Dojo

[SyracuvatTenlii]

Welcome to the Dojo
Here, you can teach your pokemon Signature Moves!
What are they, you ask? Well, they are completely invented moves usable only by the pokemon of your choice! Sounds great, right?

Here's how it works. Copypaste the following formula onto a post--

[Your Pokemon] would like to learn a new move!
The move will be called [Name of the Move you're creating] and it will work as such--
[Here, you describe how what the move does and what it hopes to accomplish.]

If the move is accepted, your pokemon will not be allowed to fight in ASB until you pick it back up. Depending on the difficulty of the move, it may take anywhere between 12 and 72 hours.
Also depending on the difficulty of the move, you will be charged anywhere between $10 and $25. If you find that you lack the funds after the price is given, you may take your pokemon back immediately and not be charged. If you are charged for more money than you have, you will be in debt with the bank.

As a bonus, you can teach 2 pokemon a Signature Duet. This is a move that only they can do when together in a Double or Triple battle. The same idea applies, but with this format:

[Your Pokemon] and [Another Pokemon] would like to learn a new move together!
The move will be called [Name of the Move you're creating] and it will work as such--
[Here, you describe how what the move does and what it hopes to accomplish.]

Ground Rules

1. This is NOT where your pokemon learns a move that it cannot learn ingame. If you break this rule, you will be banned from the dojo and you will not be able to give your pokemon Signature Moves.
2. One signature move per pokemon, please.
3. If an idea is taken, do not try to copy it. There's a reason it's called the "Signature Move"
4. You cannot teach a pokemon a signature move while it is in battle. This also applies if the pokemon was involved in a battle, then switched out, and the battle is still going.
5. If two pokemon use a Signature Duet, that counts as one turn, and its speed will be based on the average of the two's speeds.