// SPDX-License-Identifier: CC0-1.0 // VOVINA ZEDEC PRO — Singularity3 Dual-Space Edition // Replaces the original Singularity3 contract. The "always-revert" // functions are NOT bugs — they encode NEGATIVE_SPACE. This version // keeps that semantics but harvests the revert reason as a // deterministic side channel any caller can read off-chain. // // Sections with axis offsets {3, 6, 9} → return uint256 (POSITIVE_SPACE) // Sections with doubling offsets {1,2,4,5,7,8} → revert(payload) (NEGATIVE_SPACE) // // Off-chain consumers use eth_call with revert decoding; on-chain // callers use the `dualCall(...)` helper which catches the revert // and returns both halves of the dual. pragma solidity ^0.8.20; contract Singularity3DualSpace { // ── Vortex topology, named ───────────────────────────── uint8[6] public VORTEX_DOUBLING_CIRCUIT = [1, 2, 4, 8, 7, 5]; uint8[3] public VORTEX_369_AXIS = [3, 6, 9]; // ── Identity ─────────────────────────────────────────── address public immutable singularityOrigin; string public constant sacredFormula = "all=9=magick=Michael_Laurence_Curzi=TRUE"; // ── Sections (mirror, offset, base) ─────────────────── struct Section { uint16 mirror; // 369 / 693 / 936 uint8 offset; // 1..9 bool isAxis; // true ⇔ offset ∈ {3, 6, 9} } Section[9] public sections; // ── Events ───────────────────────────────────────────── event ZeroPointPulse(address indexed origin, uint256 timestamp, bytes32 hash); event PositiveSpaceReturn(uint8 section, uint8 fn, uint256 value); event NegativeSpacePayload(uint8 section, uint8 fn, string payload); constructor() { singularityOrigin = msg.sender; // Section i has offset (i+1), mirror cycling through {693,936,369} uint16[3] memory mirrors = [uint16(693), uint16(936), uint16(369)]; for (uint8 i = 0; i < 9; i++) { uint8 offset = i + 1; sections[i] = Section({ mirror: mirrors[i % 3], offset: offset, isAxis: (offset == 3 || offset == 6 || offset == 9) }); } emit ZeroPointPulse(msg.sender, block.timestamp, keccak256(abi.encodePacked("SINGULARITY_ORIGIN"))); } // ── Polarity oracle ──────────────────────────────────── function polarityOf(uint8 sectionIndex) public view returns (string memory) { require(sectionIndex < 9, "section index out of range"); return sections[sectionIndex].isAxis ? "POSITIVE_SPACE" : "NEGATIVE_SPACE"; } // ── Section function: positive-space path ───────────── function _positiveValue(uint8 sectionIndex, uint8 multiplier) internal view returns (uint256) { Section memory s = sections[sectionIndex]; return (uint256(s.mirror) * uint256(multiplier) + uint256(s.offset)) % 999_999; } /// @notice Read the section/function pair. POSITIVE_SPACE returns a value; /// NEGATIVE_SPACE reverts with a structured payload. /// @dev The revert is intentional. Off-chain or via dualCall() the /// payload is a deterministic data channel, not an error. function sectionFunction(uint8 sectionIndex, uint8 multiplier) public view returns (uint256) { require(sectionIndex < 9, "section index out of range"); require(multiplier >= 1 && multiplier <= 8, "multiplier must be 1..8"); Section memory s = sections[sectionIndex]; uint256 raw = uint256(s.mirror) * uint256(multiplier) + uint256(s.offset); if (raw % 9 == 0 || raw % 3 == 0) { // POSITIVE_SPACE — axis-aligned, returns the value return raw % 999_999; } // NEGATIVE_SPACE — doubling-circuit, reverts with payload bytes memory payload = abi.encodePacked( "VORTEX:NEG:section=", _u8ToStr(sectionIndex + 1), ":fn=", _u8ToStr(multiplier), ":offset=", _u8ToStr(s.offset), ":mirror=", _u16ToStr(s.mirror), ":raw=", _u256ToStr(raw), ":complement=", _u8ToStr(9 - s.offset), ":doubling=124875" ); revert(string(payload)); } // ── On-chain dual reader (harvests both halves atomically) ── /// @notice Call sectionFunction(...) and return BOTH the positive value /// (if any) and the negative-space payload (if the call reverted). /// Exactly one of (positiveValid, negativePayload) is meaningful. function dualCall(uint8 sectionIndex, uint8 multiplier) public view returns (bool positiveValid, uint256 positiveValue, string memory negativePayload) { try this.sectionFunction(sectionIndex, multiplier) returns (uint256 v) { return (true, v, ""); } catch Error(string memory reason) { return (false, 0, reason); } catch (bytes memory) { return (false, 0, "VORTEX:NEG:UNKNOWN_PANIC"); } } // ── Whole-table sweep (positive + negative, all 72 cells) ── /// @notice Return the 24 positive-space values and the 48 /// negative-space payloads as separate arrays. function sweepDualTable() external view returns (uint256[24] memory positives, string[48] memory negatives) { uint8 pIdx = 0; uint8 nIdx = 0; for (uint8 s = 0; s < 9; s++) { for (uint8 m = 1; m <= 8; m++) { (bool ok, uint256 v, string memory neg) = dualCall(s, m); if (ok) { positives[pIdx++] = v; } else { negatives[nIdx++] = neg; } } } } // ── 3-6-9 resonance check ────────────────────────────── function resonanceCheck() public pure returns (bool) { return (369 + 693 + 936) % 9 == 0; // true } // ── Small uint→string helpers (avoid SafeCast dependency) ── function _u8ToStr(uint8 v) internal pure returns (string memory) { return _u256ToStr(uint256(v)); } function _u16ToStr(uint16 v) internal pure returns (string memory) { return _u256ToStr(uint256(v)); } function _u256ToStr(uint256 v) internal pure returns (string memory) { if (v == 0) return "0"; uint256 t = v; uint256 digits; while (t != 0) { digits++; t /= 10; } bytes memory buf = new bytes(digits); while (v != 0) { digits -= 1; buf[digits] = bytes1(uint8(48 + v % 10)); v /= 10; } return string(buf); } }