Klondike Solitaire Patience

95 installs
Ratings not yet available
2.00 monthly active users
$<10K monthly revenue est.
IAP 27% · Ad 73%

Klondike Solitaire Patience Summary

Klondike Solitaire Patience is a ad-supported, with in-app purchases Android app in Card by CodeCube Brothers Partnership. Released in Nov 2023 (2 years ago). It has about 95+ installs Based on AppGoblin estimates, it reaches roughly 2.00 monthly active users and generates around $<10K monthly revenue (27% IAP / 73% ads). Store metadata: updated Nov 12, 2023.

Store info: Last updated on Google Play on Nov 12, 2023 .


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Screenshots

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App Description

Classic Klondike Solitaire with a fresh and modern feel!

The Klondike Solitaire is a classic card game that you can play by yourself. It is also known as Canfield, Patience, or simply Solitaire in some countries.

The goal of the game is to sort all the cards into four piles, one for each suit, from ace to king. Sounds easy, right? But there’s a catch: you can only move cards that are face up, and you can only stack them in alternating colors and descending order. For example, you can put a black queen on a red king, but not on a black king!

You also have a stock of cards that you can draw from, but you can only go through it once, three times, or limitless, depending on the variation. Klondike solitaire is a game of skill, strategy, and luck. You need to plan your moves carefully, but sometimes you also need a bit of luck to get the cards you need. Klondike solitaire is one of the most popular and challenging versions of solitaire.

The Klondike Solitaire is also a game with a rich history. It is believed that the game was named after the Klondike region of Canada, where a gold rush happened in the late 19th century. Many gold miners played this game to pass the time during the long and cold nights.

This game offers basic Klondike Solitaire, Open Klondike Solitaire, and Double Klondike Solitaire games in one pack.

There is also a solitaire challenge waiting for you on each day of the year, can you solve every one of them?