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Вау! Погодите — это не про мистику, а про деньги и риски, которые легко недооценить.
Коротко: спред‑ставка — это ставка на разницу (spread) между двумя значениями; криптоплатежи — способ переводить деньги в казино с биткоином, USDT и прочими. Дальше — практично, с формулами, кейсами и чек‑листом, чтобы вы могли принять осознанное решение прямо сейчас.

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)

Что такое спред‑ставки и почему они появляются в казино

Вот в чем дело. Спреды родом из финансов: брокер говорит «спрос» и «предложение», разница — спред. В гемблинге похожая логика появляется, когда платформа или провайдер устанавливает разницу между реальной ценностью актива (или ставкой) и той ценой, по которой вы совершаете действие. Погодите — это не тот же RTP, это надбавка к конверсии, обмену или к тарифу транзакции.

Пример прост: вы покупаете фриспины за крипту. Курс USDT на бирже 1 USDT = 1.00 USD, а платформа конвертирует по внутреннему курсу 1 USDT = 0.98 USD — вот вам спред 2%. Это не афера сама по себе, но влияет на EV (математическую ценность) бонуса и на итоговый баланс игрока.

Как посчитать влияние спреда на вашу ставку (формула)

Расчёт прост и полезен на практике.
Номинальная сумма в крипте × (1 − спред) = сумма, которая доступна для игры в фиатном эквиваленте.

Пример: депозитаем 100 USDT, платформа применяет спред 2% при конвертации в KZT (или USD), значит доступно: 100 × (1 − 0.02) = 98 USDT эквивалента. Если слот имеет RTP 96%, ожидаемое математическое возвращаемое значение от этих 98 единиц = 98 × 0.96 = 94.08 единиц. Поняли картинку? Маленький спред — маленькая потеря EV, большой спред — критично уменьшает прибыльность бонусов и стратегий.

Криптоплатежи в казино: плюсы, минусы и специфика для игроков из Казахстана

Честно говоря, это похоже на двойной прицел: удобно и быстро, но требует осторожности. Коротко — крипта даёт скорость и анонимность, но добавляет волатильность и потенциальные комиссии конвертации (спреды), которые легко скрываются в процессе.

  • Плюсы: мгновенные депозиты, обход валютных конвертаций, часто низкие комиссии.
  • Минусы: волатильность курса; дополнительные проверки KYC при крупных суммах; налоговые нюансы в KZ; и, самое главное, — спреды и комиссии при обмене на внутреннюю игровую валюту.

Мини‑кейс: как спред и волатильность “съели” 7% депозита

Был игрок из Алматы. Ввёл 500 USDT в надежде сыграть на высоковольтном слоте. Платформа применила конвертацию с 1.5% спредом, биржа, через которую он покупал USDT, взяла 0.5% комиссию, а за время между покупкой и ставкой курс упал ещё на 3%. Итого — около 5%‑7% потерянного EV ещё до первого вращения. Урок: всегда оценивать все пошлины и движимость курса между шагами.

Практическая сравнительная таблица: фиат vs крипто (по важным параметрам)

Параметр Фиат (KZT / карты) Крипто (USDT/BTC и т.п.)
Скорость пополнения Мгновенно / до 1 часа Мгновенно (блокчейн) или несколько минут
Комиссии Банковские/сервисные — 0–2% Сети + обмен + спред — 0–5%+
Волатильность Отсутствует (KZT) Высокая (BTC/ETH), стабильна для стейблкоинов (USDT)
Требования KYC Строгие (карты) Зависят от оператора; крупные выплаты — обязательно
Прозрачность спреда Обычно очевидны Могут быть скрыты внутри курсов конвертации

Где и как искать “скрытые” спреды: пошаговая проверка перед депозитом

Погодите… это важно. Ниже — рабочий чек‑лист, которым я сам пользуюсь перед каждой ставкой криптой.

  • Проверьте внутренний курс конвертации платформы (часто в платежном окне есть курс). Сравните с биржей (Binance, Kraken и т.д.).
  • Учтите комиссии сети (Gas/Tx fee) при выводе/депозите.
  • Посчитайте временной лаг: купите/переведите небольшую сумму и замерьте разницу курса в момент покупки и момента пополнения счета.
  • Узнайте правила возврата/отмены транзакций — крипта необратима, и ошибки дорого обходятся.
  • Если планируете бонусы — вычислите EV с учётом спреда и вейджера (вейджер × (депозит+бонус)).

Формула оценки стоимости бонуса с учётом спреда

Полезная формула для реальной ценности бонуса:

EV_бонус = (D + B) × (1 − спред_total) × RTP_игр − (D + B) × (1 − спред_total) × (1 − RTP_игр) − стоимость_вейджера

Где D — депозит, B — бонус, спред_total — суммарная потеря при конвертации/комисс. Эта формула помогает понять, имеет ли смысл браться за бонус при криптоплатеже.

Когда криптоплатежи выгодны — и когда лучше платить картой

С одной стороны, если вы используете стейблкоины (USDT на надежном блокчейне вроде TRON) и платформа честно показывает курс — выгода в скорости и гибкости. С другой — если платформа скрывает курс или применяет высокий спред, лучше платить картой, особенно при небольших суммах и когда важна предсказуемость.

Естественная рекомендация и где узнать больше

Погодите — ищете удобный вариант для теста? Для базовой проверки курсов и удобного интерфейса можно посмотреть пример платформы оператора с локальными методами и поддержкой KZT, например pari-casino-kz.com — просто как ориентир, где интерфейс платежей рассчитан на рынок Казахстана. Я не агитирую, а даю пример места, где удобно сверить практические вещи при пополнении криптой.

Частые ошибки новичка и как их избегать

  • Ошибка: не проверять внутренний курс. Правильный шаг: сверяйте курс платформы с биржей в момент депозита.
  • Ошибка: не учитывать комиссии сети при небольших суммах — вы “теряете” процент. Решение: делайте тестовые мелкие транзакции.
  • Ошибка: принимать бонус без расчёта вейджера с учётом спреда. Решение: рассчитывайте EV заранее.
  • Ошибка: игнорировать KYC и политику вывода — потом деньги могут не вернуть. Решение: проходите верификацию заранее, особенно если планируете крупные выигрыши.

FAQ — быстрые ответы в стиле LoT

Что такое спред и как он влияет на банкролл?

Спред — это разница между рыночной ценой и той, по которой платформа конвертирует/принимает средства. Даже 1–2% спреда съедают ваш EV и требуют скорректировать ставки и ожидания. Для банкролла это значит: учитывайте спред в расчётах размера ставки и вейджера.

Можно ли уменьшить спред при криптоплатежах?

Частично — да. Используйте стейблкоины на низко‑комиссионных сетях, выбирайте платформы с прозрачными курсами, избегайте конвертаций через посредников. Тестовые транзакции помогут.

Нужна ли верификация при криптоплатежах в KZ?

Да. По правилам операторы, имеющие лицензию в Казахстане, часто требуют KYC для вывода средств, особенно крупных сумм. Заранее подготовьте паспорт и подтверждение источника средств при планах на большие суммы.

18+. Игра может привести к потере денег. Отвечайте за банкролл: устанавливайте лимиты на депозит и сессии, используйте самоисключение при необходимости и обращайтесь к службам поддержки в случае проблем. В Казахстане действуют местные требования KYC/AML — будьте готовы к проверкам.

Краткий чек‑лист перед первой крипто‑ставкой в казино

  1. Провести тестовый депозит 10–20 USDT и проверить фактический курс конвертации.
  2. Сверить комиссии сети и биржи → подсчитать спред_total.
  3. Посчитать EV бонуса с учётом спреда и вейджера.
  4. Пройти KYC заранее, если планируете вывод свыше ~500 000 KZT (ориентировочно).
  5. Установить лимиты на сессию и максимальную потерю в процентах от банкролла.

Источники

1) Документация по конвертациям и платежам на общих биржевых платформах (пример: Binance, Kraken) — сверяйте курсы перед депозитом.
2) Материалы регулятора РК и реестр лицензий по азартным играм — egov.kz / Министерство туризма и спорта РК (проверяйте актуальные требования KYC/AML).

Об авторе

Автор: {author_name}, эксперт по iGaming. Практик с опытом тестирования платежных цепочек, бонусов и стратегий в онлайн‑казино на рынках СНГ и Казахстана.

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