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Gov/en/Portal:Economy/Funder-Stories: Difference between revisions

From WikiDeal
Redistribution narrative: remove ROI/yield vocabulary (Theo 2026-07-16)
Rewards vocabulary: umbrella term Credits renamed to Rewards (Theo 2026-08-03)
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From WikiDeal, a Wikipedia of e-commerce · Pilot 1, Prototype 1 · ''Socio-Technical Innovation, WikiDeal concept ([[Gov/en/Portal:Meta/Licensing-and-Credits|credits]])''
From WikiDeal, a Wikipedia of e-commerce · Pilot 1, Prototype 1 · ''Socio-Technical Innovation, WikiDeal concept ([[Gov/en/Portal:Meta/Licensing-and-Credits|credits]])''


WikiDeal's financial mechanisms can seem complex at first. This page walks through two fictional but realistic profiles, '''Kim''' and '''Noah''', to show exactly how each step works: from initial contribution, through Credit allocation, to monthly rewards and cashout. These are illustrative examples based on the Prototype 1 model.
WikiDeal's financial mechanisms can seem complex at first. This page walks through two fictional but realistic profiles, '''Kim''' and '''Noah''', to show exactly how each step works: from initial contribution, through Reward allocation, to monthly rewards and cashout. These are illustrative examples based on the Prototype 1 model.
== Meet Kim & Noah ==
== Meet Kim & Noah ==
'''Kim''': A 34-year-old community organizer based in Seoul. Believes in cooperative economics and wants to support WikiDeal's early phase with CHF 1,000.
'''Kim''': A 34-year-old community organizer based in Seoul. Believes in cooperative economics and wants to support WikiDeal's early phase with CHF 1,000.
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== Step 1: The Contribution (Bonding Curve) ==
== Step 1: The Contribution (Bonding Curve) ==
When a funder contributes CHF to WikiDeal, the amount is processed through the [[Gov/en/Portal:R&D/Innovations:Bonding Curve|Bonding Curve]] formula. The bonding curve determines how many [[Gov/en/Portal:Economy/Rewards|Credits]] are issued in return. Crucially, the earlier a funder contributes (when the reserve is low), the more Credits they receive per CHF. This is the '''Bonding Curve advantage''', not a payout multiplier.
When a funder contributes CHF to WikiDeal, the amount is processed through the [[Gov/en/Portal:R&D/Innovations:Bonding Curve|Bonding Curve]] formula. The bonding curve determines how many [[Gov/en/Portal:Economy/Rewards|Rewards]] are issued in return. Crucially, the earlier a funder contributes (when the reserve is low), the more Rewards they receive per CHF. This is the '''Bonding Curve advantage''', not a payout multiplier.


* '''Kim''' contributes CHF 1,000 → receives approximately CHF 100 worth of Rewards (example from bonding curve formula at r=0: ~100 CHF reward = ~10,000 Credits at CHF 0.01/Credit)
* '''Kim''' contributes CHF 1,000 → receives approximately CHF 100 worth of Rewards (example from bonding curve formula at r=0: ~100 CHF reward = ~10,000 Rewards at CHF 0.01 per Reward)
* '''Noah''' contributes CHF 5,000 → receives approximately CHF 476 worth of Rewards (~47,600 Credits)
* '''Noah''' contributes CHF 5,000 → receives approximately CHF 476 worth of Rewards (~47,600 Rewards)


Early funders get more Credits per CHF because the reserve is low. As more contributions accumulate, the bonding curve adjusts, and each subsequent CHF brings fewer Credits. This is an inherent property of the formula, not a promotional bonus.
Early funders get more Rewards per CHF because the reserve is low. As more contributions accumulate, the bonding curve adjusts, and each subsequent CHF brings fewer Rewards. This is an inherent property of the formula, not a promotional bonus.


== Step 2: Credit Allocation (Need-Driven Funding) ==
== Step 2: Reward Allocation (Need-Driven Funding) ==
Not all Credits go directly to the funder. The [[Gov/en/Portal:R&D/Innovations:Need-Driven Funding|Need-Driven Funding mechanism]] splits the total Credits between the funder's personal '''Rewards''' and a '''community pool'''. This allocation is determined at funding time: it does not change later.
Not all Rewards go directly to the funder. The [[Gov/en/Portal:R&D/Innovations:Need-Driven Funding|Need-Driven Funding mechanism]] splits the total Rewards between the funder's '''personal Rewards''' and a '''community pool'''. This allocation is determined at funding time: it does not change later.


* The Need-Driven Funding percentage (P2) defines how much goes to Rewards vs. the community pool.
* The Need-Driven Funding percentage (P2) defines how much goes to Rewards vs. the community pool.
* Example: if the Need-Driven Funding percentage is set at '''70%''':
* Example: if the Need-Driven Funding percentage is set at '''70%''':
* Kim's 10,000 Credits → '''7,000 Rewards''' + 3,000 to the community pool
* Kim's 10,000 Rewards → '''7,000 personal Rewards''' + 3,000 to the community pool
* Noah's 47,600 Credits → '''33,320 Rewards''' + 14,280 to the community pool
* Noah's 47,600 Rewards → '''33,320 personal Rewards''' + 14,280 to the community pool


The community pool portion supports WikiDeal's broader civic and operational goals. The Rewards held by Kim and Noah are what generate future rewards.
The community pool portion supports WikiDeal's broader civic and operational goals. The Rewards held by Kim and Noah are what generate future rewards.
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The primary ongoing reward mechanism is the distribution of WikiDeal's monthly subscription revenue across all Rewards in circulation. The formula is linear and transparent:
The primary ongoing reward mechanism is the distribution of WikiDeal's monthly subscription revenue across all Rewards in circulation. The formula is linear and transparent:


Revenue per Credit = Total monthly subscription revenue ÷ 100,000,000
Revenue per Reward = Total monthly subscription revenue ÷ 100,000,000


The denominator (100,000,000) represents the total Credits in the system. This keeps the formula stable and predictable as WikiDeal scales.
The denominator (100,000,000) represents the total Rewards in the system. This keeps the formula stable and predictable as WikiDeal scales.


=== Example Scenario ===
=== Example Scenario ===
WikiDeal has '''50,000 active subscribers''' paying CHF 1/month = CHF 50,000/month total revenue.
WikiDeal has '''50,000 active subscribers''' paying CHF 1/month = CHF 50,000/month total revenue.


* Revenue per Credit = CHF 50,000 ÷ 100,000,000 = '''CHF 0.0005''' per Credit per month
* Revenue per Reward = CHF 50,000 ÷ 100,000,000 = '''CHF 0.0005''' per Reward per month
* '''Kim''' (7,000 Credits) earns: CHF 0.0005 × 7,000 = '''CHF 3.50/month'''
* '''Kim''' (7,000 Rewards) earns: CHF 0.0005 × 7,000 = '''CHF 3.50/month'''
* '''Noah''' (33,320 Credits) earns: CHF 0.0005 × 33,320 = '''CHF 16.66/month'''
* '''Noah''' (33,320 Rewards) earns: CHF 0.0005 × 33,320 = '''CHF 16.66/month'''


=== Scaling Effect ===
=== Scaling Effect ===
As WikiDeal grows its subscriber base, rewards scale proportionally for all Credit holders:
As WikiDeal grows its subscriber base, rewards scale proportionally for all Reward holders:


{| class="wikitable wikitable"
{| class="wikitable wikitable"
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! Active Subscribers
! Active Subscribers
! Monthly Revenue (CHF 1/sub)
! Monthly Revenue (CHF 1/sub)
! Revenue/Credit
! Revenue/Reward
! Kim (7,000 Credits)
! Kim (7,000 Rewards)
! Noah (33,320 Credits)
! Noah (33,320 Rewards)
|-
|-
| 10,000
| 10,000
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|}
|}


''Note: these figures assume CHF 1/month per subscriber and a fixed Credit count for Kim and Noah. Actual rewards will vary based on real subscription pricing and total Credits in circulation.''
''Note: these figures assume CHF 1/month per subscriber and a fixed Reward count for Kim and Noah. Actual rewards will vary based on real subscription pricing and total Rewards in circulation.''


== Step 5: Cashout Conditions ==
== Step 5: Cashout Conditions ==
Kim and Noah can convert their Rewards to CHF when the cashout conditions defined by the protocol are met. Key principles:
Kim and Noah can convert their Rewards to CHF when the cashout conditions defined by the protocol are met. Key principles:


* '''No speculation:''' The CHF value of each Credit is defined entirely by the algorithm. There is no secondary market, no price volatility.
* '''No speculation:''' The CHF value of each Reward is defined entirely by the algorithm. There is no secondary market, no price volatility.
* '''Revenue-linked:''' Cashout is possible when sufficient subscription revenue has been generated to back the redemption. This ensures the system remains solvent and sustainable.
* '''Revenue-linked:''' Cashout is possible when sufficient subscription revenue has been generated to back the redemption. This ensures the system remains solvent and sustainable.
* '''Transparent timing:''' The protocol defines clear thresholds for when cashout windows open, Kim and Noah can track this through their contributor dashboard.
* '''Transparent timing:''' The protocol defines clear thresholds for when cashout windows open, Kim and Noah can track this through their contributor dashboard.
* '''Proportional:''' Cashout amounts are proportional to the number of Rewards held and the current CHF value per Credit at the time of redemption.
* '''Proportional:''' Cashout amounts are proportional to the number of Rewards held and the current CHF value per Reward at the time of redemption.


This design eliminates speculative risk for contributors while ensuring WikiDeal can meet its obligations as it scales revenue.
This design eliminates speculative risk for contributors while ensuring WikiDeal can meet its obligations as it scales revenue.

Revision as of 08:58, 3 August 2026

💡 In simple words: This page shares stories from people who gave money to support WikiDeal.


Funder Stories: How Kim & Noah Earn Their Rewards

From WikiDeal, a Wikipedia of e-commerce · Pilot 1, Prototype 1 · Socio-Technical Innovation, WikiDeal concept (credits)

WikiDeal's financial mechanisms can seem complex at first. This page walks through two fictional but realistic profiles, Kim and Noah, to show exactly how each step works: from initial contribution, through Reward allocation, to monthly rewards and cashout. These are illustrative examples based on the Prototype 1 model.

Meet Kim & Noah

Kim: A 34-year-old community organizer based in Seoul. Believes in cooperative economics and wants to support WikiDeal's early phase with CHF 1,000.

Noah: A 28-year-old software developer in Tokyo. Interested in the Wikinomics model, contributes CHF 5,000 to WikiDeal's first funding call.

Step 1: The Contribution (Bonding Curve)

When a funder contributes CHF to WikiDeal, the amount is processed through the Bonding Curve formula. The bonding curve determines how many Rewards are issued in return. Crucially, the earlier a funder contributes (when the reserve is low), the more Rewards they receive per CHF. This is the Bonding Curve advantage, not a payout multiplier.

  • Kim contributes CHF 1,000 → receives approximately CHF 100 worth of Rewards (example from bonding curve formula at r=0: ~100 CHF reward = ~10,000 Rewards at CHF 0.01 per Reward)
  • Noah contributes CHF 5,000 → receives approximately CHF 476 worth of Rewards (~47,600 Rewards)

Early funders get more Rewards per CHF because the reserve is low. As more contributions accumulate, the bonding curve adjusts, and each subsequent CHF brings fewer Rewards. This is an inherent property of the formula, not a promotional bonus.

Step 2: Reward Allocation (Need-Driven Funding)

Not all Rewards go directly to the funder. The Need-Driven Funding mechanism splits the total Rewards between the funder's personal Rewards and a community pool. This allocation is determined at funding time: it does not change later.

  • The Need-Driven Funding percentage (P2) defines how much goes to Rewards vs. the community pool.
  • Example: if the Need-Driven Funding percentage is set at 70%:
  • Kim's 10,000 Rewards → 7,000 personal Rewards + 3,000 to the community pool
  • Noah's 47,600 Rewards → 33,320 personal Rewards + 14,280 to the community pool

The community pool portion supports WikiDeal's broader civic and operational goals. The Rewards held by Kim and Noah are what generate future rewards.

Step 3: Annual Value Increase

A possible annual percentage increase on rewards is under study through a draft Open Call (not yet launched); no percentage is decided.

Step 4: Monthly Subscription Revenue Distribution

The primary ongoing reward mechanism is the distribution of WikiDeal's monthly subscription revenue across all Rewards in circulation. The formula is linear and transparent:

Revenue per Reward = Total monthly subscription revenue ÷ 100,000,000

The denominator (100,000,000) represents the total Rewards in the system. This keeps the formula stable and predictable as WikiDeal scales.

Example Scenario

WikiDeal has 50,000 active subscribers paying CHF 1/month = CHF 50,000/month total revenue.

  • Revenue per Reward = CHF 50,000 ÷ 100,000,000 = CHF 0.0005 per Reward per month
  • Kim (7,000 Rewards) earns: CHF 0.0005 × 7,000 = CHF 3.50/month
  • Noah (33,320 Rewards) earns: CHF 0.0005 × 33,320 = CHF 16.66/month

Scaling Effect

As WikiDeal grows its subscriber base, rewards scale proportionally for all Reward holders:

Active Subscribers Monthly Revenue (CHF 1/sub) Revenue/Reward Kim (7,000 Rewards) Noah (33,320 Rewards)
10,000 CHF 10,000 CHF 0.0001 CHF 0.70/month CHF 3.33/month
50,000 CHF 50,000 CHF 0.0005 CHF 3.50/month CHF 16.66/month
200,000 CHF 200,000 CHF 0.002 CHF 14.00/month CHF 66.64/month
500,000 CHF 500,000 CHF 0.005 CHF 35.00/month CHF 166.60/month
1,000,000 CHF 1,000,000 CHF 0.01 CHF 70.00/month CHF 333.20/month

Note: these figures assume CHF 1/month per subscriber and a fixed Reward count for Kim and Noah. Actual rewards will vary based on real subscription pricing and total Rewards in circulation.

Step 5: Cashout Conditions

Kim and Noah can convert their Rewards to CHF when the cashout conditions defined by the protocol are met. Key principles:

  • No speculation: The CHF value of each Reward is defined entirely by the algorithm. There is no secondary market, no price volatility.
  • Revenue-linked: Cashout is possible when sufficient subscription revenue has been generated to back the redemption. This ensures the system remains solvent and sustainable.
  • Transparent timing: The protocol defines clear thresholds for when cashout windows open, Kim and Noah can track this through their contributor dashboard.
  • Proportional: Cashout amounts are proportional to the number of Rewards held and the current CHF value per Reward at the time of redemption.

This design eliminates speculative risk for contributors while ensuring WikiDeal can meet its obligations as it scales revenue.

See also