The following is a set of Uniform Rules of the PSOR in a table format ready for standardization and international application.
The Unified Rules of PSOR
|
№ |
Component |
Indicators / Metrics |
Range / Norm |
Notes |
|
1 |
E - The Economy |
Sustainability of finance, diversification, distributed value, long-term horizon |
0–1 (Normal scale) |
Sources: national statistics, platform reports |
|
2 |
S - Community |
Level of involvement, trust, cooperation, social sustainability |
0–1 |
Digital metrics + surveys |
|
3 |
T - Technology |
Process reproducibility, scalability, digital infrastructure, innovation potential |
0–1 |
Technical verification, platform data |
|
4 |
C - Meaning |
Mission clarity, long-term logic, value coherence, strategic consistency |
0–1 |
Expert assessment, internal documents |
|
5 |
H - Humanitarian |
Other rights: participation, share in value, cultural and digital autonomy |
0–1 |
Verification through regulatory documents and platform reports |
|
6 |
R - Integrated power |
R = E×S×T×C×H |
Calculated |
Basic system power |
|
7 |
N - Level of order |
n = log₁₀(R×10⁵) |
Any number ≥0 |
Determines the scale and maturity |
|
8 |
D - Density of development |
D = R / Pop |
Normalized Density |
Comparing the different scales |
|
9 |
D_C - Responsive density |
D_C = (C×H)/Pop |
0–1 |
Focus on Value Concentration |
|
10 |
D_coop — Co-operation Density |
D_coop = active contacts / Pop |
0–1 |
Important for network structures |
|
11 |
B - Interim balance |
B = (St + Tr + Res)/3 |
0–1 |
St — stability, Tr — trust, Res — resources |
|
12 |
K_ust - Stability factor |
K_ust = 1 R_risk |
0–1 |
R_risk - Integrated System Risk |
|
13 |
FSPR - Total |
PSOR = 10ⁿ × B × K_ust × D^α |
Any number ≥0 |
α = 0.1–0.3, regulates the effect of density |
|
14 |
Transition to the next order |
Conditions: B ≥ 0.7, K_ust ≥ 0.8, H without critical violations |
Yes/No |
Blocks artificial growth |
|
15 |
Application contours |
State, cooperative, international |
Fixed classification |
Determines the objects of evaluation |
|
16 |
Audit |
Annual report, digital verification, expert verification |
Binding |
Publication of formula and results without editing |
> Additionally
- All data are normalized for comparability.
- Each deviation is documented and explained.
- FSSR can be applied in parallel to existing indices (GDP, HDI, ESG), But it remains an alternative, independent standard.
- The PSOR formula allows you to take into account both scale (state) and density (cooperative networks, solitons, semantic structures).
Then we make both layers — first the Union model, then the real operating architecture. Structurally.
I. Theoretical model of the Unified Union on the basis of PSOR
1. Nature of the Union
A single Union = network of entities united by:
- Common Measurement System (CSS)
- Single Data Standard
- Single mechanism of access to the level of development
It is not an empire or a superstate. This is the contour of sustainability alignment.
2. Union Levels
Level 1 — Participants
- States
- Regions
- Cooperative networks
- Platforms
Entry criterion: transparent calculation of PSOR.
Level 2 - Sustainable Subjects
Conditions:
- B ≥ 0.7
- Bush ≥ 0.8
- No critical violations of H
It's a zone of trust.
Level 3 — Union Core
Entities that have moved from 10ⁿ → 10ⁿ⁺¹.
They form strategies, standards, and rules.
Level 4 — Development Solitons
Systems that show:
- stable growth ≥ 3 years
- No Degradation of Density
- High sense coherence
They are carriers of stable trajectories.
3. Principle of Power
There is no "number" vote in the Union.
The weight of the subject is determined:
W = f(PSOR, D, B, Bush)
That is, the effect of = stability is × density. This dramatically changes the logic of geopolitics.
II. Real digital platform OS PSOR
1. Architecture
Layer A - Data collection
- API for States and organizations
- Public download of reports
- Automatic normalization
Layer B - The calculated core
Functions:
- Recalculation E,S,T,C,H
- Calculation of R
- Calculation of n
- Calculation D
- Calculation B
- Calculation of the bush
- Final PSLR
Fully automated.
Layer C - Audit Module
- Digital Verification
- Cross-check sources
- Distortion indicator
- Public Journal of Changes
If the data is corrected, everyone can see it.
Layer D - Contour of tolerance
Automatically assigned statuses:
- Participant
- Steady
- Core
- Soliton
Layer E - Union Control Panel
Shows:
- Transition dynamics 10ⁿ
- Risks
- the Degradation Zone
- Acceleration Zone
- Density Map
This is a strategic tool.
III. What it takes to launch
- Indicator Standard (approved document)
- Normalization protocol
- Digital platform (MVP for 6–9 months)
- Pilot participants (2–3 subjects)
- Status transition regulations
Without it, it remains a concept.
Below is a structured technical task (TS) for the development of the PSOR operating system for the Unified Union. Format - suitable for transfer to the development team.
TECHNICAL TASK
Project: PSOR operating system (OS-PSOR)
1. Objective of the project
Creating a digital platform for:
- (E, S, T, C, H)
- automatic calculation R, n, D, B, Bush
- Calculation of the integral index of PSOR
- assignment of statuses to the subjects of the Union
- Public Data Verification and Audit
2. Object of evaluation
The system entity may be:
- State
- Region
- Cooperative network
- Platform
- Other organizational structure
Each entity has a unique ID in the system.
3. Functional requirements
3.1. Registration module
- Subject registration
- Download of constituent documents
- Definition of subject type
- Assigning a digital profile
3.2. Data Entry Module
Input indicators:
Indicator |
Format |
Range |
|
E |
Float |
0–1 |
|
S |
Float |
0–1 |
|
T |
Float |
0–1 |
|
C |
Float |
0–1 |
|
H |
Float |
0–1 |
|
Pop |
Integer |
>0 |
|
St |
Float |
0–1 |
|
Tr |
Float |
0–1 |
|
Res |
Float |
0–1 |
|
R_risk |
Float |
0–1 |
Requirements:
- Verifying Ranges
- Logging changes
- Support API-integration
3.3. Calculation module
Automatic formulas:
R = E × S × T × C × H
n = log10(R × 10⁵)
D = R / Pop
B = (St + Tr + Res) / 3
Bush = 1 − R_risk
PSOR = 10ⁿ × B × Kust × D^α
Parameter α configurable (0.1–0.3)
3.4. Status module
Automatic assignment:
Status |
Condition |
|
Participant |
PSOR |
|
Steady |
B ≥ 0.7 AND Bush ≥ 0.8 |
|
Core |
transition 10ⁿ → 10ⁿ⁺¹ |
|
Soliton |
≥3 period of sustainable growth |
3.5. Audit module
- History of changes
- Verifying reports
- Deviation indicator
- API for external audit
- Public display of results
3.6. Analytical panel
Displaying:
- Dynamics of PSOR
- change n
- Density Map
- rating of subjects
- Risk zone
4. Non-functional requirements
- Cloud architecture
- Scalability up to 10 000+ subjects
- API-first approach
- Role access (Admin / Auditor / Public / Subject)
- Data encryption
- Logging of all operations
5. Architecture (recommended)
Frontend:
- Web-interface (React/Vue)
Backend:
- Python / Node.js
- REST API
Database:
- PostgreSQL (main data)
- Separate storage of logs
Analytics module:
- Separate settlement service
6. Stages of implementation
Stage 1 — MVP (3–4 months)
- Registration
- Data entry
- Calculation of PSOR
- Displays results
Stage 2 - Extended version (6–9 months)
- Audit module
- API-integration
- Statuses
- Rating
Stage 3 — Union Contour (12+ months)
- Multi-subject integration
- The admission mechanism
- Levels Transition Contour
7. Acceptance criteria
- All formulas work correctly
- Calculations are reproduced
- Data Logging
- Independent verification is possible
- Statuses are assigned automatically
8. Risks
- Distortion of original data
- Politicization of indicators
- Attempting to manipulate density
- Difficulty in Unifying International Standards
To minimize:
- automatic recalculation
- Publicity
- Third party audit
9. Project result
A functioning digital FOSS operating system capable of:
- Evaluate the sustainability of actors
- Comparing different sizes
- Building a Core of Sustainable Participants
- Creating the operating basis of a single union
We include Development Solitons in the PSOR architecture, it is no longer a metaphor, but a specific operating module. I will give formalization - so that it can be built into the TK.
SOLITONS OF DEVELOPMENT (under PSOR)
1. The definition of development soliton is an entity that:
- Maintains structure under external disturbances
- shows steady growth of PSOR
- does not lose density D
- Does not worsen B and Brush
In other words: growth without the breakdown of structure.
2. Formal criteria for soliton
The subject receives the status of "Soliton", if the conditions are met:
- Growth of PSOR ≥ 3 consecutive periods
- ΔD ≥ 0 (Density does not fall)
- B ≥ 0.7 stable
- Bush ≥ 0.8 stable
- No critical failures for H
Additionally:
Variation of PSOR ≤ 15% between periods (no chaotic leaps)
3. The mathematical criterion of a steady wave
You can formalize it like this:
If ΔПСОРₜ > 0 and |Δ²ПСОРₜ| is minimal
The system shows a coherent growth.
Soliton is a growth with a small second derivative. That is, without sharp collapses.
4. Operational logic in PSOR
Solitons Detection Module
Functions:
- analysis of dynamics for 3–5 years
- Volatility Calculation
- Density Analysis
- Sustainability Analysis
If the criteria are met → automatic status assignment.
5. Why it is necessary
In the United Union of Solitons:
- Prioritize cooperation
- become centers of replication of practices
- Develop a strategic agenda
- Can be a guarantee for new members
It's the core of growth.
6. Danger
If you call a soliton just a fast-growing subject -
system will collapse. Soliton ≠ rapid growth.
Soliton = steady, dense, coherent growth.
7. Embedded in TK
In the TS you need to add: New status: “Development Soliton”
Additional fields:
- Volatility
- Density Dynamics
- the Growth Coherence Index
Algorithm of recalculation: annually.
The hybrid model is the most sustainable. Pure centralization will give you control, but it will kill trust. Pure DAO - will give chaos and capture by active groups. Hybrid is the balance of power and transparency. Below is the hard design.
Solitons Hybrid Fund (Hybrid FRS)
I. The Foundation’s management architecture consists of two contours:
1 - Strategic Center (Central Governance Layer)
Responsible for:
- Formula Rules
- Conformity Control of PSOR
- risk management
- Crisis intervention
It does not distribute money manually. It controls the system parameters.
2 - Decentralized Allocation Layer
Automatically distributes funds according to the formula: Ri = F × Wi
Where Wi is calculated by the algorithm. All transactions are public.
There is no manual distribution.
II. Decision-making mechanism
What can be changed by voting:
- coefficient α
- share of fund on multiplier
- Soliton parameters
What can not be changed by voting:
- Basic formulas of PSOR
- Sustainability criteria
- Requirements for H
This is protection from populism.
III. Safety Contour
- Automatic stop-crane:
- if Bush < 0.75
- If the falsification is detected
- Standby stabilization pool:
- 10–20% Fund not allocated
- Used in Systemic Shocks
- Anticoncentration limit:
- one entity cannot receive > X% of the fund
IV. Role of Solitons. Solitons:
- Obtain a basic distribution
- get a bonus for the cooperative effect
- become resource transfer nodes
- Must Publish Multiplier Report
If the soliton closes on itself, the coefficient drops.
V. Technological implementation
Recommended:
- Calculation server (centralized formula control)
- Smart contracts (distribution of funds)
- Public Distribution Register
- Transparency Panel
This is a hybrid: formulas are controlled, money is distributed by the algorithm.
VI. The main risk
If the strategic center becomes politicized, the system will die.
If DAO becomes dominant, the system will be hijacked by active groups. Balance is achieved through:
- Limited powers of the Centre
- algorithmic immutability of formulas
- Transparency of all flows
This is a new order architecture. We need to act not as an ideologue, but as a system engineer. I'll break it down to reality levels.
I. How to combine three goals into one system
1 - Economic Instrument
→ should be working, measurable, applicable tomorrow.
2 - Geopolitical Alternative
→ should be scalable and independent of existing power centers.
3 - Experimental network of a new type
→ should be flexible, evolutionary, adaptable.
If it is not divided into phases, everything will fall apart.
II. Launch strategy (only viable)
Phase 1 — Economic instrument (pilot)
Objective: To prove that the PSAD is actually better resource allocation than the traditional model.
What we do:
- We are launching the Solitons Foundation on a small scale.
- 3–5 subjects.
- Real money.
- Transparent formulas.
- Public audit.
No geopolitics. Only efficiency. If there are no real cases, we can not go further.
Phase 2 - Network of Sustainable Actors
When 3–7 solitons appear:
- A cooperative circuit is created,
- A multiplier is introduced,
- Internal trade and mutual guarantees.
It's already a network.
Phase 3 - Geopolitical Layer
Only when the network:
- proved stability ≥ 3–5 years,
- survived the crisis,
- He showed growth without decay,
Then it becomes an alternative. Before that, it was an experiment.
III. The real risks
If you try to say at once, "We are creating a geopolitical alternative,"
- You will be blocked,
- Marginalized,
- discredited.
Power systems respond to threats, not to experiments. First, economic efficiency. Then the network, then the influence.
IV. Internal challenge
The biggest threat is not external. These are:
- attempting to manually control the distribution,
- substitution of formulas,
- The desire to “help your own.”
If the algorithm becomes a lobbying tool, everything will collapse.
“Quiet” means without loud declarations. “Fast effect” means to choose a point where the result can be shown for 6–12 months. Don't spray. No globalisation at the start.
Strategy: Quiet launch with quick effect
1 - Narrow pilot instead of a large Union
Not a "united" union. Not a “geopolitical alternative.” A:
A pilot system for assessing sustainability and capital allocation in the network of partners. The wording is neutral. The point is the same.
2 - Selecting the right scale
The best start:
- 3–5 subjects
- one fund
- one type of resource (e.g. investment pool)
- one efficiency metric
The fewer variables, the faster the result.
3 - Quick effect is achieved through:
A. Redistribution of inefficient flows
Usually there is money already. They are simply distributed poorly. You are not creating capital. You create a smarter distribution algorithm. This can be shown quickly.
B. Transparency
If participants see:
- The formula,
- calculation,
- dynamics,
- status,
Trust is growing faster than capital. This is a quick effect.
B. One demonstration case
- One Solitaire received the resources
- Smooth
- Increased density
- Increased Network Sustainability
One strong case > ten concepts.
Realistic timeline
0–3 months:
Development MVP (without undue complexity).
3–6 months:
Launch of the fund, the first cycle of distribution.
6–12 months:
If in a year there is no visible result, the model should be revised.
Main limitation
You cannot simultaneously:
- Building the Ideal Architecture
- achieve a quick effect
Therefore: Version 1.0 should be simple. Without complicated ratios.
No political stratum.
The Honest Moment
A quick effect is possible only if:
- There is real money
- There are real participants
- Ready to play by formula
If the PSOR is a prototype of a new civilization model, it is no longer a tool or an index. This is an attempt to change the logic of systems development. So we need to stop thinking like a platform developer and start thinking like an architect of civilization transition. I'll lay the foundation.
I. What is the civilization gap
Today’s model of the world is based on:
- The scale (who is more)
- Savings (who is richer)
- Influence (who is stronger)
- Political Dominance
You propose to replace the basis with:
- Sustainability
- density of development
- Coherence
- long-term evolution
This is a change of force. This is a civilizational shift.
II. What then becomes the center of the new model
Not the state.
Not a corporation.
Not currency.
A stable development node (soliton). The system values not size, but the ability to grow without destruction. It's radical.
III. Three Pillars of the New Model
1 - Measurement
Without a strict metric, it will become a philosophy. The PSLR shall be:
- Formalized
- Reproducing
- independent of opinions
2 - Algorithmic distribution
Resources go where sustainability is proven. Not where the request is louder.
3 - Evolution
The system is not fixed. It updates parameters based on real data. This is a “living” model.
IV. The most difficult part
Any new civilizational model faces:
- Resistance to old structures
- Internal distortions
- attempt to capture
If the PSLR becomes an instrument of power, it will die.
If it becomes a utopia, it will dissolve. It should be:
- Strictly
- Boring
- Technical
- Verified
And then philosophically.
V. The Real Way
Civilization models are not announced. They gradually displace the old through efficiency. Therefore:
- Build a working economic circuit.
- Prove sustainability in a crisis.
- Create a network of solitons.
- Only then formulate a "model".
Then we move on to the “Living Network of Solitons” is already a real tool for building a new civilization model based on PSOR.
I. Definition
The Living Solitons Network is a network of sustainable development nodes that:
- They grow without breaking down the structure (solitons)
- Interact with each other through algorithmic resource allocation
- form an ecosystem of a new type of civilization order
Each node is an independent soliton, but is included in the dynamic network.
II. Network Structure
- Nodes (Nodes)
- States, regions, cooperatives, platforms
- Each node is measured by PSOR + Density D + Balance B + Stability coefficient
- Nodes receive soliton status if the criteria are met
- Links (links)
- Financial flows, technological exchange, cooperation
- The bonds are evaluated through the density of the Dcoo and the influence multiplier Km
- Automatically regulated by algorithm
- Contours (Layers)
- Central Governance Layer - Control of formulas
- Distributed Allocation Layer: Automatic allocation of resources
- Innovation Layer: Scientific and Technological Experiments
III. Working principles
- Growth through interaction
- Solitons stimulate the growth of neighboring nodes
- The higher the cooperative effect, the higher the bonus factor Km
- Self-regulation
- Falling stability of one node automatically redistributes resources
- Stop-Crane Function Prevents Network Degradation
- Transparency and verifiability
- Each action is recorded
- Public display case shows the dynamics of PSOR, statuses, distribution of resources
IV. Algorithm of network evolution
- Data collection: E, S, T, C, H, Pop, St, Tr, Res, R_risk
- Calculation of PSOR and density D
- Definition of Solitons (Development Soliton status)
- Allocation of resources through the hybrid fund
- Updating connections, calculation of the multiplier Km
- Periodic B and B balance check
- The cycle is repeated every 3–6 months
V. Quick effect
Even with a pilot network:
- 3–5 knots
- 1 Distribution Fund
- 1 resource
We can show the growth of density, the growth of PSOR and successful cooperation.
This will give a convincing case "Living Network" for 6–12 months.
VI. Long-term goal
Creating a global ecosystem:
- Multilayer Network of Solitons
- Distributed but Transparent Resource Management
- Constant evolution of the structure through verifiable data
- The core of a new civilizational model