| Rewards at a Glance | |
| Symbol | π° |
| Currency | CHF (conditional) |
| Cash-out | By tranches of CHF 100, at the pace of user subscriptions (no guarantee) |
| Basis | Bonding Curve (real expenses) |
| Speculation? | β None β transparent |
| FINMA | Sandbox / utility token |
| See also | Karma tokens (the exchange currency for services) |
| See also | Terms & Conditions |
WikiDeal generates two clearly separate concepts of Credits: Rewards (which can be cashed out) and Karma tokens (the exchange currency for services). This page covers Rewards only.
Rewards are converted into Swiss francs at the pace of the subscriptions taken by users. They represent a conditional claim on future subscription revenue, not a debt or financial instrument: there is no guarantee on timing or completion, and their availability depends entirely on the number of subscribed users.
* No financial return is guaranteed. See Terms & Conditions and FINMA sandbox rules.
Cash-out occurs in tranches of CHF 100. As subscription revenue accumulates in the redistribution pool, it is allocated to Reward holders based on the proportion of Rewards they hold. When a holder's allocated share reaches CHF 100, that tranche becomes available for cash-out.
A Gift is a voluntary Donation from a funder or participant to the WikiDeal community pool. It is NOT a type of Credit β it is a separate act. The amount of Gifts available depends on the pressure degree:
Gift is an optional, voluntary layer.
Credits are generated by the Bonding Curve β a mathematical formula that determines how many Credits you receive per CHF contributed:
The Need-Driven Funding mechanism regulates when Rewards become available:
Every User Group can launch its own funding campaign using the exact same methodology as WikiDeal Core. The same bonding curve, the same Rewards, the same Gift mechanism operating in the background.
This means the Babysitting User Group or the Street Fundraising User Group can attract funders specifically for their local infrastructure using a proven, transparent funding model.