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RMRK RPG Maker Creation => Requests => Script Request => Topic started by: Foxhounder on June 19, 2014, 11:35:43 PM

Title: [VX] Modification to Modern Algebra's Multiple Parties Script
Post by: Foxhounder on June 19, 2014, 11:35:43 PM
Multiple Parties Modification
6/20/2014




Summary
Modern Algebra's original script can be seen here. http://rmrk.net/index.php/topic,25710.0.html

In summary, the original script allows the user to easily save and recall different party members and configurations. This allows for separate inventories, gold, steps, quest, etc. The modification I am looking for is something that would allow an option for the inventory and gold to be global. So really, the only thing the script would be doing is memorizing the actors and switching them, but leaving the inventory intact.

The project I am currently working on has strategy RPG elements. Between each strategy mission, the player is able to craft different items (such as healing items or weapons). They also choose the people who will be in each party. During a strategy mission, the player can switch between these parties to defend/fight against enemy units. The problem is, if the inventory changes with each party, then making potions and weapons prior to the battle will only benefit the initial party. Also, any items or gold won in battle will stay with the party that fought the battle, and be inaccessible afterwards. If there were an option to use a single, unchanging inventory, then it would benefit all the player-made parties.

I am getting closer and closer to finishing my project, but this problem is holding back a lot of the development (such as balancing of strategy missions and whatnot). I've looked around and I haven't found anything for VX, but I feel this script would be beneficial to anyone who wants to make a multiple party scenario similar to Kefka's Tower in Final Fantasy 6. If anyone would be willing to take a look and help out, I would be immensely grateful.



Features Desired

Games its been in


Scripts being used for compatability

Again, thanks for the consideration.

Cheers