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Awesome OSS Monetization
A curated list of awesome monetization approaches for open source software.
Currently, probably with a slight bias towards open source libraries (like react.js, core-js, etc.) rather than open source programs (like OpenOffice, MariaDB, etc.).
Furthermore, the monetization approaches are meant for maintainers of the OSS - not external third-parties trying to make money with an OSS (e.g., by getting hired as an Consultant for an OSS).
Table of Contents
This list is the result of extensive internet research, compiling all the monetization approaches we could find from various sources. Please note that the list, classification and terminology represents a subjective opinion on the subject.
Feel free to commit corrections, additions, or further examples. The contribution guidelines are here
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)
Monetization Approaches
In the following sections you can find the categorized list of monetization approaches for open-source software. The categories are based on the concept the payer is paying for - e.g., the category “Paid Content” combines approaches where a User pays for some additional content such as Merchandise.
An explanation of the Used Characteristics with metrics can be found below.
Unconditional Funding
Paid Access
Paid Content
Paid Licences
Paid Services
Paid Use
Paid Work
Special Monetization Approaches
Notes
Used Characteristics
In order to compare, evaluate, and explain the monetization approaches, several characteristics were used. In general, we are assuming that all contributors are on board and have agreed on a distribution key for the income.
Maintainer-specific Characteristics
- Effort to set-up: The amount of work required to start the monetization approach. Measured in time [None; Hours; Days; Weeks; Months; Years; N/A]
- Effort to maintain: The amount of work needed to keep the monetization going. Measured in [None; Low; Medium; High; N/A]
- Cost to set-up: The monetary cost to setup the monetization approach (e.g., for external services) - excluding cost for private bank accounts, tax advisors, etc. Measured in [None; Low; Medium; High; N/A]
- Cost to maintain: The monetary cost to maintain the monetization approach over time (e.g., for the hosting of certificates). Measured in [None; Low; Medium; High; N/A]
- One-time Income: The level of one single contribution. Measured in [None; Low; Medium; High; N/A]
- Recurring Income: The level of monthly contribution that can be expected. Measured in [None; Low; Medium; High; N/A]
- Income Predictability: The stability of the income in the future. Measured in [None; Low; Medium; High; N/A]
- Full income Threshold: The amount of clients/payers necessary to get to 5k USD (pre-Tax) per month. Measured in [Number of Payers]
- Recipient: The entity receiving the monetization result - and who might distribute it further. Measured in [I: Individual; C: Collective/Company]
- Additional Work: The amount of (continuous) work required in addition to working on the OSS. Measured in [None; Low; Medium; High; N/A]
Payer-specific Characteristics
- Visibility: The ease with which a payer of the OSS notices the monetization approach. Measured in [None; Low; Medium; High; N/A]
- Necessity to pay: The need for the user of an OSS to accept and pay. Measured in [None; Low; Medium; High; N/A]
- Entry Threshold: The amount of effort necessary to contribute money. Measured in [None; Low; Medium; High; N/A]
- Countervalue: The value a contributor of money gets in return, if he pays. Measured in [a thing]
- Scalability: The ease and number of users or companies that can be reached to pay. Measured in [None; Low; Medium; High; N/A]
Monetization Approach-specific Characteristics
- Effort for marketing: The amount of work necessary to make the monetization opportunity known to the public. Measured in [None; Low; Medium; High; N/A]
- Competitors: The kind of competitors for this monetization approach. Measured in [M: Other maintainers; C: Contributors; O: Other Developers, Companies, or Content creators]
- Software types: The types of OSS that would benefit the most from this onetization approach. Measured in [a type]
Monetization Risks
If you want to monetize your open-source project several factors have to be considered. For legal and tax related info you should ask a lawyer or tax advisor - potentially, for all countries in which your contributors live in.
- Not having a License: If the current version your project has no declared license, it’s legal status in undefined and you should clarify it (esp. with all other maintainers and contributors). Without a license, each user of the OSS needs explicit permission from each contributor/author to use it.
- Not having a CLA: If your project does not have a CLA (Contributor License Agreement) each contributor still holds the full rights to their contributed source code and could sue against a monetization. Github has a clause in their ToS which covers this, but if you want to monetize you all should agree on the terms and sign a CLA or remove code from contributors unwilling to sign the new terms. Furthermore, a CLA protects the project if a contributor has copied (stolen) code from somone / somewhere else.
- Not having a concensus about monetization itself can become a problem - esp. when mixing monetization efforts (e.g., donations) by individuals and projects. If you want to monetize you should ask all contributors if, who, and how you should monetize. A contract clarifying the willingness to monetize might be a good idea (Please ask a lawyer for help).
- Not having a concensus about distribution of income in the collective can become a reason for dispute. If you want to monetize you should vote on how you want to distribute the income. The recipients of the money can be contributors but also bug bounties, conferences, or non-profits. A contract defining the distribution might be a good idea (Please ask a lawyer for help).
- Receiving money as a private person: might be a bad idea - esp. if it is meant for the project. The money would have to be taxed twice - first by the individual and then by the final recipient. Furthermore, the taxation depends on the country / jurisdiction the recipients live in (or pay taxes in if they are Digital Natives). If you collect money for the project it might be a good idea to use a fiscal host. As an individual it would be good to be registered as a Freelancer, to tax the income - but in some countries the normal income tax declaration might be sufficient (Please ask a tax advisor in your country).
- Not paying taxes (as a project or individual) is always a bad idea. Even if you get only a dollar as a donation you should clarify how you have to declare the income and pay taxes (Please ask a tax advisor in your country).
- Using a private bank account for collecting funds for your project is not a good idea. An extra bank account or fiscal host for the project to collect the funding and distribute it from there will help in being transparent.
Links to other Monetization Lists
[1] https://en.wikipedia.org/wiki/Business_models_for_open-source_software
[2] https://github.com/nayafia/lemonade-stand
[3] https://www.oss.fund
[4] Charvat, Karel & Cerba, Otakar & Ježek, Jan & Fryml, Josef & Pospisil, Martin. (2009). Open Source Business Models and Strategies.
[5] Sayeed, L., Verma, S., & Bora, A. (2002). Open Source Software Licensing and Business Models. In Proceedings of the Seventh Asia-Pacific Decision Sciences Institute Conference.