> For the complete documentation index, see [llms.txt](https://the-orphans.gitbook.io/the-orphans/llms.txt). Markdown versions of documentation pages are available by appending `.md` to page URLs; this page is available as [Markdown](https://the-orphans.gitbook.io/the-orphans/gameplay-essentials/create-your-orphans.md). # Create your orphans

Your journey in The Orphans begins with the creation of your very first character. {% hint style="info" %} We offer various minting options to suit different player preferences and strategies {% endhint %} ### Common **Price: Free**\ This option is perfect for newcomers and those transitioning from Web2 games. It guarantees a Common rarity Orphan, allowing players to experience the game without any initial investment.


	They are the standard starting point, providing a balanced base for players to learn the game mechanics. This character is perfect to start and enjoy the firsts battles!

### Rare **Price: $20**\ For players looking for an edge, this option offers a 90% chance of a Rare Orphan, a 9% chance of an Epic, and a 1% chance of a Legendary.


	They offer accelerated growth, gaining experience twice as fast as Common ones. They also have a 25% better chance of acquiring powerful skills and gain an extra stat point with each level up.

### Epic **Price: $50**\ This tier provides a 70% chance of a Rare Orphan, a 28% chance of an Epic, and a 2% chance of a Legendary, appealing to more serious players.


	They progress even faster, with triple the XP gain of Common Orphans. They boast a 50% increased chance of obtaining potent skills, come with a unique skin, and receive two additional stat points per level.

### Legendary **Price: $500**\ For the most dedicated players, this option guarantees either an Epic (90% chance) or a Legendary (10% chance) Orphan.


	They are the pinnacle of power. They gain experience four times faster than Common Orphans, have an 80% better chance of acquiring top-tier skills, feature a unique skin and special ability, and gain three extra stat points with each level.