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Table of Contents
Beta sale
The beta sale included 5 different contracts and introduced the franchise contracts system, rewarding owners by random monthly drops. The beta sale started on October 14th 2022 with a 10 days reserved sale for alpha players.
Beta packs shop prices
A discount was applied on the pack prices during the reserved sale. This discount was stopped after the end of the reserved sale.
Item | Price | Discounts during presale |
---|---|---|
Contracts | 140$ or 180$ | -50$ or -90$* |
Boosters | 3.5$ ? | ? |
*The discounted price of all contracts were the same during the reserved sale. However, sold out contracts saw their public sale price increase to 180$, leading to an increased discounted price.
Beta packs shop supply
Initial supply of the beta contracts was set to a soft supply cap of 300 each, however the actual supply could be higher if all the reserved contracts were purchased during the reserved sale. At the end of the reserved sale, the remaining supply was sold to public for 3 days.
Item | Initial supply | Delivered supply |
---|---|---|
Contracts (Achean) | 300 | ? |
Contracts (Vogan) | 300 | ? |
Contracts (Esdrovian) | 300 | ? |
Contracts (Starbase) | 300 | ? |
Contracts (Street) | 300 | ? |
Alpha player reserved allocation
During the reserved sale, alpha players were allowed to purchase a limited amount of packs. This allocation started at 20 boosters and 0 of each contracts for all active alpha players, and was increased by lots of +25 boosters and +1 of each contracts depending on their settler points and their faction power points.
Alpha players were given one lots for every:
- 200 settlers points
- 5 000 faction power points until 50 000 faction power points
- 10 000 faction power points above 50 000 faction power points
The calculation can be formalised as follow:
- booster allocation
= 20 +
lots* 25
- contract allocation (each)
=
lots
With the lots number determined by the following formula:
- lots
= round({settlers points} / 200, 0) + min(10, round({faction power points} / 5 000, 0)) + max(0, round([{faction power points} - 50 000] / 10 000, 0))