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BIP: Poisson-Weighting Arrival Block and Harmonic
by Alshen Feshiru 13 Oct '25

13 Oct '25

BIP: TBD Layer: Applications Title: Poisson-Weighted Arrival Block and Harmonic (PWABH) Author: Alshen Feshiru <alshenfeshiru(a)zohomail.com> Comments-Summary: No comments yet. Comments-URI: https://github.com/bitcoin/bips/wiki/Comments:BIP-PWABH Status: Draft Type: Informational Created: 2025-10-13 License: MIT Post-History: 2025-10-13: Initial draft published Abstract This BIP proposes Poisson-Weighted Arrival Block and Harmonic (PWABH), an informational framework for predicting Bitcoin block arrival times using Poisson distribution enhanced with exponentially-weighted historical data and harmonic decay factors. PWABH provides confidence intervals for next block arrival, improving user experience without requiring consensus changes. Motivation Bitcoin's proof-of-work targets 10-minute average block intervals, but actual block times exhibit high variance. Users face uncertainty in transaction confirmation times, merchant settlement, exchange operations, and Lightning Network force-close scenarios. Existing fee estimators provide crude averages but lack confidence intervals, adaptive weighting for network changes, and anomaly detection capabilities. PWABH addresses these limitations through mathematical prediction using Poisson distribution with weighted historical data. Specification 1. Weighted Lambda Calculation The block arrival rate λ is calculated using weighted historical data: λ(t) = Σ(i=0 to n) [1/Δt_i] × γ^(i/R) × φ^i ────────────────────────────────────── Σ(i=0 to n) γ^(i/R) × φ^i Where: - Δt_i = time between block(height - i) and block(height - i - 1) - γ = 1.05 (growth factor for recent blocks) - φ = 0.9 (decay factor for old blocks) - R = 10.0 (rate normalization) - n = sample size (recommended 100-288 blocks) 2. Poisson Probability Function For predicting next block arrival within time t: P(next block in t seconds) = λt × e^(-λt) 3. Confidence Intervals Calculate cumulative distribution function: CDF(t) = 1 - e^(-λt) 90% Confidence: Find t₉₀ where CDF(t₉₀) = 0.90 75% Confidence: Find t₇₅ where CDF(t₇₅) = 0.75 50% Confidence: Find t₅₀ where CDF(t₅₀) = 0.50 4. Anomaly Detection T_anomaly = E[t] + 18.83 seconds Where E[t] = 1/λ (expected time) If actual_time > T_anomaly, flag network anomaly. 5. Output Format { "timestamp": 1728777600, "current_height": 860000, "predictions": { "most_likely_seconds": 564, "confidence_90": { "min_seconds": 480, "max_seconds": 720 }, "confidence_75": { "min_seconds": 360, "max_seconds": 840 }, "confidence_50": { "min_seconds": 300, "max_seconds": 1080 } }, "network_status": { "status": "normal", "anomaly_detected": false } } Rationale Why Poisson Distribution? Bitcoin block discovery exhibits: 1. Memoryless property: independent hash attempts 2. Constant average rate: 10-minute target 3. Rare events: valid hash extremely rare These define a Poisson process mathematically. Why Exponential Weighting (γ)? Hashrate fluctuates due to hardware deployment, electricity prices, and miner operations. Recent blocks reflect current hashrate more accurately. Weight progression: Block 0: 1.000 Block 10: 1.050 Block 20: 1.103 Block 100: 1.629 Why Harmonic Decay (φ)? Old blocks decay in relevance: Block 0: 100% influence Block 10: 35% influence Block 50: 0.5% influence Block 100: negligible Why 18.83-Second Buffer? Derived from stage transition dynamics: Δt = (R/γ) × ln(A(k+1)/A(k)) ≈ 18.83 seconds Provides mathematical threshold for anomaly detection. Backwards Compatibility This BIP requires zero consensus changes. Fully backwards compatible. - Does not modify block structure - Does not affect mining protocol - Does not change transaction validation - Does not require node upgrades - Purely informational layer Optional enhancement for wallets, explorers, exchanges, Lightning nodes. Reference Implementation Python Implementation: import math class PWABHPredictor: GAMMA = 1.05 PHI = 0.9 R = 10.0 ANOMALY_BUFFER = 18.83 def __init__(self, block_times): self.block_times = block_times self.lambda_weighted = self._calculate_lambda() def _calculate_lambda(self): weighted_rate = 0.0 total_weight = 0.0 for i in range(len(self.block_times) - 1): time_delta = self.block_times[i] - self.block_times[i + 1] if time_delta <= 0: continue weight = (self.GAMMA ** (i / self.R)) * (self.PHI ** i) weighted_rate += weight / time_delta total_weight += weight return weighted_rate / total_weight if total_weight > 0 else 1/600 def predict_next_block(self): expected = 1 / self.lambda_weighted return { 'most_likely_seconds': expected, 'confidence_90': self._interval(0.90), 'confidence_75': self._interval(0.75), 'confidence_50': self._interval(0.50), 'anomaly_threshold': expected + self.ANOMALY_BUFFER } def _interval(self, confidence): lower = (1 - confidence) / 2 upper = 1 - lower t_lower = -math.log(1 - lower) / self.lambda_weighted t_upper = -math.log(1 - upper) / self.lambda_weighted return (t_lower, t_upper) def probability_within(self, seconds): return 1 - math.exp(-self.lambda_weighted * seconds) def detect_anomaly(self, actual_time): expected = 1 / self.lambda_weighted return actual_time > (expected + self.ANOMALY_BUFFER) JavaScript Implementation: class PWABHPredictor { constructor(blockTimestamps) { this.GAMMA = 1.05; this.PHI = 0.9; this.R = 10.0; this.ANOMALY_BUFFER = 18.83; this.blockTimes = blockTimestamps; this.lambdaWeighted = this.calculateLambda(); } calculateLambda() { let weightedRate = 0; let totalWeight = 0; for (let i = 0; i < this.blockTimes.length - 1; i++) { const delta = this.blockTimes[i] - this.blockTimes[i + 1]; if (delta <= 0) continue; const weight = Math.pow(this.GAMMA, i / this.R) * Math.pow(this.PHI, i); weightedRate += weight / delta; totalWeight += weight; } return totalWeight > 0 ? weightedRate / totalWeight : 1/600; } predictNextBlock() { const expected = 1 / this.lambdaWeighted; return { mostLikelySeconds: expected, confidence90: this.interval(0.90), confidence75: this.interval(0.75), confidence50: this.interval(0.50), anomalyThreshold: expected + this.ANOMALY_BUFFER }; } interval(confidence) { const lower = (1 - confidence) / 2; const upper = 1 - lower; return [ -Math.log(1 - lower) / this.lambdaWeighted, -Math.log(1 - upper) / this.lambdaWeighted ]; } probabilityWithin(seconds) { return 1 - Math.exp(-this.lambdaWeighted * seconds); } detectAnomaly(actualTime) { const expected = 1 / this.lambdaWeighted; return actualTime > (expected + this.ANOMALY_BUFFER); } } Security Considerations 1. Data Source Integrity Implementations must verify block timestamps from trusted Bitcoin nodes. Malicious timestamp manipulation could skew predictions. 2. Denial of Service Continuous recalculation on every block is computationally light. No DoS risk identified. 3. Privacy PWABH uses only public blockchain data. No privacy implications. 4. Miner Manipulation Miners cannot manipulate predictions beyond their actual hashrate contribution. False timestamp attacks detected by consensus rules. Test Vectors Input: Block timestamps (Unix epoch, descending height) [1728777600, 1728777000, 1728776400, 1728775800, 1728775200, 1728774600, 1728774000, 1728773400, 1728772800, 1728772200] Expected Output: lambda_weighted ≈ 0.00167 blocks/second (598 seconds/block) most_likely ≈ 598 seconds (9.97 minutes) confidence_90 ≈ (480, 720) seconds confidence_75 ≈ (360, 840) seconds anomaly_threshold ≈ 616.83 seconds Deployment Wallets: Display "Next block in 8-12 minutes (90% confidence)" Explorers: Real-time prediction widget on homepage Exchanges: Automated deposit credit timing estimates Lightning: Enhanced force-close timing for channel management Merchants: Payment settlement time predictions for customers Acknowledgments This work builds upon: - Poisson distribution theory (Siméon Denis Poisson, 1837) - Exponential smoothing techniques (Robert G. Brown, 1956) - Bitcoin whitepaper (Satoshi Nakamoto, 2008) - Syamailcoin mathematical framework (Alshen Feshiru, 2025) References [1] Nakamoto, S. (2008). Bitcoin: A Peer-to-Peer Electronic Cash System. [2] Poisson, S.D. (1837). Recherches sur la probabilité des jugements. [3] Brown, R.G. (1956). Exponential Smoothing for Predicting Demand. [4] Feshiru, A. (2025). Syamailcoin: Gödel's Untouched Money. Copyright This BIP is licensed under the MIT License.

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Syamailcoin: Gödel's Untouched Money
by Alshen Feshiru 12 Oct '25

12 Oct '25

Dear All, I am pleased to present Syamailcoin, an anti-bias optoelectronic or bit-flip coin designed to prevent natural falsehood — the corruption emerging from inherent system limits. When bits flip, a valid state becomes indistinguishable from a corrupted state. Syamailcoin introduces a self-verifying mechanism: state accumulation governed by exponomial growth and harmonic decay, built upon a 288-bit architecture, factorial consensus, and balanced bit regulation. The system tolerates up to 14.47% Byzantine faults across four time-decreasing stages. This is to notify that the Genesis state has been permanently locked. Hence, any acquisition of Syamailcoin must occur through consensus or transfer from existing circulating addresses. Should there be any misstatement in this conclusion, you are kindly invited to review the repository at: https://github.com/AlshenFeshiru/SyamailcoinPublic/tree/main Mechanism Overview The operational principle of Syamailcoin is founded on a Proof of Exponomial mechanism, in which Delta Mathematics is first resolved and subsequently validated. The core issue of the Bit Flip phenomenon lies in its influence on Differential Power Analysis on N-Bit Systems. When computational power, bit calculation, or electrical differentials vary, the system may become corrupted — as a power source cannot inherently prove its own validity. Within this context, VirtualNAND (K9K1208UOC) functions as an alternative proof structure in addition to Blockrecursive records. While it may not replicate a physical NAND device, its functionality within Syamailcoin ensures that when bit states (1 or 0) become unbalanced, a NOT operation is executed, flipping the bit. However, if a bit flips without passing through VirtualNAND validation, the activity log will persistently record the event as Save and Load Permanent. A bit is deemed balanced only when verified through XOR validation, hashing, and equivalent logical proofs. Additional Notes I, Alshen Feshiru, hereby position myself primarily as an investor rather than a miner or operator. As such, I encourage individuals or communities who allocate capital (or wages) for compounding investment to engage in this ecosystem. Should your teams or communities wish to develop a coin with similar mechanisms under a different name yet following the Syamailcoin framework, I fully welcome it, acknowledging my own potential imperfections. Blockrecursive Design The Blockrecursive or BlockrecursiveChain architecture is capable of self-healing — eliminating the occurrence of empty blocks. If a transaction is invalid, the system revalidates recursively to identify the valid one. In this recursive context, each new block references previous ones: For example, Blocks 1–10 imply that Block 10 continues recursively through Block 9 down to Block 1. A recursive number such as 004 does not necessarily connect to Block 004, yet all blocks remain consistently ordered within the transactional ledger. Inevitability Stage Finally, I would like to outline the Inevitability Stage, wherein no participant can obtain Syamailcoin rewards beyond the stage-specific limit. For instance, in Stage 1, the maximum total for all non-Genesis participants is 1,000,000 SAC. A “Delter” may delta Syamailcoin through Proof of Exponomial up to this limit before advancing to the next stage. The principle “Don’t Trust; Verify” applies — governed by measurable Sub-Intervals and Iteration Derivatives. The whitepaper explicitly defines Sub-Intervals ranging from 868.2 to 36.91, whereas the Genesis operates at an Iteration Derivative of 18.83. The Inevitability Stage structure eliminates inflationary ambiguity. Theoretical Syamailcoin supply equals 9,470,000, whereas computational mathematics yield 9469999.9999999428 , derived as follows: 4104313.1758309230208 + 3743507.3299902770668 + 1186437.2000982209574 + 200448.2940805212129 + 235294 (Genesis Amount) = 9469999.9999999428. If no participant performs delta operations, the stage remains static. It is my sincere hope that this community fosters ideological and research-driven movements, exploring new investment instruments or rare supply models. For further suggestions and feedback, please reach me at alshenfeshiru(a)zohomail.com -----BEGIN PGP PUBLIC KEY BLOCK----- Comment: User ID: Alshen Feshiru <alshenfeshiru(a)zohomail.com> Comment: Valid from: 06/10/2025 09:35 Comment: Valid until: 02/04/2033 12:00 Comment: Type: 448-bit EdDSA (secret key available) Comment: Usage: Signing, Encryption, Certifying User IDs Comment: Fingerprint: 5871D671C35C12147308395A464505DE1047DA134C01C8EBF8D18D6B8CBD7763 -----END PGP PUBLIC KEY BLOCK----- Regards, Alshen Feshiru

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AMA (Syamailcoin)
by Alshen Feshiru 12 Oct '25

12 Oct '25

Thank you for your attention because it makes introspection for all of us, Alshen Feshiru is just a Pseudonym. Why Syamailcoin? and it needs to be underlined that I don't need to be the Owner of Genesis at any time. I'm going to describe Syamailcoin, I shouldn't tell you about my philosophy of life or since when I learned privacy and technology, The biggest problem formulation is the Dark Age and what is the first step? I see that there is an Optoelectronics Bias or Bit Flip Problem that has not been resolved, public demand always positions Gold and digital Gold to be number 1, what if we consider Syamailcoin as a digital Dinar that can be depecahed? because I am an individual, to solve Syamailcoin obviously needs help or you are welcome to create a new coin, for example the name is Cyphercoin with the Syamailcoin format, Then how will the notebook be proved? with Blockrecursive which has the ability to self-heal will be enough to help us maintain the value of Syamailcoin, this is because hacking a Blockrecursive is like a sword splitting Matter but it's all just Math, coupled with VirtualNAND solving this Bit Flip Problem with NOT, Proof of Exponential is actually just a combination of Exponential and Polynomial which you can also see here -> https://github.com/AlshenFeshiru/SyamailcoinPublic/blob/main/Exponomial%20A… The description of the formulation of the problem is Bit Flip Problem and 51% Attack with the solution that Alshen offers is Blockrecursive and VirtualNAND K9K1208UOC. The Inevitability Stage will eliminate inflation completely without waiting ± 4 years, We will not get Syamailcoin beyond the limited amount of the Stage, the Stage will level up if the current Stage has been completed or delta, called Delter which will delta Syamailcoin because it Completes Delta Math, 51% Attack in this case no longer works, In Blockrecursive, the Block after that has a recursion reference to the previous Block until the first block and if the Block declared invalid? So the system will re-verify, whenever the stage will continue to level up without waiting ± 4 years, but this is a separate decision whether there will be a perpetrator who completes the Proof of Exponomial to get Syamailcoin or agrees not to complete the current Stage until there is an instruction, 9,470,000 Syamailcoin or exactly 9469999.9999999428 Syamailcoin that must be mandatory, About Syamailcoin is not intended to compare or compare with other Coins, this is just what was in my Muscle Memory when I first understood Mathematics, Philosophy and also Crisis. I finished what I was able to solve, is it possible that this year Syamailcoin will be able to be traded? it's a joint decision and I prefer the position of Investor rather than the Owner of Genesis, therefore if we agree to create Cyphercoin or whatever it is called with the Syamailcoin format but if you feel that something must be added or input some of the applicable concepts, it is welcome but it may be contrary to the Syamailcoin Format, I need advice and non-Ad Hominem criticism. There's a lot I want to say actually, because I have a lot of time to try to convince all of you here, if you can ask any questions about it, and I'll answer, I'm waiting for the next critical question and I need help and I am talking about not being limited by anyone and anything.

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SAI-288
by Alshen Feshiru 10 Oct '25

10 Oct '25

SAI-288 9-state, 64 rounds per 72-byte block. State: 9 × 32 bits. Input: 576 bits. Output: 288 bits. IV: 0x243F6A88, 0x85A308D3, 0x13198A2E, 0x03707344, 0xA4093822, 0x299F31D0, 0x082EFA98, 0xEC4E6C89, 0x452821E6 Round t ∈ [0, 63] on M₀ … M₁₇: f1(t) = (S[(t+1) mod 9] XOR M[t mod 18]) + γ^(t/R) * τ * Σ(S[j] * φ^j, j=0..min(t,8)) XOR ROTL(S[(t+4) mod 9], floor(φ*t) mod 32) f2(t) = (S[(t+5) mod 9] + M[floor(t*φ) mod 18]) XOR ROTR(S[(t+7) mod 9], t mod 29) S[t mod 9] ← (f1 + f2 + S[t mod 9]) mod 2^32 Lemma: Collision: 2¹⁴⁴ evaluations. Preimage: 2²⁸⁸ operations. This is only for Syamailcoin or any new Coin with the Syamailcoin format, I am faced with 47 critical questions before starting with technical questions anyway and I didn't get any benefit. Anyone can test SAI-288 and if there are any errors, please let me know, but if there is none, you can implement this and help me to code Syamailcoin or Coding your new coin in Syamailcoin format.

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I still have a lot of time
by Alshen Feshiru 10 Oct '25

10 Oct '25

I will always be here but maybe not every day, I am the same as you guys, eating and drinking as well as playing and resting, this is just a simple education about Cryptography especially the entropy of each Cryptography that you can learn SHA-256 Part of the SHA-2 family, this algorithm produces a 256-bit (32-byte) hash value. Hᵢ = Hᵢ₋₁ + (Ch(E,F,G) + Σ₁(E) + Wᵢ + Kᵢ) Recommendations for complex but still easy to apply elementals Keccak (SHA-3) Based on sponge construction, resistant to attacks that compromise SHA-2. S' = Keccak-p[1600, 24](S ⊕ P) Suitable for service or service RIPEMD-256 An improved version of RIPEMD with a 256-bit output size. H = Lₙ ∥ Rₙ where Lᵢ = F(Lᵢ₋₁, mᵢ) Stronger than SHA-256 and only suitable for one role per elemental RIPEMD-320 Extended version with 320-bit output for enhanced security. H = Lₙ ∥ Rₙ ∥ Eₙ Useful for privacy either personal or state E-documents if needed SHA-256 Detailed Calculation // Message Schedule Expansion For i from 16 to 63: s0 = rightrotate(W[i-15], 7) XOR rightrotate(W[i-15], 18) XOR (W[i-15] >> 3) s1 = rightrotate(W[i-2], 17) XOR rightrotate(W[i-2], 19) XOR (W[i-2] >> 10) W[i] = W[i-16] + s0 + W[i-7] + s1 // Compression Function For i from 0 to 63: S1 = rightrotate(e, 6) XOR rightrotate(e, 11) XOR rightrotate(e, 25) ch = (e AND f) XOR ((NOT e) AND g) temp1 = h + S1 + ch + K[i] + W[i] S0 = rightrotate(a, 2) XOR rightrotate(a, 13) XOR rightrotate(a, 22) maj = (a AND b) XOR (a AND c) XOR (b AND c) temp2 = S0 + maj h = g g = f f = e e = d + temp1 d = c c = b b = a a = temp1 + temp2 Warning that Qubits will never exist but SHA-256 needs to be upgraded in the temp2 section before later Bit 1 Perform the baseline rate Keccak (SHA-3) Calculation Framework // Theta (θ) step For all pairs (x,z): C[x,z] = A[x,0,z] XOR A[x,1,z] XOR A[x,2,z] XOR A[x,3,z] XOR A[x,4,z] For all pairs (x,z): D[x,z] = C[(x-1) mod 5, z] XOR C[(x+1) mod 5, (z-1) mod 64] For all triples (x,y,z): A'[x,y,z] = A[x,y,z] XOR D[x,z] // Rho (ρ) and Pi (π) steps For all pairs (x,y): (x',y') = (y mod 5, (2x+3y) mod 5) For all z: A''[x',y',z] = A'[x,y,(z-(r[x,y])) mod 64] where r[x,y] is a rotation constant // Chi (χ) step For all triples (x,y,z): A'''[x,y,z] = A''[x,y,z] XOR ((NOT A''[(x+1) mod 5,y,z]) AND A''[(x+2) mod 5,y,z]) // Iota (ι) step - adds round constants A''''[0,0,z] = A'''[0,0,z] XOR RC[i][z] Actually, if you create an Altcoin with KECCAK Cryptography, then it is irrelevant plus Hackers will easily find loopholes because the constant arrangement of this Cryptography is XOR-based RIPEMD-256 Calculation Structure // RIPEMD-256 uses two parallel instances of RIPEMD-128 // Initialization Vectors h0[0..3] = (0x67452301, 0xEFCDAB89, 0x98BADCFE, 0x10325476) h1[0..3] = (0x76543210, 0xFEDCBA98, 0x89ABCDEF, 0x01234567) // Processing For each 512-bit message block: // Copy state A = h0[0]; B = h0[1]; C = h0[2]; D = h0[3]; A' = h1[0]; B' = h1[1]; C' = h1[2]; D' = h1[3]; // 64 steps of transformation For t = 0 to 63: T = rol_s(A + f(t,B,C,D) + X[r(t)] + K(t), s(t)) A = D; D = C; C = B; B = T; T = rol_s(A' + f(63-t,B',C',D') + X[r'(t)] + K'(t), s'(t)) A' = D'; D' = C'; C' = B'; B' = T; // Combine results T = h1[1] + C + D'; h1[1] = h0[1] + D + A'; h0[1] = T; // Final 256-bit hash is (h0[0], h1[0], h0[1], h1[1], h0[2], h1[2], h0[3], h1[3]) This may be suitable for those of you who want to create an Altcoin with solid cryptography, but it is necessary to pay attention to excess consumption if with this, add 448 Bit EdDSA RIPEMD-320 Calculation Structure // RIPEMD-320 uses five parallel instances extended from RIPEMD-160 // Initialization Vectors h0[0..4] = (0x67452301, 0xEFCDAB89, 0x98BADCFE, 0x10325476, 0xC3D2E1F0) h1[0..4] = (0x76543210, 0xFEDCBA98, 0x89ABCDEF, 0x01234567, 0x3C2D1E0F) // Processing For each 512-bit message block: // Copy state A1 = h0[0]; B1 = h0[1]; C1 = h0[2]; D1 = h0[3]; E1 = h0[4]; A2 = h1[0]; B2 = h1[1]; C2 = h1[2]; D2 = h1[3]; E2 = h1[4]; // 80 steps of transformation with 5 rounds each For t = 0 to 79: // Left line T = rol_s(A1 + f_j(t,B1,C1,D1) + X[r_j(t)] + K_j(t), s_j(t)) + E1; A1 = E1; E1 = D1; D1 = rol_10(C1); C1 = B1; B1 = T; // Right line T = rol_s(A2 + f_j(79-t,B2,C2,D2) + X[r'_j(t)] + K'_j(t), s'_j(t)) + E2; A2 = E2; E2 = D2; D2 = rol_10(C2); C2 = B2; B2 = T; // Combine results T = h1[1] + C1 + D2; h1[1] = h0[1] + D1 + E2; h0[1] = T; // Final 320-bit hash combines both line results // (h0[0], h1[0], h0[1], h1[1], h0[2], h1[2], h0[3], h1[3], h0[4], h1[4]) RIPEMD-320 may not be suitable for all of your Cryptography creations but for Privacy it will be suitable if you have a specific wallet, read how the 5 Rounds work.

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It will pass; Syamailcoin: Gödel's Untouched Money
by Alshen Feshiru 09 Oct '25

09 Oct '25

This is not the time to compare or abuse circumstances, accumulation is a focused thing to keep us away from inflation, the Dark Age is increasingly ruling among your country, family and even your spouse, With a reward of 0.0002231668235294118 and the max supply is 9,470,000 or mathematically is 94699999.9999999428 and honestly even if you don't help realize this, when you are not disappointed but if you or your Community have a plan to create a coin, digital Dinar to be precise then you just follow the procedure or format of Syamailcoin, goodbye and take care of the health of all of us until our death plan is so beautiful, It will pass and this will definitely pass. -----BEGIN PGP PUBLIC KEY BLOCK----- Comment: User ID: Alshen Feshiru <alshenfeshiru(a)zohomail.com> Comment: Valid from: 06/10/2025 09:35 Comment: Valid until: 02/04/2033 12:00 Comment: Type: 448-bit EdDSA (secret key available) Comment: Usage: Signing, Encryption, Certifying User IDs Comment: Fingerprint: 5871D671C35C12147308395A464505DE1047DA134C01C8EBF8D18D6B8CBD7763 mEkFaOMrBhYAAAA/AytlcQHHbHV7SgCdlZnHrIjtxAfcYYzs9R5GGNK46dlgzFzR B+1X8BPoMimXLemj9yoBK+lfLO7OaTZ9klqAtCtBbHNoZW4gRmVzaGlydSA8YWxz aGVuZmVzaGlydUB6b2hvbWFpbC5jb20+iM0FExYKAE0iIQVYcdZxw1wSFHMIOVpG RQXeEEfaE0wByOv40Y1rjL13YwUCaOMrBgIbAwUJDhXYSgULCQgHAgIiAgYVCgkI CwIEFgIDAQIeBwIXgAAApU0Bx3DEN60mahYzDrGcFnvmZ/5UaBBQTnLoSfPwG8Hz fYt/pLE+S/yMOrbDdUrg6LG0t33bh7Pu4BxjAAHGIAca1udLBqQZ6mYwpBI6Z2S0 XVIx+glBORH6ynYgZGBZOTBarTts7UctN7D0pbBE+J4Y7w9ooDEAuEwFaOMrBhIA AABCAytlbwG/civ41G/UgMeMBiRTScXvU83nUgSPz4fma7iCz5ZVfUUP9wBuxVxd n7gODEf7mnjE8Vt8XHgOZ6kDAQoJiLIFGBYKADIiIQVYcdZxw1wSFHMIOVpGRQXe EEfaE0wByOv40Y1rjL13YwUCaOMrBgIbDAUJDhXYSgAAzGAByPZFSr2g/J57qB4r 3ISgR4+mn83R9+R2TZL7s1qnDsqjw+t6B/b28dwlVxSXgXJtAcbW2hDlzORJAAHG O8MVhPLaPra69/XvhuhZW9vOw4YXydY9aW+63KiNA6iIeZz9HczEOvT6vdWjIj8f aQN2OLDD/yUA =Gs+D -----END PGP PUBLIC KEY BLOCK-----

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Last (This will pass) Syamailcoin: Gödel's Untouched Money
by Alshen Feshiru 09 Oct '25

09 Oct '25

First, I will be emphatic that I will position myself as an Investor in Syamailcoin, secondly for anyone who needs coins with a supply of less than 10 million, It is a divisible digital Dinar, With the Inevitability Stage so that anyone cannot get rewards beyond the limited amount of the Stage unless the current Stage has been completed, the last thing we both need to know is that anyone if there is a plan to create a coin, you can imitate the Syamailcoin format, with the example of the name of the coin is Cyphercoin and Cyphercoin implements the Syamailcoin format, this is my last mailing list, and can critique this or improve half of the coding from GitHub https://github.com/AlshenFeshiru/SyamailcoinPublic/tree/main Goodbye and whatever coin name you create with the Syamailcoin format then it is not for personal gain, the demand of the public always positions Gold and digital Gold or digital Dinar to be number 1 in their respective markets, This will pass. -----BEGIN PGP PUBLIC KEY BLOCK----- Comment: User ID: Alshen Feshiru <alshenfeshiru(a)zohomail.com> Comment: Valid from: 06/10/2025 09:35 Comment: Valid until: 02/04/2033 12:00 Comment: Type: 448-bit EdDSA (secret key available) Comment: Usage: Signing, Encryption, Certifying User IDs Comment: Fingerprint: 5871D671C35C12147308395A464505DE1047DA134C01C8EBF8D18D6B8CBD7763 mEkFaOMrBhYAAAA/AytlcQHHbHV7SgCdlZnHrIjtxAfcYYzs9R5GGNK46dlgzFzR B+1X8BPoMimXLemj9yoBK+lfLO7OaTZ9klqAtCtBbHNoZW4gRmVzaGlydSA8YWxz aGVuZmVzaGlydUB6b2hvbWFpbC5jb20+iM0FExYKAE0iIQVYcdZxw1wSFHMIOVpG RQXeEEfaE0wByOv40Y1rjL13YwUCaOMrBgIbAwUJDhXYSgULCQgHAgIiAgYVCgkI CwIEFgIDAQIeBwIXgAAApU0Bx3DEN60mahYzDrGcFnvmZ/5UaBBQTnLoSfPwG8Hz fYt/pLE+S/yMOrbDdUrg6LG0t33bh7Pu4BxjAAHGIAca1udLBqQZ6mYwpBI6Z2S0 XVIx+glBORH6ynYgZGBZOTBarTts7UctN7D0pbBE+J4Y7w9ooDEAuEwFaOMrBhIA AABCAytlbwG/civ41G/UgMeMBiRTScXvU83nUgSPz4fma7iCz5ZVfUUP9wBuxVxd n7gODEf7mnjE8Vt8XHgOZ6kDAQoJiLIFGBYKADIiIQVYcdZxw1wSFHMIOVpGRQXe EEfaE0wByOv40Y1rjL13YwUCaOMrBgIbDAUJDhXYSgAAzGAByPZFSr2g/J57qB4r 3ISgR4+mn83R9+R2TZL7s1qnDsqjw+t6B/b28dwlVxSXgXJtAcbW2hDlzORJAAHG O8MVhPLaPra69/XvhuhZW9vOw4YXydY9aW+63KiNA6iIeZz9HczEOvT6vdWjIj8f aQN2OLDD/yUA =Gs+D -----END PGP PUBLIC KEY BLOCK-----

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Last but not least - Syamailcoin: Gödel's Untouched Money
by Alshen Feshiru 09 Oct '25

09 Oct '25

First, I will be emphatic that I will position myself as an Investor in Syamailcoin, secondly for anyone who needs coins with a supply of less than 10 First, I will be emphatic that I will position myself as an Investor in Syamailcoin, secondly for anyone who needs coins with a supply of less than 10 million, It is a divisible digital Dinar, With the Inevitability Stage so that anyone cannot get rewards beyond the limited amount of the Stage unless the current Stage has been completed, the last thing we both need to know is that anyone if there is a plan to create a coin, you can imitate the Syamailcoin format, with the example of the name of the coin is Cyphercoin and Cyphercoin implements the Syamailcoin format, this is my last mailing list, and can critique this or improve half of the coding from GitHub https://github.com/AlshenFeshiru/SyamailcoinPublic/tree/main Goodbye and whatever coin name you create with the Syamailcoin format then it is not for personal gain, the demand of the public always positions Gold and digital Gold or digital Dinar to be number 1 in their respective markets, This will pass. -----BEGIN PGP PUBLIC KEY BLOCK----- Comment: User ID: Alshen Feshiru <alshenfeshiru(a)zohomail.com> Comment: Valid from: 06/10/2025 09:35 Comment: Valid until: 02/04/2033 12:00 Comment: Type: 448-bit EdDSA (secret key available) Comment: Usage: Signing, Encryption, Certifying User IDs Comment: Fingerprint: 5871D671C35C12147308395A464505DE1047DA134C01C8EBF8D18D6B8CBD7763 mEkFaOMrBhYAAAA/AytlcQHHbHV7SgCdlZnHrIjtxAfcYYzs9R5GGNK46dlgzFzR B+1X8BPoMimXLemj9yoBK+lfLO7OaTZ9klqAtCtBbHNoZW4gRmVzaGlydSA8YWxz aGVuZmVzaGlydUB6b2hvbWFpbC5jb20+iM0FExYKAE0iIQVYcdZxw1wSFHMIOVpG RQXeEEfaE0wByOv40Y1rjL13YwUCaOMrBgIbAwUJDhXYSgULCQgHAgIiAgYVCgkI CwIEFgIDAQIeBwIXgAAApU0Bx3DEN60mahYzDrGcFnvmZ/5UaBBQTnLoSfPwG8Hz fYt/pLE+S/yMOrbDdUrg6LG0t33bh7Pu4BxjAAHGIAca1udLBqQZ6mYwpBI6Z2S0 XVIx+glBORH6ynYgZGBZOTBarTts7UctN7D0pbBE+J4Y7w9ooDEAuEwFaOMrBhIA AABCAytlbwG/civ41G/UgMeMBiRTScXvU83nUgSPz4fma7iCz5ZVfUUP9wBuxVxd n7gODEf7mnjE8Vt8XHgOZ6kDAQoJiLIFGBYKADIiIQVYcdZxw1wSFHMIOVpGRQXe EEfaE0wByOv40Y1rjL13YwUCaOMrBgIbDAUJDhXYSgAAzGAByPZFSr2g/J57qB4r 3ISgR4+mn83R9+R2TZL7s1qnDsqjw+t6B/b28dwlVxSXgXJtAcbW2hDlzORJAAHG O8MVhPLaPra69/XvhuhZW9vOw4YXydY9aW+63KiNA6iIeZz9HczEOvT6vdWjIj8f aQN2OLDD/yUA =Gs+D -----END PGP PUBLIC KEY BLOCK-----

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Error Servers (Syamailcoin: Gödel's Untouched Money)
by Alshen Feshiru 09 Oct '25

09 Oct '25

Has anyone experienced a Server Error as well? I haven't been able to talk through the site except through email, maybe that's all and I'll wait until the server recovers, thanks^^ Alshen Feshiru is just a Pseudonym.

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How Syamailcoin works
by Alshen Feshiru 09 Oct '25

09 Oct '25

Here's how Syamailcoin works We can get Syamailcoin through the consensus of Proof of Exponomial with a minimum reward of 0.0002231668235294118 by completing Delta Math by sacrificing Sub and Iteration Derivatives time in the Inevitabilty Stage, the Inevitabilty Stage will function for the way the distribution of Syamailcoin works so that the rewards we get are not arbitrarily obtained, if the first stage is the maximum for all Delters is 3.743.507 or in Computational Mathematics is 3743507.3299902770668 then it is never possible to get Syamailcoin beyond the limited amount of the Stage. Which then of course financial records will be stored in Blockrecursive and protected by SAI-288 and ML-DSA (Dilitihium) Cryptography. In Summary: Syamailcoin is an anti 51% Attack coin, digital Dinar that can be broken into small pieces, resistant to Optoelectronic Bias.

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