THE NDEV CODE BASED WORLD DIGITAL CURRENCY

A Resource-Anchored Settlement Architecture and a Formal Model of its Effect on Interstate Conflict

Skydle

UplitAU Pty Ltd, Sydney, Australia | ABN 91 680 646 495 | www.ramsmile.com

Patents: AU2019101249 (14 October 2019) and AU2018100999 (17 July 2018), IP Australia

Open Technical Submission for Independent Review | Revised Edition, September 2026

Abstract

This paper specifies a resource-anchored settlement architecture — the NDEV Code Based World Digital Currency (WDC) — in which digital units of monetary value inherit verifiable geolocation attributes from registered national assets (National Items of Wealth, NIW) and settle across a Highly Scalable Blockchain Network (HSBN) under a zero-sum issuance constraint. Two Australian innovation patents establish the underlying tokenisation and payment-splitting mechanisms.

We present the formal derivation chain NIW to NEV to NDEV to WDC, and then analyse the architecture's effect on interstate conflict using an actor-indexed model of war financing. We depart from the common formulation in which war profitability is a single scalar. Benefit and cost accrue to disjoint sets of actors who do not share a budget constraint, and any model that nets them into one quantity predicts the wrong sign.

Three formal results are derived. First, under NDEV the cumulative war budget is finite and computable, whereas under discretionary fiat issuance it is unbounded. Second, because national wealth is registered on-ledger, sustainment capacity becomes common knowledge, removing the private-information cause of bargaining failure. Third, fractional geolocated tokens render contested resource assets divisible, removing the issue-indivisibility cause. A three-party adoption model is then solved. The parties are defined by structural role — an incumbent reserve issuer and two other large settlement participants — not by name. The solution yields a critical conflict-probability threshold above which adoption is individually rational for every party, including the incumbent issuer.

The paper also states, in the same formal terms, what the architecture does not achieve. It does not eliminate non-monetary war motives; it increases the monetary value of territory and is therefore conditional on registry governance; and a three-party agreement does not by itself reduce dyadic risk in a settlement corridor where one of the two parties is outside the coalition. The work is submitted for independent technical and AI safety review.

Keywords: monetary architecture, resource-anchored settlement, blockchain, bargaining model of war, tokenisation, seigniorage, AI-assisted monetary systems.

1. Problem Statement: War as a Bargaining Failure

War between rational states is a theoretical puzzle. For any conflict with positive expected cost to both sides, there exists in principle a negotiated division that both prefer to fighting. The relevant question is therefore not why states want things, but why that bargain is not reached.

Three mechanisms are generally held to account for the failure:

• Private information with incentive to misrepresent. Each party knows its own sustainment capacity and resolve; each gains by overstating them; neither can credibly reveal.
• Commitment problems. A settlement agreed today cannot bind a party expected to be stronger tomorrow.
• Issue indivisibility. The contested object — a border, a field, a corridor — admits no intermediate division, so no bargaining range exists.

To these we add a fourth, which is architectural rather than strategic and which is the specific subject of this paper:

• Unbounded financing. Where a belligerent can create money without resource backing, no exogenous limit constrains the duration of conflict. The war ends when political will ends, not when capacity ends.

In debt-based fiat systems the net economic benefit of large-scale conflict draws on a set of monetary channels: discretionary issuance, debt expansion, reserve-currency pricing monopoly, seigniorage, and the intermediation rents arising from monetary asymmetry. The claim examined in this paper is that a resource-anchored, geolocation-bound settlement architecture acts on all four failure mechanisms — closing three financing channels, revealing capacity, and rendering contested value divisible.

We do not claim that this eliminates war. We claim, and formalise, that it converts a class of conflicts from unbounded-duration contests under incomplete information into bounded contests under near-complete information, and that this class of conflict is the class that gets settled at the table.

2. The NDEV Code Based WDC Architecture

The architecture operates through a three-tier value derivation chain, from physical asset to atomic digital unit to global settlement layer.

2.1 National Item of Wealth (NIW) — the physical foundation

A NIW is any nationally registered asset with a verifiable geolocation: mineral deposits, hydrocarbon fields, gas reserves, agricultural capacity, territorial resources, or registered intellectual property. Each NIW carries geolocation coordinates (latitude lambda, longitude phi) and a physical quantity Q.

where j indexes country, i indexes resource, P is valuation per unit and Q is physical quantity.

2.2 National Equivalent of Value (NEV) — the standard

The NEV is a nationally declared exchange standard, expressed in gold-weight equivalents of specified quality. NIW value is normalised into NEV units through a globally consistent scaling factor maintained by HSBN consensus.

2.3 The NDEV token — the atomic digital unit

Each NDEV token is a UTXO-like structure:

• v — value fraction, a proportion of the national NEV
• (lambda, phi) — geolocation coordinates binding the token to its NIW territory
• tau — timestamp
• id — unique cryptographic identifier

The geolocation validity constraint ensures that no token can represent value outside its registered territorial origin:

where Omega_j is the authorised territorial set of country j. This constraint is the mechanism by which offshore arbitrage, shadow financial zones and territorial value displacement are structurally excluded. It is also, as Section 4 shows, the source of the architecture's principal residual risk.

2.4 Crypto Split Technology (CST) — the splitting engine

CST, protected under AU2018100999, divides a received cryptocurrency payment into defined percentage parts and immediately transacts each part to nominated recipients — including taxation agencies — without human intervention, with each transaction recorded on the blockchain. Smart contracts digitise the conditions of sale; the HSBN retains all records in a distributed, auditable and tamper-resistant ledger.

Each NDEV token carries attached codes:

Fragment X is detachable and reattachable, allowing the token to re-enter circulation after a transaction without losing NIW provenance.

2.5 World Digital Currency (WDC) — the global settlement layer

The WDC is an algorithmic basket over all national NDEV supplies, with no numeraire state:

The constraint governing the global ledger is zero-sum issuance:

No participant can gain by issuance. No reserve-currency asymmetry arises. Settlement balances automatically. Equation A13 is the single structural premise on which the results of Section 3 depend.

3. Actor-Indexed Model of War Financing

3.1 The aggregation error

Classical formulations state that war occurs when B − C > 0, treating the state as a unitary rational agent. This is analytically inadequate. The benefit of war and the cost of war accrue to different parties who do not share a budget constraint. Netting them into a single scalar removes the mechanism under examination. We therefore index over actors.

3.2 Actor set

Let A = {a1 … a8} denote the actors materially affected by a decision for large-scale conflict. These are functional roles, not identified organisations. The distinction is methodological: a role can be tested against public data on seigniorage receipts, underwriting fees and procurement flows, whereas a named beneficiary cannot be falsified and would convert a technical model into an allegation.

3.3 Per-actor payoff

For each actor a in A define net payoff Pi_a = B_a − C_a, with benefit decomposed by channel and cost by incidence:

Benefit channels: b^E seigniorage and discretionary issuance capture; b^D debt intermediation (underwriting fees, coupon flow, collateral privilege); b^M reserve-currency monopoly rents; b^R resource and territorial capture; b^I non-monetary benefit (security, deterrence, political survival).

Cost incidence: c^T tax and inflation burden; c^K destroyed physical and financial capital; c^L casualties and displacement; c^P political and reputational risk to the decision-maker.

3.4 The structural asymmetry

The defining property of the fiat-reserve architecture is that benefit and cost fall on disjoint actor subsets. Let A+ = {a1 … a6} and A− = {a7, a8}. Then:

3.5 Decision rule

War is not selected by aggregate welfare but by the decisive coalition. Let w_a ≥ 0 be political weight with SUM_a w_a = 1. Conflict is initiated when:

The empirical regularity is that weight concentrates where payoff is positive: w for a1…a5 greatly exceeds w for a7 and a8. Lambda can therefore be strongly positive while the unweighted sum of Pi_a is strongly negative. The single-agent model is not merely imprecise; it predicts the wrong sign.

3.6 Effect of the architecture, channel by channel

Each effect below is justified from a specific structural constraint rather than asserted.

The honest result is not that war benefit collapses to zero. It is that the benefit vector is restructured: three financial channels close, one physical channel widens, and one is untouched.

3.7 Conditional proposition

Proposition 3.1. Under NDEV/WDC, for every actor in the decisive coalition, b^E = 0 and b^M = 0, and b^D is bounded by real repayment capacity. Therefore:

Corollary 3.2. Conflict ceases to be selected if and only if:

This is a conditional result and the condition is not guaranteed by the architecture. Whether the remainder is negative depends on the magnitude of territorial capture value and of non-monetary motive, neither of which is a monetary variable.

3.8 The territorial paradox

Corollary 3.2 exposes a genuine counter-mechanism, which is stated here rather than avoided. Under fiat, conquered territory yields resources whose value is realised through markets. Under NDEV, conquered territory yields the right to issue, because token supply is a function of registered NIW within Omega_j. Formally:

The architecture converts territory from an economic asset into a monetary one. Any submission that does not address this will be dismissed by a competent reviewer at first reading. Two mitigations exist and must be specified as design obligations rather than assumed as emergent properties:

1. Registry non-transferability. NIW registration is bound to internationally recognised sovereignty rather than to effective control. Omega_j membership is determined by the registry, not by the occupier, so seized territory does not transfer issuance rights.
2. Consensus revocation. HSBN consensus refuses to validate NIW re-registration arising from non-recognised territorial change, rendering conquest monetarily sterile.

3.9 What the model establishes

Established. The architecture eliminates the seigniorage channel, eliminates the reserve-monopoly channel, and binds the debt channel to real repayment capacity. It thereby removes the financing mechanism that permits conflict to be sustained beyond a belligerent's real resource base. This constrains the scale and duration of interstate conflict.

Not established. That war becomes impossible or that conflict probability approaches zero. Non-monetary motives lie outside the model, and territorial capture value increases under the architecture unless registry governance is specified to prevent it.

Core engineering statement. Removing discretionary issuance and reserve-currency monopoly closes the financial channels through which large-scale conflict is funded beyond a state's real resource base. It does not remove the non-monetary causes of conflict, and it raises the monetary value of territory. The net effect on conflict probability is conditional on registry governance and is stated as a testable proposition, not a theorem.

3.10 Theoretical justification: three theorems

Section 3.9 establishes that the architecture does not drive conflict probability to zero. The correct question is therefore not whether NDEV removes war's profit, but whether it removes the conditions under which rational states fail to reach a bargain both prefer to fighting. The three mechanisms of Section 1 are addressed in turn.

3.10.1 Theorem 1 — the war budget is finite

Let state j finance conflict over horizon [0, T] from fiscal extraction tau, net new borrowing delta, net new issuance epsilon, and liquid reserves R:

Fiat case. epsilon_j(t) is bounded only by inflation tolerance, which is a political variable, not a resource variable. Hence sup W_j(T) is unbounded as T increases.

NDEV case. The zero-sum constraint A13 gives epsilon_j(t) = 0 for all t. Borrowing is collateralised against registered wealth, with kappa in (0,1):

With sustained burn rate omega_j and sustainable fiscal extraction tau-bar_j, maximum sustainable duration is:

Historical test. In 1914 the major belligerents suspended gold convertibility within weeks of mobilisation. This is precisely the predicted behaviour: the hard anchor bound the war budget, so the anchor was removed before the war was fought. The prediction that the constraint binds is confirmed by the observed necessity of escaping it.

3.10.2 Theorem 2 — capacity becomes common knowledge

Under fiat, NEV_j has no observable equivalent. Reserves are reported with lags, off-balance-sheet capacity is opaque, and each state has a strategic incentive to misrepresent depth. Under HSBN, NIW registration and NEV holdings are on-ledger by construction. Therefore, for any dyad (j, k), Ŵ_j and Ŵ_k are common knowledge, and so are T_max^j and T_max^k.

Let the initiating party hold expected value:

where pi_j is the probability of prevailing. In the limiting attritional case under complete information about relative sustainment capacity, pi_j equals one if T_max^j exceeds T_max^k and zero otherwise. The probability collapses to a computable inequality. Where pi_j is common knowledge, a bargaining range exists and both parties strictly prefer a division within it to fighting.

3.10.3 Theorem 3 — contested resources become divisible

The token structure carries a fractional value component v bound to a geolocated asset. A contested field at coordinates (lambda*, phi*) with total value V* can therefore be partitioned:

Under CST, the split executes automatically on each transaction to all nominated recipients without human intervention. The classical indivisibility of territory therefore does not transfer to the value stream of the territory. Two claimants who cannot divide a border can hold alpha1 = 0.6 and alpha2 = 0.4 of the revenue tokens from the same field, enforced by smart contract rather than by occupation. A discrete conflict over sovereignty becomes a continuous negotiation over a share parameter alpha in [0,1], and continuous bargaining spaces almost always contain a settlement both parties prefer to war.

CST auto-execution additionally functions as a commitment device, since a split written into the contract executes without either party's future consent. This is a partial address of the commitment problem identified in Section 1.

4. Three-Party Adoption Model

The preceding theorems establish what the architecture does if adopted. This section asks whether adoption is individually rational for the parties holding the largest monetary privilege. The parties are labelled by structural role only — Party A is the incumbent reserve issuer, Party B a resource-weighted economy with a small settlement share, Party C a large trading economy with a growing settlement share. No state is named, and none is intended. A reader who wishes to substitute particular economies for the roles may do so; the arithmetic does not change, and neither does its status as arithmetic.

4.1 The adoption payoff

Let s_j be the share of global cross-border settlement value attributable to party j, and for coalition S define coverage theta(S) as the sum of s_j over j in S. The payoff to party j from joining S is:

• g_j — annual monetary privilege rent surrendered (seigniorage plus reserve rents)
• D_j = p_j · L_j — expected annual conflict cost exposure
• rho — fraction of conflict risk attributable to the monetary channel
• nu · theta · N_j — settlement friction saved on cross-border volume N_j

The quadratic term is the critical structural feature. Risk-reduction benefit requires both parties to a dyad to be inside the system, so it scales with theta squared, while the cost g_j is linear. This produces a tipping structure: below a critical coverage no party adopts, above it adoption is dominant.

4.2 Illustrative parameters

The following are order-of-magnitude values used to demonstrate the structure of the result. They must be replaced with current sourced data before formal submission. Monetary values are in trillions of USD-equivalent per year.

The remaining settlement share, 0.443, is distributed across all other currencies; the largest single residual holder is assigned 0.220 and is referred to below as Party D. Constants used: rho = 0.35, nu = 0.005. Economic and settlement magnitudes are in units of a trillion USD-equivalent per year.

4.3 Solution for the three-party coalition

For S3 = {Party A, Party B, Party C}:

This is the arithmetic of incumbency rather than an observation about any particular party. The incumbent rent exceeds the other two by roughly two orders of magnitude, and the privilege would be surrendered immediately while the risk reduction accrues only probabilistically. The same arithmetic accounts, without reference to anyone's motives, for why the adoption calculation has historically been unfavourable to whichever party occupies role A.

4.4 The critical threshold

Solve for the annual conflict probability at which adoption turns positive for Party A:

Three-party coalition (theta3² = 0.310):

Four-party coalition, Party D acceding (theta4 = 0.777, theta4² = 0.604):

The Skydle Probability Table (Section 6) estimates P2, large-scale escalation between major blocs, at 0.38 over three years. The corresponding annualised hazard is:

4.5 Sensitivity: the pivotal parameter

Result 2 depends entirely on rho, the share of major-conflict risk attributable to the monetary channel. Break-even:

We do not claim rho is known. We claim it is estimable, that Section 3.6 provides a structural argument for rho in the range 0.20 to 0.50 (three of five benefit channels close, one widens, one is untouched), and that the whole question therefore reduces to a single empirical quantity rather than to a contest of assertions. That reduction is itself the result. It is offered so that a reader who disagrees knows precisely which number to dispute.

4.6 Corridor analysis: a dyad with one party outside the coalition

A natural question is whether a coalition of three large settlement participants reduces conflict risk in every corridor, or only in corridors between its own members. The model returns a clear answer, and it is a limiting one.

Dyadic risk is governed by dyad-local coverage, not by global coverage. Define theta_dyad(j,k) as the share of the settlement corridor between j and k that operates under NDEV. Where one of the two parties to a corridor is outside the coalition, theta_dyad approaches zero, and the risk-reduction term rho · theta_dyad² · D vanishes with it.

What the three-party coalition does produce, within the model, is accession pressure through three channels:

1. Settlement disadvantage. At theta3 = 0.557, a non-member transacts across a majority of global settlement volume under friction. Party D's accession payoff is strongly positive: a moderate rent is surrendered while benefit rises from theta3² = 0.310 to theta4² = 0.604, a multiplier of 1.95.
2. Threshold stabilisation. Party D's accession halves Party A's critical threshold from 0.079 to 0.038, making the coalition robust to a fall in the perceived level of risk.
3. Corridor conversion. Theorem 3 applies to a contested resource asset only when both claimants are inside the system, so each accession converts the corridors that party participates in, and no others.

4.7 What the model implies

Collecting the results:

1. It bounds conflict. Maximum sustainable duration is finite under NDEV and unbounded under discretionary fiat. This is a hard constraint, not a deterrent.
2. It reveals capacity. On-ledger NEV makes sustainment capacity common knowledge, removing the private-information cause of bargaining failure.
3. It divides the indivisible. Fractional geolocated tokens under CST convert territorial disputes from discrete sovereignty questions into continuous share parameters.
4. On the risk estimates used in this paper, and conditional on rho ≥ 0.19, adoption is individually rational for all three parties in the model.
5. It does not require trust. No party must believe another's stated intentions. Each verifies the ledger.

And, stated in the same terms, what it does not do: it does not eliminate non-monetary war motives; it raises the monetary value of territory and is therefore conditional on the registry governance provisions of Section 3.8; and it does not reduce dyadic risk in any corridor where one of the two parties remains outside the coalition.

5. Patent Foundation

The architecture rests on two Australian innovation patents registered with IP Australia. Priority dates place the core mechanisms in 2018 and 2019. Full bibliographic details, including inventor entries, are held on the public register and can be retrieved by patent number.

AU2019101249 (filed 14 October 2019). A Legal Tender to replace Fiat Currencies with National Digital Equivalents of Value (NDEV) during financial transactions. Principal claims: (1) tokenisation of NIW into NDEV using geolocation parameters and gold-weight proportional value expression; (2) CST-enabled splitting of NDEV Fragment X with detachable codes for taxation and logistics; (3) NDEV usable in parallel with fiat currency as transitional legal tender.

AU2018100999 (filed 17 July 2018). Integration of Cryptocurrency Splitting Technology, Highly Scalable Blockchain Network and Mirror Advertising Technology for transparency of Business Operations and Taxation. Principal claims: (1) CST software divides cryptocurrency payments into percentage parts and instantly transacts to all recipients including taxation agencies without human intervention; (2) HSBN provides a scalable hybrid central-decentralised blockchain with dynamic layer creation; (3) Mirror Advertising Technology with GUID-based referencing enables searchable, auditable financial records across distributed databases.

Claim 3 of AU2019101249 bears directly on Section 4. Parallel operation alongside existing fiat currency is the mechanism by which a privilege rent could be phased rather than surrendered at once, which is the obstacle Result 1 identifies.

6. Skydle Long-Range Probability Table

The following are structured judgement estimates for global risk categories under the current monetary architecture, across three, five, ten and twenty year horizons. They are inputs to the model of Section 4, not outputs of it, and are presented as elicited priors subject to revision.

Note on P6. In earlier editions this value was described as architectural rather than estimated. That description is withdrawn. P6 is an elicited judgement conditional on the registry governance provisions of Section 3.8 being implemented; without them, Section 3.6 gives grounds to expect a materially lower value. P2 has been reconciled with the master archive; the earlier divergent series (0.42 / 0.55 / 0.63 / 0.72) is superseded by the values above.

7. Transition Scenarios

Plan A — Diplomatic. Voluntary adoption through multilateral agreement, using the parallel-operation provision of AU2019101249 Claim 3 to phase the incumbent rent. Section 4 shows this to be feasible within the model only where the perceived annual conflict probability exceeds the critical threshold and where accession terms for further parties are defined in advance.

Plan B — Crisis-driven. Adoption compelled by severe sovereign debt stress or disorderly fragmentation of reserve-currency arrangements. NDEV/WDC functions as cross-border settlement infrastructure where existing correspondent banking is fragmented. Section 4.4 gives the formal condition: as perceived conflict probability rises, the incumbent's adoption payoff crosses zero, which is the mathematical content of "crisis-driven".

Plan C — Continuity protocol. Deployment where banking and communications infrastructure is unavailable: local NDEV issuance against real resource ledgers, community clearing units, and offline transfer by physical carrier. Coverage theta is local rather than global in this case, so the conflict-related results of Section 4 do not apply. Plan C is a continuity mechanism only.

8. Role of Artificial Intelligence

The architecture is not separable from AI capability, in four specific and bounded ways.

• Resource valuation. Continuous computation and revision of NIW unit valuations across territories, replacing discretionary human pricing with auditable algorithmic assessment.
• Basket weight optimisation. WDC basket weights require continuous rebalancing against verified resource data; this is a computational problem of a scale that presumes machine assistance.
• HSBN consensus management. Dynamic layer creation, which scales blockchain capacity against observed network parameters, is an adaptive control problem.
• Risk monitoring. The probability estimates of Section 6 are intended as a live instrument recalibrated against macro conditions, since Section 4.4 shows that adoption rationality is a direct function of the currently held risk estimate.

There is also a reason to place this work before AI safety readers that goes beyond computational dependence. A system that develops monetary reasoning will reason inside whatever incentive architecture it is given. An architecture in which conflict can be financed without a resource constraint is an architecture in which a sufficiently capable optimiser may find conflict instrumentally rational. The relevance here is narrow and technical: the paper specifies a monetary substrate in which that particular inference is unavailable, because the budget line is finite and publicly recorded.

9. Limitations

1. The functional decomposition of war benefit into the channels of Section 3.3 is a modelling choice, not a derived result. Reviewers who reject the decomposition reject the conclusions.
2. Elimination of the debt channel is partial. Base money cannot be created, but lending denominated in NDEV remains possible, so b^D is bounded rather than zero.
3. The architecture increases the monetary value of territory (Section 3.8). Absent registry non-transferability and consensus revocation, net effect on conflict risk is plausibly negative.
4. The parameter rho is not measured. Every quantitative result in Section 4 is conditional on it, and Result 3 identifies rho = 0.19 as the pivot.
5. Settlement shares, privilege rents and conflict-loss estimates in Section 4.2 are illustrative and require replacement with sourced data.
6. The probability estimates of Section 6 are elicited judgements. They are not derived from the architecture and should not be presented as though they were.
7. Non-monetary causes of conflict — security dilemmas, alliance commitments, ideology, domestic political survival — lie wholly outside the model and are not claimed to be affected.
8. The verification problem for NIW registration, in particular the auditing of declared physical quantities against ground truth, is treated as solved in this paper. It is not.

10. Conclusion

This paper does not claim that a change of monetary architecture ends war. It claims something narrower, formally stated and open to refutation: that a resource-anchored, geolocation-bound settlement layer under a zero-sum issuance constraint makes conflict duration finite and computable, makes sustainment capacity common knowledge, and makes contested resource value divisible — and that these three properties act directly on the three recognised mechanisms of bargaining failure.

The three-party model of Section 4 yields a result that is not rhetorical. On the risk estimates used here, and for rho at or above 0.19, adoption is individually rational for all three parties in the model at present risk levels. If that arithmetic is wrong, the error lies in a specified parameter and can be identified. If it is right, the constraint on a neutral settlement layer is informational rather than economic. Which of those is the case is an empirical question, and this paper does not settle it.

The following points are the ones most open to challenge, in order of priority:

1. The value of rho, the share of major-conflict risk attributable to the monetary channel (Sections 3.6, 4.5). This is the pivotal parameter.
2. The adequacy of the registry governance provisions in Section 3.8 against the territorial paradox.
3. The actor decomposition and weighting of Sections 3.2 to 3.5.
4. The parameter estimates of Section 4.2 against current sourced data.
5. The formal derivation chain of Section 2 and the patent specifications AU2019101249 and AU2018100999.

Source materials are listed below. Correspondence: UplitAU Pty Ltd, Sydney, Australia.

11. Who Decides

This paper is a piece of arithmetic and a description of a mechanism. It is not a proposal addressed to any government, and it is not advice to anyone holding office anywhere. Nothing in it should be read as recommending a course of action to any state, institution or official, and nothing in it asks any reader to act.

A legal tender is not established by a model. It is established by the people whose responsibility it is to decide such things, through the procedures their societies have given them, and after argument that a technical paper cannot conduct on their behalf. The mathematics set out here can be checked, corrected or rejected by anyone with the patience to work through it. What is done with it — whether anything is done with it at all — belongs entirely to those who carry that responsibility and to the publics to whom they answer.

References and Source Documents

• Australian Innovation Patent AU2019101249 (filed 14 October 2019). A Legal Tender to replace Fiat Currencies with National Digital Equivalents of Value (NDEV) during financial transactions. IP Australia — www.ipaustralia.gov.au
• Australian Innovation Patent AU2018100999 (filed 17 July 2018). Integration of Cryptocurrency Splitting Technology, Highly Scalable Blockchain Network and Mirror Advertising Technology for transparency of Business Operations and Taxation. IP Australia — www.ipaustralia.gov.au
• Mathematical Appendix A — Formal Model of the NDEV Code Based WDC System. Master File Archive v5, UplitAU Pty Ltd (2025).
• Mathematical Appendix C — Anti-Inflation Proof (Hermetic Constraint). Master File Archive v5, UplitAU Pty Ltd (2025).
• Engineering Commentary Appendix v5. Issued 11 December 2025, UplitAU Pty Ltd.
• Skydle Long-Range Probability Table. Master File Archive v4/v5, UplitAU Pty Ltd (2025).
• The Ramsmile — Complete Conceptual Archive, 2019–2025. UplitAU Pty Ltd — www.ramsmile.com
• DEMI Central Registry — public records, Conceptual Cores and independent verification: www.ramsmile.com/demi-registry
• DEMI Publishing Pipeline — entry point to the DEMI interfaces: www.ramsmile.com/demipipeline

Document integrity statement. This document is published as an open technical text for independent review. It is not legal advice, financial advice, or political advocacy. It is not addressed to, and makes no recommendation to, any government, institution or office holder, and it makes no assertion regarding the conduct or intentions of any state, organisation or group. All actor categories are functional roles defined for analytical purposes, and all parties in Section 4 are structural roles rather than named states. Quantitative parameters marked illustrative require substitution with sourced data before any operational use.

Patent priority dates on record with IP Australia: AU2018100999 (17 July 2018); AU2019101249 (14 October 2019). © 2019–2026 UplitAU Pty Ltd / Skydle. All rights reserved.