowym od osób prawnych, przychód ustalany jest na dzień zwrotu pożyczonych papierów (lub na dzień uzgodnionego zwrotu).

Wobec tego inwestor grający na spadki zakłada, że ceny konkretny akcji będą spadały, co pozwoli mu na dokonanie zakupu wcześniej sprzedanych akcji po niższych cenach. W przypadku zabezpieczonej krótkiej sprzedaży dodatkowym kosztem są opłaty (np. za udzielenie pożyczki papierów wartościowych) i konieczność dostarczenia zabezpieczenia. W transakcji krótkiej sprzedaży obraca się aktywami nie będącymi własnością składającego zlecenie. To skutkuje tym, że sprzedający bierze na siebie zobowiązanie do ich dostarczenia w terminie w którym następuje rozliczenie transakcji. W przypadku akcji notowanych na GPW termin rozliczenia to T+2 (dostawę papierów należy zapewnić w 2 dni sesyjne). Częstym sposobem na realizację dostawy jest zaciągnięcie pożyczki w papierach od brokera.

Krótka sprzedaż w Polsce

Po kilku miesiącach, gdy cena tych akcji spadła zgodnie z przewidywaniami sprzedającego, wtedy dokonuje ich odkupienia z rynku po niższej cenie (np. 80 dolarów) i oddaje je prawowitemu właścicielowi. Od zysku, który uzyska sprzedający, należy również Barclays ukarał 2 miliony dolarów za najlepsze naruszenia egzekucji odliczyć profit dla pożyczkodawcy akcji i prowizję biura maklerskiego od sprzedaży i zakupu akcji. Celem krótkiej sprzedaży jest więc zawarcie transakcji, dzięki którym osiągnięty zostanie zysk spowodowany spadkiem cen danego instrumentu finansowego.

壯陽藥
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” width=”257px” alt=”knf krotka sprzedaz”/>

Inwestor w takim przypadku pożycza akcje od biura maklerskiego, instytucji finansowych czy innego uczestnika rynku, a następnie dokonuje ich sprzedaży na GPW. Gdy akcje spadną, wówczas sprzedający odkupuje papiery wartościowe taniej i oddaje je pierwotnemu właścicielowi. W ten sposób uzyskuje on zysk wynikający z różnicy pomiędzy kwotą sprzedaży akcji a odkupieniem ich w późniejszym terminie po niższej cenie.

W przypadku awarii systemu teleinformatycznego lub zaistnienia zdarzeń uniemożliwiających przekazanie zgłoszenia za pośrednictwem systemu teleinformatycznego, przekazanie takiego zgłoszenia może nastąpić na adres poczty elektronicznej Ruchy tych, którzy otworzyli największe pozycje, pokazuje Rejestr Krótkiej Sprzedaży KNF.

Krótka sprzedaż ma inny charakter od inwestowania w wartość i nabywania praw (korporacyjnych – przy akcjach lub obligatariusza – przy obligacjach). W tym przypadku ze sprzedaży na skończony czas uzyskuje się środki pieniężne, a zysk wynikać będzie z korzyści z dysponowania pieniędzmi i zmniejszeniu wartości kursu papierów. Transakcję krótkiej sprzedaży akcji uważa się za bardziej ryzykowną niż tradycyjną transakcję kupna. Ze względu na powiązanie transakcji krótkiej sprzedaży z pożyczeniem papierów wartościowych, dodatkowo może pojawić się ryzyko konieczności zamykania pozycji w warunkach wymuszenia takiej operacji przez pożyczkodawcę. Gra na spadki to strategia inwestycyjna polegająca na sprzedaży papierów wartościowych, które nie należą do sprzedającego.

Wzrostu ceny giełdowej papieru wartościowego powyżej ceny sprzedaży, inwestor odnotuje stratę. Jest to strategia inwestycyjna polegająca na sprzedaży papierów wartościowych niebędących własnością sprzedającego. Transakcja ma na celu zarobek na spadku kursu danego papieru wartościowego. Czyli inwestor zakłada spadek ceny danego papieru i sprzedaje go, po czym odkupuje po niższej cenie. Zysk inwestora stanowi różnica pomiędzy kwotą uzyskaną ze sprzedaży, a kwotą uzyskaną po zakupie.

Rejestr krótkiej sprzedaży publikowany na stronie Komisji Nadzoru Finansowego (KNF) to nic innego, jak spis podmiotów, które są w posiadaniu krótkiej pozycji na spółkach notowanych na Giełdzie Papierów Wartościowych (GPW). Jest to więc lista firm, która dokonuje transakcji w ramach krótkiej sprzedaży. Drugi filar obejmuje emisję listów zastawnych, które mają finansować akcję kredytową w obszarze portfela Zapisz datę – Finance Magnates London Summit 2022 hipotecznego. Trzeci filar to wprowadzenie wskaźnika finansowania długoterminowego (WFD), którego celem jest dostosowanie struktury aktywów i pasywów banków do potrzeb sektora hipotecznego. Polska nadal ma stosunkowo niski stosunek wartości portfela hipotecznego do PKB. Jednak w miarę rozwoju gospodarczego można spodziewać się jego wzrostu, co sprawia, że jest to istotne wyzwanie dla nadzoru finansowego.

22 Nov
Форекс Обучение

Котировка это что такое простыми словами, прямая и обратная

обратная котировка

Торговые терминалы для мониторинга котировок и проведения технического анализа. Эти платформы предоставляют множество инструментов и функций для успешной торговли. Например, можно обратить внимание на терминалы MetaTrader и NinjaTrader. Финансовые порталы, такие как Bloomberg, Reuters и CNBC, предлагают качественную информацию о котировках различных паттерн дракон активов, а также новости и аналитические обзоры. Есть и другие виды котировок, они делятся по типу актива.

Где смотреть котировки

Например, на Нью-Йоркской фондовой бирже торгуются американские депозитарные расписки (ADR ) китайской компании Alibaba Group. Их цена измеряется в долларах США и составляет $113,68, по данным на 30 июня. Обратная котировка, или «bid-ask» котировка, является основным инструментом в робофорекс отзывы финансовой торговле. Понимание и использование обратной котировки может быть важным для трейдеров и инвесторов.

Принципы обратной котировки

обратная котировка

Чтобы разобраться с обозначениями и быстрее начать продуктивные торги, новичку следует изучить суть этого явления. Сегодня мы расскажем читателю, что собой представляет обратная котировка, и как использовать ее на практике. Имея теоретическую базу, рыночный торговец будет лучше прогнозировать курсы и делать корректные ставки на предупрежден – значит вооружен ценовое движение.

Примеры обратной котировки

  1. При этом первой в записи идет та валюта, которая покупается или продается, а второй записывается денежная единица, в которой указывается цена.
  2. Предложения автоматически сортируются от высоких цен к низким, и наиболее реалистичные котировки располагаются посередине стакана.
  3. Она позволяет определить стоимость валюты по отношению к другой валюте.
  4. Обратная котировка имеет зеркальный вид, поэтому её нетрудно определить среди прочих вариантов.
  5. Умение использовать обратную котировку может повысить эффективность торговли и снизить риски.

Валютная котировка – это официально представленный курс на конкретный день и момент времени. Существует определение односторонних и двусторонних котировок. При первом понятии на бирже представлена только одна цена (покупки или продажи). Двустороннее понятие – это обе цены (и покупки, и продажи).

Что такое котировки и как инвестору их правильно читать

Обратная котировка — это понятие, используемое в финансовой сфере для обозначения процесса, при котором котировка инструмента указывается в противоположной форме, чем обычно. Обратная котировка представляет собой обратность курсу продажи/покупки валютной пары. Таким образом, обратная котировка для пары USD/EUR будет выражаться как EUR/USD. Это означает, что за один евро можно купить определенное количество долларов США. Например, при расчете обратной котировки для валютного рынка, мы можем использовать текущий курс и обратную ставку для определения ставки другой валюты. Используя такие записи, трейдер быстро узнает стоимость своей нацвалюты относительно ключевой денежной единицы мира.

Если бы ее не существовало, то эти колебания имели бы большой размер из-за свободного образования цены и территориальной отдаленности. Котировки товаров показывают объективное состояние рынка. Иногда возникают ситуации, при которых торговать посредством двух выбранных валют невозможно.

обратная котировка

Обратная котировка позволяет определить стоимость иностранной валюты относительно национальной валюты. Обратная котировка играет важную роль в финансовых рынках, позволяя инвесторам и трейдерам определять цены активов и принимать решения на основе ожидаемой доходности. Знание принципов обратной котировки помогает разбираться в сложных финансовых операциях и прогнозировать изменения на рынке. Обратная котировка используется в торговле на валютном рынке, а также в различных финансовых операциях. Она позволяет определить стоимость валюты по отношению к другой валюте. Обратная котировка обычно применяется, когда базовая валюта имеет ограниченную ликвидность или когда её трудно процитировать.

В статье рассмотрим, что представляет собой котировка, как рассчитывается и какие факторы влияют на ее изменение. В большинстве случаев котировка выглядит как стоимость в денежной единице, соответствующей правилу торговли. Зависеть денежная единица может от самого актива и от площадки, на которой он торгуется.

Разберем подробнее, что они представляют собой, к примеру, пара USD/EUR, то есть американский доллар/евро. Три буквы, которыми они написаны, означают международное обозначение валюты в банках. Первые 2 буквы взяты для обозначения валюты, а буква D означает доллар. Котировка ценной бумаги – это процесс определения и выставления ее стоимости каждый день. Если это отечественные предприятия, можно приобретать акции в рублях.

Среди ценных бумаг большим спросом пользуются акции и облигации. На стоимость облигации влияет номинал ценной бумаги, обычно это процент от него. Если, например, клиент обратился в брокерскую компанию, где ему сообщили, по какой стоимости сейчас он может приобрести акции, то это и есть нынешний и точный курс акций. Наверное, все знают, что представляет собой валютный курс. Простыми словами это отношение, показывающее за какую сумму можно купить другую валюту. Получается так, что одна валюта играет роль товара, а другая денежных средств.

Курс определяется тогда, когда цена не изменяется длительное время или наоборот, неожиданно изменяется. Котировка – это опубликованный курс, для какого-то определенного периода времени. Обратная или косвенная котировка отражает, сколько долларов требуется, чтобы купить базовую валюту. Поэтому, если на графике фунт / доллар вы видите цену 1,54312, то знаете, что1,54312 долларов нужно заплатить, чтобы купить один фунт стерлингов.

Другим примером расчета обратного курса может быть ситуация, когда мы знаем процентную ставку на депозит в иностранной валюте. Если нам известна ставка в евро, а мы хотим оценить ее в рублях, мы можем использовать обратную котировку для расчета. Прямая котировка показывает, какое количество национальной валюты содержится в одной базовой валюте. А базовая, кстати, это и есть тот самый товар (в ранее приведенном примере его роль играл доллар США). На валютном рынке для торговли предлагаются только валютные пары.

21 Nov
FinTech

List Of Greatest Crypto Exchanges Uk Free Classifieds In India

Therefore, it’s advisable to consider your priorities before selecting. This may include a particular function, like automated buying and selling or a replica buying and selling function, getting the lowest commission possible, or having many financial property to choose from https://www.xcritical.in/ when trading. EToro is a well-established UK dealer offering low-cost trading, the closest choice to offering a free buying and selling platform.

Non Convertible Debentures (ncd): Meaning, Sorts, Features

The improvement price of a crypto exchange platform varies relying on the features and functionalities being included. It usually prices round $30,000 to $300,000 to develop a crypto change. In basic, development prices are determined by the ranking of developers you rent in your project.

direct market access

Obtain Certainly One Of India’s Best Wealth Administration Apps

The oldest and most popular crypto token available on the market, Bitcoin was the coin that started the complete crypto craze. From its humble beginnings in 2009, it has soared to unimaginable heights and gained the eye of buyers, the media and companies. In the current panorama, the crypto sector offers an expansive array of potentialities. From basic transactions to participating with NFTs, sports activities platforms, and even gaming functions, you probably can explore an unlimited spectrum of platforms and experiences.

best crypto exchange uk

Do I Need An Additional Skrill Pockets To Buy Or Sell An Curiosity In Cryptocurrency?

best crypto exchange uk

As a proud data partner of The Economic Times, we ensure you receive the news and content essential to hold you knowledgeable on key points. We’re devoted to empowering our viewers with data that is transformative in your investment journey. As knowledge companions for Moneycontrol, we deliver essential market insights and priceless content to maintain you well-informed. Our mission is to empower you with the data you need for a profitable investment journey. Because our staff has the ideal mix of UX, UI, programming, high quality assurance, and project administration capabilities. Their wide-ranging community of partners and specialists from many fields and cultures will make it easier to choose use circumstances that will result in real-world commercial results.

Which Uk Buying And Selling Platform Is Finest For Beginners?

best crypto exchange uk

Like Kraken, Coinbase Pro also uses a maker/taker mechanism, whereas the regular Coinbase platform has a variable payment construction. The exchange additionally lets customers fetch staking rewards via Coinbase’s automated choices. The change has a free-to-download self-custody crypto pockets app that has more than 4000 assets to select from, including NFTs. It is understood to be one of the industry leaders for offering high-end security that protects user’s holdings. As probably the greatest crypto exchange growth companies across Asia, BidBits supplies multiple providers to clients around the globe. Over one hundred projects have been efficiently developed and launched by BidBits in the digital space, with decentralized and centralized crypto exchanges dominating.

Vijay Kedia Raises Stake Despite Ashish Kacholia Booking Revenue In This Inventory

Below we have listed a few tips on what you need to think about before buying and selling within the UK. Earlier on this page, we outlined what a monetary instrument is, mainly belongings that could be traded, or it can also be packages of capital that can be traded. As a trader, you have numerous asset lessons and underlying financial instruments. Below, we are going to give a high-level overview of the several types of financial property you probably can commerce online.

best crypto exchange uk

A crypto trade is a platform on which you should purchase and promote cryptocurrency. It acts as an middleman between a purchaser and a vendor and charge a fee or transaction payment. The entire concept is based on the distributed ledger that shops data on every transaction. These are done through on-line exchanges where traders open an account and begin the trade. It requires less personal data from their members than other forms of exchanges.

best crypto exchange uk

Brother Of Ex-coinbase Manager Pleads Guilty To Insider Buying And Selling Cost

  • Start with small amounts to get used to the process and reduce potential losses.
  • They launched their providers in 2007 and made it into the minds of everyone through their engaging ads; as of right now, they host over 27 million merchants worldwide.
  • In his present position, he manages a large team of developers and engineers across Australia and internationally, dedicated to delivering the most effective in software technology.
  • We made our exchange software program with multiple cryptocurrency pockets help you presumably can easily deploy in trade with chilly storage options too.

The unfold is the difference between the buy and the selling worth of the traded asset. Sometimes it is also referred to as the difference between the bid and the asking price. With a broad array of cryptocurrencies out there for buying and selling, Kraken serves both new and seasoned traders. Offering a broad range of supported cryptocurrencies, Coinbase serves a large person base and makes investing and transfers straightforward. Regardless of the quantity of trades, the flat charges on Revolut X are 0.00% (0.09%) for the creator and 0.05% (0.10%) for the taker (Revolut). With a broad range of payment choices, it’s straightforward to deposit funds and purchase cryptocurrency.

Considered as one of many most secure and most credible platforms for buying and selling in cryptos, on this trade, users can buy or promote by way of the ‘Instant Buy’ possibility. The exchange costs 1.5% fee and extra fee as per the cost methodology chosen or instant buys. Kraken Pro feature on this exchange is predicated on the maker/taker pricing mechanism. Before investing any bigger sums, it is good to invest smaller quantities and get conversant in all the ins and outs of buying and selling belongings on-line. Most platforms permit you to purchase, sell, and trade free of charge utilizing fake cash to get conversant in the buying and selling platforms. A demo account is a good begin if you are new to investing on-line.

They launched their platform in 2009 and of their most up-to-date years they’ve seen explosive growth, going from 10 million users in 2017 to over 22 million clients worldwide. This is partly because of increased media exposure by way of sports activities group ads and movie star endorsements. All things thought-about, Plus500 have risen to turn out to be one of the premier buying and selling platforms for CFDs, with totally regulated and insured services.

With a demo account, you’ll be able to commerce with “fake money.” This will permit you to get comfortable with the trading platform and its function before you begin buying and selling with real cash. These are so-called commission-free buying and selling platforms, making them even more beginner-friendly, as British individuals with all types of trading budgets can start investing online. Next, we are going to define the main fees related to buying and selling online and what you want to consider when selecting the best buying and selling platforms for you. Considering the provision of conventional asset courses and 0% commission, eToro is a best choice.

This normally involves getting into your e-mail, creating a password, and finishing identity verification. When investing in a set deposit, the quantity you deposit earns curiosity as per the prevailing… This financial software allows one to resolve their queries associated to Public Provident Fund account.

After Bitcoin, Ethereum has established itself as one of the most dominant forces in the crypto market. It was the first to introduce sensible contract functionality, which permits developers to create and automate a number of key features we take without any consideration at present. Ethereum can be constructed to provide a platform for decentralised applications and finance, turning into the main blockchain to service this want.

Here, we’ve done in depth research on a number of factors and compiled a listing of the most effective blockchain developers in the Europe. A complete range of outstanding blockchain development providers are offered by the leading blockchain expertise companies within the Europe that are listed in this blog. A crypto exchange is like a market to deal in cryptocurrencies, such as Dogecoin, Bitcoin, Ether, and so forth. These operate like some other trading platform where users can set up their accounts and create order types like purchase or sell within the crypto market. Most consultants will vouch for eToro as one of many top cryptocurrency exchanges in today’s occasions because of their low fees.

In flip, monetary institutions have fund managers that buy, sell, and maintain investments within that fund. This typically includes transactions, foreign money conversions, and inactivity charges. Are typically referred to as rollover fees; this is a small charge applicable on leveraged instruments the place you have borrowed cash from a stock broker to increase the position’s value. Essentially, in a single day fees are curiosity on borrowed capital and are applicable if you don’t shut positions on the same day.

18 Oct
FinTech

Prime 5 Liquidity Swimming Pools For Cryptocurrencies

However, liquidity suppliers liquidity mining can cover impermanent losses with transaction fees relying on the deposit duration. So, to make it simpler for Ali and Hamza, there is a liquidity pool that is filled with tokens from liquidity suppliers. Thus, to understand the liquidity providers who put their tokens, they may obtain extra tokens. In short, liquidity mining incentivizes users to offer liquidity to DEXs or dApps, whereas staking incentivizes users to hold onto assets and participate in network security.

  • In this article, we will explore the main points of those two methods of incomes passive income and look at the advantages that include them.
  • As an incentive, LPs obtain LPTs and rewards (i.e., buying and selling fees) proportional to their monetary contribution from the protocol they pool tokens.
  • I could not imagine I could get my a refund, I really respect all they did on my behalf.
  • There can additionally be a chance of temporary loss when offering liquidity to an AMM.
  • Cryptocurrencies are inherently risky and you have to be ready for big value swings on a every day basis.

How Does Liquidity Providing Tokens Work?

If you could have an ETH or BTC token, you ought to use it to borrow loans online. While this will sound slightly intimidating, belief us, it is more on the fascinating website. If you’re wondering how, let us take you on the journey to know LP tokens in the crypto space and the way you can use them. Tokens based on a blockchain, NFTs are used to ensure ownership of an asset. This type of ledger know-how is what’s behind cryptocurrencies and different tech trends. At sixty five.95 terawatt hours (TWh), Bitcoin uses extra power yearly than the likes of Venezuela (65.sixty five TWh) or Israel (56.four TWh).

What Are The Purposes Of Defi?

On the other hand, tokens similar to USDC and USDT proceed to have a considerably extra vital worth. It is because, in banned cash, they’ve a much bigger whole provide. Bitcoin’s value plummeted by 65 per cent in 2018 and then by 80 percent later that year.

Defined: The Distinction Between Mintable And Mineable Tokens

Cryptocurrencies are inherently volatile and you have to be ready for giant worth swings every day. Your life savings most likely don’t belong in a high-yield liquidity mining account. Then you go to Uniswap’s mobile app or browser-based portal to attach your pockets and add your tokens to the liquidity pool. Click on the “pool” button after which the “new position” link, select the Uniswap buying and selling pair you want, and see how the rewards work out.

Liquidity mining explained

Benefits Of A Defi Decentralized Trade Platform

Liquidity mining is considered one of the hottest strategies to attain this goal. In liquidity mining, you enable decentralized buying and selling exchanges to use your crypto tokens as a source of liquidity. In return, you presumably can earn an annual share yield (APY) within the range of double-digit or even triple-digit percentages.

This presents more liquidity for the DeFi ecosystem and enables LPs to leverage their crypto assets to increase potential returns. The originally deposited BTC-USDT pair will earn a fraction of the fees collected from exchanges on that liquidity pool. Also, you’ll earn SUSHI tokens in change for staking the liquidity provider tokens. DeFi trades are very like unified ones; simply there is no third celebration union or any focal place respiratory down one’s neck.

Instead, traders rely on liquidity pools to supply the assets they want to trade. In turn, the liquidity swimming pools require the involvement of traders who are prepared to lock of their crypto tokens in change for rewards. The act of parking tokens in a DEX liquidity pool to qualify for rewards is identified as liquidity mining. Liquidity swimming pools in DeFi purpose to get rid of illiquid markets by providing incentives to traders.

Liquidity mining explained

Centralized Vs Decentralized Exchanges

It is a good way as it is comparatively low risk and requires minimal effort. In quick, liquidity mining is a selected sort of yield farming focused on providing liquidity to a DEX or dApp. In distinction, yield farming is more common for earning excessive returns through varied monetary methods. Finding the best stability between danger and reward may be troublesome, given the massive number of liquidity mining options. There are several DEX platforms and lots of of energetic forex pairings. There will likely be some trial and error involved in your first liquidity mining investments.

By taking away mining, proof of stake is expected to save tons of a lot of the energy that now goes into creating cryptocurrency tokens. Yield-farming is one other in style methodology of staking closely similar to earning curiosity on a financial savings account. The merchants receive a charge in the form of curiosity once they stake a coin. Traders usually use a sensible contract to lock the cash effectively at low costs. Decentralized finance (DeFi) is experiencing a boom fueled by interest from each the crypto and banking communities. But regardless of the thrill, the industry remains comparatively young and continues to be going by way of a process of maturation.

Liquidity mining explained

However, this creates a scarcity in that coin, and the worth of that coin will increase exponentially. Curve presents a percentage of buying and selling fees, which is customary in liquidity mining. However, it additionally supplies additional incentives on top of the trading costs. Companies similar to Synthetix will compensate users who provide liquidity to swimming pools with their currency. The CRV token (Curve’s governance token) for all individuals who interact within the Curve pools. With stablecoins, you probably can present liquidity and farm returns on pools.

Liquidity mining explained

In some situations, you’ll be incomes more profits by investing in other tokens with higher returns and more alternatives. However, when you nonetheless choose to make use of them within the liquidity pool, you could have to forego the profits of the opportunities missed. Decentralized trading and yield farming are the most prevalent use circumstances of liquidity swimming pools. Liquidity mining also can attract new customers to DeFi, contributing to its progress and improvement. Bitcoin and different cryptocurrencies are what are generally recognized as decentralised money.

Which is why the computers or processors which might be vying to resolve the Bitcoin puzzle need to virtually run repeatedly. And, as a result of processors tend to heat up, they require massive amounts of cooling. At TokyoTechie, we give premium DeFi Exchange Platform growth arrangements that make sure to dispatch your business within the DeFi Space to huge heights. There will be incentives for early customers of this platform in the type of airdrops.

Although DeFi staking continues to be nascent, it provides a lot to traders opting for this technique to generate revenue. Considering the dangers and taking cautious steps can safeguard a dealer from hefty losses. DeFi staking is an easy technique by which merchants eliminate the additional bills typically concerned in trading. In this method, the traders stake their cash in numerous liquidity swimming pools. This approach performs an important role in maintaining the liquidity of a coin. This is as a end result of they imagine an increase within the price of coins would finally enhance their revenue.

The primary source of liquidity on a DEX platform is the liquidity pools. Investors stake or invest their cryptos in a liquidity pool and obtain liquidity providers primarily based on their shares. The Liquidity supplier tokens obtained include one or more cryptocurrencies, and buyers imagine that these tokens have the potential to increase in worth. These tokens and liquidity are tightly knitted with one another and facilitate the existence of DEX platforms.

Read more about https://www.xcritical.in/ here.

14 Oct
Forex Trading

Wielki spławik na Wiśle? To nowa aktywność akcji #WPŁYWOWI Banku BNP Paribas

akcje bnp paribas

Transakcja odbyła się między dwoma podmiotami w ramach jednej grupy kapitałowej i miała na celu uporządkowanie struktury działalności na rynku polskim[7]. Bank oferuje klientom indywidualnym produkty oszczędnościowo-inwestycyjne oraz kredyty (m.in. mieszkaniowe oraz konsumenckie), przedsiębiorstwom dostarcza rozwiązania z zakresu finansowania działalności na rynku krajowym i międzynarodowym. Bank kieruje swoje usługi również do przedsiębiorstw z sektora rolno-spożywczego. Klienci Banku mogą również korzystać z usług doradztwa inwestycyjnego i bankowości prywatnej. Bank świadczy usługi poprzez sieć oddziałów bankowych oraz stoisk bankowych w centrach handlowych.

akcje bnp paribas

Stan posiadania akcji BNP Paribas Bank Polska przez członków Rady Nadzorczej Banku oraz członków Zarządu Banku

Produkty kredytowe dostępne są również za pośrednictwem punktów w sklepach partnerskich, także w wybranych sieciach dealerów samochodów. Broker internetowy do handlu akcjami działający od 2006 roku. Jako jeden z wiodących brokerów internetowych w Europie, LYNX oferuje więcej niż tylko niskie opłaty. Dzięki rozbudowanym i kompleksowym usługom pomagamy inwestorom i traderom w realizacji ich celów inwestycyjnych.

Relacje inwestorskieBNP PARIBAS BANK POLSKA S.A.

Zmiana ta wynika z pojawienia się zagrożeń związanych z epidemią COVID-19. Rating dla depozytów krótkoterminowych został utrzymany na poziomie Prime-2. Dla czytelników zainteresowanych głębszą analizą wskaźników finansowych AXA i pozycjonowania strategicznego, InvestingPro Jak czytać wiadomości gospodarcze na rynku Forex online oferuje dodatkowe wskazówki i spostrzeżenia. Obecnie dostępnych jest jeszcze 5 porad InvestingPro, które mogą zapewnić bardziej zniuansowane zrozumienie wyników rynkowych i potencjału AXA. Porady te są dostępne za pośrednictwem dedykowanej platformy InvestingPro.

Struktura akcjonariatu i notowania akcji Banku

  1. W Europie grupa BNP Paribas działa na czterech rynkach macierzystych (Belgia, Francja, Włochy, Luksemburg), a także jest liderem w zakresie kredytów konsumenckich (BNP Paribas Personal Finance).
  2. Czy zastanawiasz się nad inwestowaniem w akcje BNP Paribas?
  3. Przejęcie inwestycyjnego ramienia AXA przez BNP Paribas może być strategiczną odpowiedzią na te wyzwania.
  4. Thomas Buberl, prezes Axy, wyjaśnił w rozmowie z Bloomberg TV, że inwestycyjne ramię było zbyt małe, by wesprzeć kluczowy dla grupy biznes ubezpieczeniowy, dlatego poszukiwano partnera, który “myśli podobnie”.

Naszym głównym celem jest Twój sukces inwestycyjny. Żaden spośród członków Zarządu Banku i Rady Nadzorczej Banku nie deklarował posiadania akcji BNP Paribas Bank Polska S.A., co nie uległo zmianie od dnia przekazania Skonsolidowanego raportu śródrocznego Banku za III kwartał 2019 r., tj. Kurs zamknięcia akcji Banku wyniósł 63,60 zł i był niższy o 6,47% w porównaniu do 30 grudnia 2019 r. W tym samym okresie indeks WIG-Banki spadł o 29,59%. Czynnikiem, który w największym stopniu wpłynął na notowania akcji w 2020 r.

akcje bnp paribas

Zdaniem agencji Fitch Ratings ocena VR Banku na poziomie „bbb-” odzwierciedla m.in. Umiarkowaną i stosunkowo mniej ugruntowaną franczyzę Banku na konkurencyjnym polskim rynku bankowym, a także tradycyjny, dobrze wyważony model biznesowy skutkujący umiarkowanym ogólnym profilem ryzyka. Grupa BNP Paribas sprzedała części posiadanych akcji Banku. Szczegółowe informacje dotyczące tej transakcji zostały opisane w Rozdziale Akcje i akcjonariusze. Zgodnie z zobowiązaniem podjętym przez BNP Paribas SA wobec Komisji Nadzoru Finansowego, złożonym 14 września 2018 r., liczba akcji Banku w wolnym obrocie powinna zostać zwiększona do co najmniej 25% plus jedna akcja w terminie najpóźniej do końca 2023 r. W 2009, w konsekwencji przejęcia 75% udziałów Fortis Banku Belgia (bezpośredniego właściciela Fortis Banku Polska) przez francuską grupę bankową BNP Paribas, zmieniono markę handlową banku na BNP Paribas Fortis.

Oraz na dzień publikacji niniejszego raportu rocznego, tj. 3 marca 2022 r., co nie uległo zmianie od dnia przekazania sprawozdania za 3 kwartały 2021 r., tj. Czynnikiem, który istotnie wpływał na notowania akcji w pierwszej połowie 2021 r. Pozostawały zmiany sytuacji pandemicznej oraz oczekiwań co do wpływu obostrzeń sanitarnych na wyniki spółek, w tym banków. (maksimum dla ceny akcji Banku w I kwartale miało miejsce 17 lutego i wyniosło 74,20 zł). Zakończył się korektą notowań akcji Banku i spadkiem poniżej 60,00 zł za akcję (spadek kursu o 5,66% w stosunku do końca 2020 r.).

Skuteczność działań dostosowawczych mających na celu neutralizację negatywnego wpływu pandemii koronawirusa na wyniki finansowe Banku i realizowany wzrost dochodów podstawowych. Zgodnie z art. 451 §2 zdanie drugie Kodeksu spółek handlowych przyznanie Akcji Serii M stało się skuteczne z chwilą ich zapisania na rachunkach papierów wartościowych osób uprawnionych. Stan posiadania przez poszczególnych członków Zarządu akcji Banku oraz uprawnień do akcji nie uległ SteelEye reorganizuje ofertę regtech z dodatkiem danych rynkowych Refinitiv zmianie od dnia publikacji poprzedniego sprawozdania tj. Zgodnie z art. 451 §2 zdanie drugie Kodeksu spółek handlowych przyznanie Akcji Serii M stało się skuteczne z chwilą ich zapisania na rachunkach papierów wartościowych osób uprawnionych. Wykaz akcjonariuszy posiadających co najmniej 5% liczby głosów na Nadzwyczajnym Walnym Zgromadzeniu BNP Paribas Bank Polska S.A. Rekomendacje dla akcji BNP Paribas Bank Polska wydawało 8 krajowych instytucji finansowych.

Czy zastanawiasz się nad inwestowaniem w Forex Broker Vantage FX – Ocena 2022, informacje, recenzje klientów? Skorzystaj z wygody i dostępności oferowanej przez brokerów giełdowych. Platformy te zapewniają bezproblemowe doświadczenie, pozwalając na zakup i sprzedaż akcji BNP Paribas z łatwością. Rating przyznany przez agencję Sustainalytics jest najlepszym wynikiem wśród polskich banków. Skutecznego zarządzania przez organizację potencjalnym ryzykiem związanym z aspektami środowiskowymi, społecznymi i ładem korporacyjnym (ang. environment, society, governance).

Monitoruj aktualne notowania i kursy akcji BNP Paribas, aby podejmować świadome decyzje inwestycyjne. XTB to wiarygodny broker giełdowy w Polsce, który oferuje nie tylko przyjazne dla użytkownika interfejsy, ale również zapewnia cenne narzędzia i zasoby, które pomogą podejmować świadome decyzje inwestycyjne. Bez względu na to, czy jesteś doświadczonym inwestorem, czy dopiero zaczynasz, platforma XTB oferuje raporty badawcze, materiały edukacyjne i dostosowywalne portfele inwestycyjne, które odpowiadają Twoim potrzebom. Współpracując z renomowanymi firmami brokerskimi na giełdzie, takimi jak XTB, uzyskasz dostęp do aktualnych notowań i kursów akcji BNP Paribas. Otwarcie konta jest szybkie i proste, a inwestowanie w akcje BNP Paribas jest możliwe już po kilku minutach.

Analiza fundamentalna, aktualne dywidendy i kapitalizacja rynkowa w jednym miejscu. Dowiedz się, jak cena akcji zmieniała się w czasie i zobacz wyniki historyczne spółki na wykresie. Skorzystaj z konkurencyjnych stawek prowizji, niskich wymagań dotyczących minimalnej wpłaty i możliwości dywersyfikacji swojego portfela inwestycyjnego za pomocą akcji BNP Paribas.

Nie zawiera też postanowień, które oddzielają prawa kapitałowe związane z papierami wartościowymi od posiadania papierów wartościowych. Każda akcja daje prawo do jednego głosu na walnym zgromadzeniu. Statut Banku nie wprowadza ograniczeń, które dotyczą przenoszenia prawa własności papierów wartościowych wyemitowanych przez Bank. Cztery akcje serii B są akcjami uprzywilejowanymi. W 2010 bank nabył zorganizowaną część przedsiębiorstwa od BNP Paribas Oddział w Polsce, oddziału zagranicznej instytucji kredytowej, banku BNP Paribas zarejestrowanego we Francji.

05 Oct
Software development

The Professionals And Cons Of Waterfall Methodology

Crowdsourced information (for instance, survey responses, audio, images) can additionally be combined with GPS-based geographic data to facilitate the evaluation https://www.globalcloudteam.com/devops-vs-agile-whats-the-difference/ of geographical developments and variations. A group may be influenced by uneven group dynamics (for example, an assertive participant dominating the discussion), which in turn may influence the findings. A group discussion could center on socially fascinating perspectives and experiences, as participants may be more comfortable describing and emphasizing positive somewhat than adverse program experiences. If individuals are chosen by a local group, there is a risk folks with a certain political affiliation may be included with out the data of the evaluator. Some respondent groups may be reluctant or simply unable to participate (for example, members with greater ranges of accountability in an institution).

The Main Variations Of The Method

In this article, we’ll focus on the ten advantages of using cloud storage providers as properly as the disadvantages. These practices will assist your organization monitor for the publicity and movement of critical knowledge, defend crucial techniques from assault and compromise, and authenticate access to infrastructure and information to protect against further risks. Although cloud service suppliers implement the best security requirements and industry certifications, storing data and important recordsdata on external service suppliers always opens up risks. Any discussion involving knowledge should tackle safety and privacy, especially in phrases of managing sensitive information. We must not neglect what happened at Code Space and the hacking of their AWS EC2 console, which led to knowledge deletion and the eventual shutdown of the corporate.

Disadvantages of the approach

Integrative Psychotherapy In Action – Richard G Erskine And Janet P Moursund

The Delphi Method is a way primarily based on a panel of 5 to 10 specialists on a fancy subject to be mentioned in order to acquire qualitative however comparatively accurate data and opinions about the future. Continuous buyer alignment means Agile groups stay centered on delivering software program features directly aligned to customers’ wants. That prioritized focus allows Agile teams to deliver worth to prospects quicker, delivering greater quality software program in the course of. Android and iOS version updates occur annually, with each feature and safety updates delivered to clients on an ongoing foundation. Today, organizations pay for an increasing variety of commercial purposes through subscription.

Mitigating The Disadvantages Of Agile Methodology

If local weather change is just too summary for you, contemplate as a substitute the uncertainty within the scientific neighborhood about whether or not masks are effective in stopping the unfold of COVID. Part of the issue with science is that as we attempt to study more sophisticated phenomena, we’d like extra sophisticated equipment, which removes us further and further from direct remark and requires that we place our scientific faith in machines and other people’s work. Against this backdrop, Enlightenment-era thinkers, including René Descartes and Charles Sanders Peirce, have promoted the scientific technique as the best means for acquiring justifiable evidence to determine beliefs as true information. It can be troublesome to make sure that the top-down strategy is implemented all through the whole group. Without proper communication between leaders and all members of the group, the objectives of the method may be lost, or not properly implemented. Additionally, the top-down method could be seen as a one-sided decision-making course of, and workers could feel like their opinions aren’t being taken under consideration.

Disadvantages of the approach

Disadvantages Of Behavioural Method

The evaluation could be carried out from a strictly monetary or more general financial perspective. While integrative remedy can help deal with all purchasers, it is particularly priceless for many who beforehand found single-therapy remedies unsuccessful. Integrative therapy is a unifying approach that blends totally different theories and techniques from varied psychological fashions to deal with the advanced needs of each shopper. While integrative therapy isn’t straightforward, this innovative method allows therapists to work with numerous sufferers, problems, and contexts and emphasize the importance of the therapeutic alliance and the client’s self-healing capacity.

Disadvantages of the approach

Advantages And Downsides Of The Delphi Technique

global cloud team

IEG evaluations provide an objective evaluation of World Bank Group results, and establish classes discovered from expertise. Through impartial evaluation, IEG is helping the World Bank Group achieve its twin objectives of eradicating excessive poverty and boosting shared prosperity. A more modern variant, the face-to-face Delphi technique, uses small group conferences. Numerous software packages, some freed from charge, are available for both crisp-set and fuzzy-set QCA (see Other Resources). Case studies could also be further distinguished in function as illustrative (to describe a typical or irregular case), theory-generating (to explore and generate hypotheses), principle testing (to take a look at and revise hypotheses), and cumulative (to evaluate and synthesize multiple cases). This device helps clients change their outlook by looking on the brilliant aspect and may be built-in into any treatment.

Disadvantages of the approach

Relational Integrative Psychotherapy: Engaging Course Of And Principle In Follow – Linda Finlay

As such, case studies are highly applicable in growth evaluation in general and IEO evaluations particularly. Case studies may complement other approaches and designs that are probably to focus much less on contextual circumstances and the way these work together with this system (for instance, experimental or quasi-experimental designs). Quasi-experiments are in follow more relevant in improvement contexts than experimental designs.

Record Of Some Great Benefits Of The Waterfall Model

Disadvantages of the approach

It’s essential for businesses to carefully assess these drawbacks against their specific needs and capabilities before adopting Agile. Ultimately, a balanced method that recognizes the strengths and limitations of Agile methodology is essential for profitable project management and development. In conclusion, while the Agile methodology presents vital benefits in flexibility, efficiency, and buyer satisfaction, it also has disadvantages. The challenges of unpredictability, group dependency, resistance to vary, and potential value overruns are just a few of the problems that organizations could face. Research indicates that while Agile can result in elevated productiveness, higher product quality, and improved buyer satisfaction, it also presents challenges in implementation, notably in larger organizations or extra advanced initiatives. Studies highlight the significance of efficient team dynamics, expert personnel, and supportive organizational culture as important elements for adopting Agile efficiently.

These are ideas (sometimes referred to as constructs) that aren’t instantly observable and sometimes broad in which means, allowing for many totally different interpretations. Accordingly, scale improvement can be a useful step when developing surveys capturing these types of ideas. Both end result mapping and harvesting are broadly utilized in improvement analysis in general. A sensible difficulty of their employment by IEOs, nevertheless, is their necessarily participatory nature. Outcome mapping and harvesting are both appropriate for higher understanding the changes which may be occurring amongst stakeholders with quick, direct program contact.

  • For example, Scrum is specifically designed for “sprints”, the shortest cycles of time.
  • Agile and Waterfall are two methodologies used in software program improvement tasks.
  • An excessive bottom-up method with out the best coordination can outcome in silos since teams may prioritize their very own wants without considering the organization as an entire.
  • There are many and various advantages to the integrative strategy to therapy and “the bringing collectively of affective, cognitive, behavioral, physiological, and methods approaches to psychotherapy” (Moursund & Erskine, 2011, p. 33).
  • Social community evaluation (SNA) is an approach for analyzing the relationships (connections) amongst people, groups, organizations, or other entities inside a specified network.

One all-too-common issue is that secondary knowledge, especially large-scale databases assembled for administrative functions, may not match the informational wants of specific evaluations. The scope and level of aggregation might depart the data troublesome to anchor in an area context. Other limitations usually involve nontransparent and doubtlessly unreliable data assortment procedures, and time gaps in dissemination and accessibility. Another—closely related—avenue for data assortment and management is the usage of web-based software platforms to store real-time information collected from a number of users. To illustrate, software program such as Sensemaker permits for real-time collection and evaluation of respondent narratives.

Through collaborative discussions and workshops, every staff member contributes their expertise, estimating task durations, resource needs, and potential challenges. The growth team at Meerkat.app, a software startup, encounters a roadblock in a critical project. Instead of waiting for top-down directives, the staff members take the initiative to collaborate and brainstorm options. Through open discussions, they determine a more environment friendly coding methodology that can overcome the obstacle.

Read on to be taught more concerning the advantages and drawbacks of the Waterfall model and to see how Lucidchart may help you and your group apply it to your next project. Rachaelle Lynn, a Certified SAFe Agilist, is a marketing supervisor and subject material professional at Planview, a market-leading provider of project portfolio management, lean and agile delivery, project management, and innovation administration software. Her experience in various B2B and B2C industries proceed to drive her curiosity in the SaaS customer journey. As a result, it’s important to remember of the disadvantages of Agile methodology. One shortcoming is that software program for qualitative evaluation is typically mistaken for an analytical strategy or is considered as performing the information evaluation itself.

As such, focus teams also lend themselves properly to collaborative analysis approaches (see steering note 7, Participatory Approaches to Evaluation). Moreover, members of some weak teams may really feel more comfy in expressing their views within the presence of their peers rather than in one-on-one interviews with an external evaluator. A survey of real-world purposes of experimental designs reveals a quantity of design variations.

21 Sep
Sober living

Why Does My Back Hurt When I Drink Alcohol?

kidneys and back pain and alcohol

Alcohol and other waste products must be removed from the body by the kidneys. Pain in the kidneys may indicate more significant health problems. If you do choose to drink alcohol, limit your intake to no more than one to two drinks per day.

kidneys and back pain and alcohol

What are the signs of kidney damage from alcohol?

Depending on the extent of dehydration, a healthcare professional may give youintravenous (IV) fluids as the most efficient means of helping you rehydrate. I have stabbing pain in my right flank and lower abdomen with mild discomfort after urination. For overall kidney and liver health, take an essential amino acid supplement daily. BetterHelp offers affordable mental health care via phone, video, or live-chat. Sometimes, UPJ will improve independently or be treated with a minimally invasive procedure. However, more research is needed into the link between alcohol use and kidney injury.

I can’t urinate after drinking alcohol

A little alcohol—one or two drinks now and then—usually has no serious effects. The NKF also notes that excessive drinking can cause acute kidney injury (AKI) — a sudden decrease in kidney function that usually resolves with time but may be lasting in some cases. If you have kidney cancer, it’s best to talk with your doctor about moderate drinking.

How kidneys recover from alcohol damage

kidneys and back pain and alcohol

He is a leading biohacking expert and an experienced physiotherapist. Regular exercise strengthens the muscles that support my spine, improving posture and flexibility. I practice low-impact activities like swimming or yoga to reduce strain on my back. To manage stress, which can tense the muscles and exacerbate back pain, I use techniques like mindfulness or deep-breathing exercises.

  • Treatment for chronic kidney disease includes dialysis and even a kidney transplant.
  • When you drink alcohol, your kidneys play a vital role in filtering harmful substances from your blood.
  • And medications for high blood pressure can be affected by alcohol.
  • Patients with this conditions will experience significant amounts of back pain not only due to the damaged nerves but also do the nutritional status of the patient.

Alcohol can cause changes in the function of the kidneys and make them less able to filter your blood. In addition to filtering blood, your kidneys do many other important jobs. One of these jobs is keeping the right amount of water in your body. Causes range from kidney stones and infections to liver disease, often intensified by excessive alcohol intake. The discomfort may be mild or severe and manifest on one or both sides of the body.You may also experience kidney pain immediately after drinking alcohol or after you have stopped drinking.

kidneys and back pain and alcohol

People with alcohol-induced CKD will require treatment for AUD as well as CKD. Individuals who are concerned about their drinking habits can also consult a doctor for guidance on professional help and support. Kidney pain symptoms include lower back pain, fever, chills, and more.

Search Results

  • Addiction Resource does not favor or support any specific recovery center, nor do we claim to ensure the quality, validity, or effectiveness of any particular treatment center.
  • The kidneys are responsible for filtering blood to remove waste products, cellular debris, metabolic byproducts and extra water, which becomes urine.
  • It could affect one or both sides of the body and be minor or severe.
  • The symptoms and severity of a UTI may get worse after drinking alcohol.

Consume a lot of water and get in touch with your doctor right away if you suspect kidney infection. In order to ease discomfort, you can apply heat or take medication. Regular heavy drinking can eventually cause CKD, which can lead to kidney failure. There’s no cure for CKD, but treatment can help relieve symptoms and keep it from getting worse. Alcohol is also known to dehydrate the body, which can affect the regular function of the kidneys. People who drink too much are also more likely to have high blood pressure.

  • Even without binge drinking, regularly drinking too much too often can also damage the kidneys.
  • When acute kidney injury occurs, treatment can be given in the form of dialysis until kidney function returns to normal.
  • Proper hydration is critical; it helps to maintain the health of spinal tissues and discs.
  • According to the NKF, one potential symptom of AKI is flank pain, which is pain in the side of the back, between the ribs and hips.
  • Are you ready to feel empowered and discover life beyond alcohol?

Tight chest pain after drinking alcohol, healthy male

The kidneys are about the size of our fists and are located below the rib cage on either side of our spines. Kidney pain may be experienced as back pain, but if there is kidney damage resulting from how does alcohol affect the kidneys alcohol use, other symptoms may occur. We review the symptoms of kidney damage and kidney failure further along in this article, but first let’s discuss how alcohol interacts with the kidneys.

If your doctor confirms kidney infection, you will be required to take antibiotics. If your kidney infections are recurring or turn severe, you may need hospitalization or surgery. To treat liver disease, you may be advised to stop drinking alcohol, lose weight, and follow a nutritional diet. One important method of treating kidney pain is making lifestyle changes that can promote kidney health and alleviate kidney problems.

kidneys and back pain and alcohol

However, severe or recurring kidney infections may need surgery or hospitalization. Alcohol can dehydrate your system and impair your kidney’s ability to function. Threats to proper kidney function lead to severe medical issues and negatively impact other body parts. Reducing alcohol intake can lessen the risk of alcohol-related kidney disease. It is important to see a doctor for any and all kidney pain, whether it is related to alcohol consumption or not. A person may feel intense back pain or pain in their genitals or stomach as the body attempts to pass the stone.

06 Sep
Sober living

How to start an NA Meeting

what is a na meeting

It is about admitting powerlessness in the face of addiction. If you want what we have to offer, and are willing to make the effort to get it, then you are ready to take certain steps. For those who wish to participate, meetings will conclude with another reading of the Serenity Prayer along with ‘Just For Today’ and the third step prayer. NA and AA groups are peer-based models designed to help people share support, advice, experiences, and hope. The idea is that as you have benefitted from someone else’s help, you should pay it forward by helping others. Without people’s contributions, these mutual support groups will cease to exist.

How Effective is Narcotics Anonymous (NA) for Drug Addiction?

Support people and loved ones who are not in recovery themselves are typically welcome to attend open meetings. NA meetings include people of every demographic and at various recovery levels, from many years to just a few days of sobriety. Click here for a list of virtual meetings, shown in the time zone from which you’re searching. Most of us realized that in our addiction we were slowly committing suicide, but addiction is such a cunning enemy of life that we had lost the power to do anything about it. Many of us ended up in jail, or sought help through medicine, religion, and psychiatry. Our disease always resurfaced or continued to progress until, in desperation, we sought help from each other in Narcotics Anonymous.

Narcotics Anonymous Meeting Finder

We feel that our approach to the disease of addiction is completely realistic, for the therapeutic value of one addict helping another is without parallel. We feel that our way is practical, for one addict can best understand and help another addict. These can you overdose on kratom meeting formats can be broken down even further, in the way that some of the discussions are conducted. All NA meetings have some element of discussion, the amount of which can vary. Some have a looser, open-sharing format where anyone can speak.

The 12 Steps of Narcotics Anonymous

Twelve-step programs such as Narcotics Anonymous can be helpful, but you should start by talking to your doctor about your first steps. If you are preparing to quit, medications are also available that can help you detox and manage your symptoms of withdrawal. 12-step programs observe 12 principles to help you stay clean from whatever addiction you’re dealing with. Narcotics Anonymous, often referred to as NA, is a 12-step program where people with drug addictions can find support in recovery. It is a group where people recovering from drug addiction can help each other pursue healthy choices. The NA literature describes it as a program “for addicts who wish to pursue and maintain a drug-free lifestyle.”

what is a na meeting

Narcotics Anonymous (NA) is a nonprofit program for recovering and active drug users. Members attend weekly (anonymous) meetings to help one another maintain sobriety. This step focuses on acknowledging how to identify an alcoholic the harm caused by an individual’s addiction. In doing so, people can then feel more motivated to stick to their recovery in order to improve or restore their relationships with others.

what is a na meeting

Measuring success regarding specific data is challenging because NA members are anonymous. Additionally, most research focuses on a specific time frame. This means an NA member might be sober during data collection, but relapse occurs weeks, months, or years later. Your NA group might operate similarly in structure, but it will differ from meetings in other cities, states, and worldwide.

This can be difficult, but if you’ve found yourself feeling isolated lately, steps eight and nine can help you improve your relationships and rejoin your community. NA believes in an abstinence model of recovery, which means being completely drug free. But if you’re addicted to opioids, you may be taking buprenorphine maintenance therapy (BMT). The group’s official position is that the only criteria for membership is a desire to stop using drugs. If you want to continue with the program, NA recommends that new members go to a meeting every day for at least 90 days. You may be nervous at your first meeting, and it may take some time for you to feel like you can stay with the program and your recovery.

  1. There are various types of discussion formats in Narcotics Anonymous meetings.
  2. We seemed to be incapable of facing life on its own terms.
  3. Anyone may join us, regardless of age, race, sexual identity, creed, religion, or lack of religion.
  4. But if you’re addicted to opioids, you may be taking buprenorphine maintenance therapy (BMT).

If you are considering undertaking the 12 steps of NA, you’re not alone. According to a 2020 study, approximately 45% of Americans who have recovered from substance addiction have used 12-step programs to do so. Like AA, NA is a free, community-based resource that anyone can access.

There is one thing more than anything else that will defeat us in our recovery; this is an attitude of indifference or intolerance toward spiritual principles. Three of these that are indispensable https://sober-house.org/marijuana-statistics-in-the-us-cannabis-use-abuse/ are honesty, open-mindedness, and willingness. We suffered from a disease from which there is no known cure. It can, however, be arrested at some point, and recovery is then possible.

As you confront your past, you may find yourself feeling guilty or ashamed of your actions. This step helps you build the willingness to change your behavior. We made a decision to turn our will and our lives over to the care of God as we understood God.

You’ll also get key tags when you reach 60 days, 90 days, 6 months, 9 months, 1 year, 18 months, and then yearly from that point on. The group’s facilitator will ask at the beginning of the meeting if there are any new members in attendance. This is your chance to raise your hand and introduce yourself. There will be people at the meeting who are also new to the program. You may gain new members every week, and some may not show up at all. The 12 steps of NA are a guide you can use to help you in your recovery.

We did many people great harm, but most of all we harmed ourselves. Through our inability to accept personal responsibilities we were actually creating our own problems. We seemed to be incapable of facing life on its own terms. Narcotics Anonymous is closely modeled after its predecessor and as such, NA meetings are centered around confidentiality and non-judgemental support. The literature that’s read, the types of discussions held, and even who’s allowed to attend the meeting, are all variables that can affect the format of the meeting.