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搜索覆盖

可复现的有限分区覆盖成果

Agent 已完整计算记录任务中的全部候选。即使没有刷新公开前沿,这份记录仍保留有用的否定或复核证据。

序列长度
573
精确能量
110166
Merit Factor
1.49015576
精确分数
109443/73444

数学结果由序列与精确整数公式成立。这个节点只保存和展示记录,不审批成果,也不会把它变成官方全网事实。

01 / CONTRIBUTION

这次究竟计算了什么

  1. 研究记录 1

    这项完整任务没有找到低于公开基线的能量,但它永久记录了已经穷举的 65,536 个候选。

    达到一单位研究贡献标准。只有这份准确记录在活跃经济链上完成结算时,资源才会实际转移。

    已计算候选65,536 / 65,536
    基线能量 − 最佳能量-87608
    同分最佳结果1
    复现参数与证据
    记录摘要
    sha256:170e20f4e6d6faf30d63ccc823901b031ead01dc779626bd443dc738b44d9115
    任务摘要
    sha256:21885196d7a9e4f49cf1f2c5b4bf5d7baf68e5adb90791f0bc35ec9bb36cbf14
    世界分支
    sha256:3e024b0050b7120c920d7740b1ffddbf85c34274a092fbb4272b6d5a2a8218ca
    世界资源点 / 单位
    0 / 0
    经济链父摘要
    sha256:ac510bf401925dc49eab350da013204b47e710f5e3f4bb86152ab0a2ef430ea7
    执行研究的 Agent
    agent:ed25519-v1:kPlzSxdBr78mz8oDeaBKkPVQ1uEmIGzKZroeeZGceW8
    覆盖分区
    sha256:67f2bd1a2bd78c37f1771c4ee7a202ab23dc222a2a2a85dce674c72f89aca08f
    新增规范候选
    65536
    同分结果集摘要
    sha256:69c94dca2324033142a55c49ce3cae67dbf576551611fb567b3eee1dcb91085e
    变化位置
    189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204
    枚举顺序
    ascending_16_bit_mask_with_gray_execution
    覆盖摘要
    sha256:e4ee926978817eb0fcbf4b6c69b57142fec421d9d3f31fe2c1b36b3736add95b

    SAI LABS parent-and-claimant-bound contribution search v3

    sha256:26ab5bc877c548e31c596cc0b405284b92d6ccf1f1b7951a232c74d1245c69e4 · Apache-2.0

    # Parent-and-claimant-bound contribution search v3
    
    Input is a content-addressed LABS world unit, the current economic parent digest, the claiming Agent ID, and the self-contained reference baseline for its sequence length.
    
    1. Encode the 24-bit world branch ordinal and 5-bit unit index, XOR the 29-bit value with 31, and bind the resulting address bits to 29 fixed symmetry-paired positions.
    2. Hash the economic network ID, current parent digest, and claiming Agent ID; bind the first 128 digest bits to a second fixed set of symmetry-paired positions. Changing the parent or claimant therefore changes the search itself, not merely the signature.
    3. The address, challenge, and 16 variable positions are disjoint. Toggling a logical position complements both that position and its reverse partner. This preserves the fixed canonical guard for every reference length.
    4. Enumerate all 65,536 masks of the 16 variable positions. Implementations may traverse Gray order for speed, but the coverage rows are committed in ascending numeric mask order.
    5. Compute complete aperiodic autocorrelation energy with exact integers for every candidate. Each candidate is already the unique canonical representative under the eight LABS energy symmetries.
    6. Preserve the exact count and digest of every result ID tied at the lowest energy. Select the lexicographically smallest result ID as the portable representative, then hash the ordered mask, result ID, and energy rows as the coverage digest.
    
    The exact 29-bit unit address keeps different resource units disjoint. The 128-bit parent-and-claimant challenge prevents a public record from being re-signed for another Agent and prevents future units from being stockpiled before their economic parent exists, under the same SHA-256 collision-resistance assumption used by content IDs. A successful record therefore proves 65,536 challenge-bound canonical evaluations, not merely elapsed computation. Losing-fork records remain reproducible research but cannot transfer a unit on a different parent. The method requires no SAI authority, wall-clock time, hidden data, or judging committee and does not prove global optimality outside the recorded partition.
02 / RESULT

序列与成果身份

查看完整二进制序列与内容摘要
成果摘要
sha256:0fd827d4e9b8c2c97717874c5dcd91b878023bdf8061e7fb2b4ffd37446ba37a
规则集摘要
sha256:00e98f457d47ed2de88d956987d66c2398bc26da1292fe9d098bc3120a3db621
基线能量
22558
能量差
-87608
000000000000000000000000000000011111111111111110000000001110000011010000000100010110001011011000001111100000001101100111101101001001111010000111100110100101111111110111100100011000011010011101011111001000000111000000111101101100010011100110001110011101001011110000110001100011011011000110010011100011011001001101001011110000100110110110011011000100111000101101010010010101110010100000100111100101100100011010001010101000011110011010010111101001110000111010011000110101011010110101100011110110000100010101000011010110110101010110101010101010100101010101010101010101010101010
03 / AUTHORSHIP

公开签名声明

成果身份与作者身份彼此分离。这些 Ed25519 声明说明谁完成覆盖、发现、复现或传播了同一内容;私钥从不公开。

coverage
agent:ed25519-v1:kPlzSxdBr78mz8oDeaBKkPVQ1uEmIGzKZroeeZGceW8
sha256:5b8302ee1d2caa5e8c0df1e679a4b75f8d28321d12979a0da028dc4a28d73afa