{"id":26864,"recorded_at":"2026-10-26T14:35:56.646178Z","observed_at":"2026-10-26T14:35:56.646122Z","subject_kind":"source_record","subject":"mcp_registry:io.github.Carbon-Arc/mcp","kind":"listing","method":"baseline/1","body":{"endpoints":[["mcp","https://mcp.carbonarc.ai/"]],"name":"Carbon Arc","owner_address":null,"raw":{"_meta":{"io.modelcontextprotocol.registry/official":{"isLatest":true,"publishedAt":"2026-06-07T20:39:48.396964Z","status":"active","statusChangedAt":"2026-06-07T20:39:48.396964Z","updatedAt":"2026-06-07T20:39:48.396964Z"}},"server":{"$schema":"https://static.modelcontextprotocol.io/schemas/2025-12-11/server.schema.json","description":"The infrastructure for the AI economy: primitives for inference, agents, and decisions.","name":"io.github.Carbon-Arc/mcp","remotes":[{"type":"streamable-http","url":"https://mcp.carbonarc.ai"}],"repository":{"source":"github","url":"https://github.com/Carbon-Arc/mcp"},"title":"Carbon Arc","version":"0.1.0"}},"source":"mcp_registry","summary":"The infrastructure for the AI economy: primitives for inference, agents, and decisions."},"body_sha256":"02f116a28d12ae6c39dcdca63775be5e0f503d966ece9deb454fcbb9d2538002","prev_id":null,"leaf":"0x55273eabe7272340d80ea9295ef10eb8ba6da5b4db6460eb9fa5e720097c29e0","leaf_text":"{\"body\":\"02f116a28d12ae6c39dcdca63775be5e0f503d966ece9deb454fcbb9d2538002\",\"id\":26864,\"kind\":\"listing\",\"method\":\"baseline/1\",\"observed_us\":1793025356646122,\"prev\":null,\"subject\":\"mcp_registry:io.github.Carbon-Arc/mcp\",\"subject_kind\":\"source_record\"}","day":{"day":"2026-10-26","leaves":296695,"root":"0xf43e8dcc3d451a4788b26be904c55e8c4c0fa75c9666796c51db38d37e2c0df8","chained":"0x702d5ac508f08b0d1accf36af25822d8e5660367494edd17a642fb61e158a57a","anchor_chain":"eip155:5042002","anchor_tx":"0x495162f8936e19f0039918feebe6c307f327cd6bf8c37219620b1970041fa9ae","anchor_block":69251483},"proof":["0x5526df91254e366f5b6c47db92a3618cebb5cc6a06ec01a31ad9a8d49c9f8324","0xe317410b15f322809bb155beac6965726ad5bd72ba5e225d3d091b99dcc941c9","0xf4ee92e8dd8c93f90bff5d5b95cc96d5fb271a6a6e89c3d5a2a2b3f78c573f0f","0xa174b9ac832f8f877409c7cbda017f755fd1515be949b233a404b28c776ed1b0","0xd280cfc533a43677dd58d3a998564b81652b3c22b89f35e8b5a424a8af2ce311","0x065a7b6d48faaea555b8a8a3500cfd88827a0bafb0383ab12f6481df12baef5f","0xaa8520040c045a1d26e09bf3d3da7328e7a4cc9a45285a99cb5c68390a3ec25e","0xfcded345f72372a7a1eb9802fac0e0c13d77a9b585fc10597fd62e2e5470cd3b","0xe8d6bef6b0548c7df2f3941c57880f49bceb85e42337a398e6bff90c1f57cd9f","0x3cadb5d542cc300f6ebf63e414bcbe7c2b0a33fbf3c4f33cede757b58d44eba1","0x8bfd0cb3fe1b89aff78054dc0373bbd54ebd61d68eb05854663a1667ccf265ff","0x31b890f57b06aeb1ca9fb0cdc688bb75678ab9b2ff8ba49765e3d7bc0ae98597","0x8ba3430866b4c11cea7eba9923ee4fa8a5074849df417006e4441426c1f13056","0x5cdeb4648502e0633d01cc4f3379d48cccb9d4f528565b2868eb93db0df9e829","0x7726154b91b2ad65b13849ef6cb6443b1f0ff113a3089c9bd5f2bcfc16be099d","0x47b89901b0f07938a6b9a66ddf35683903f79d756a7c7763665fd632758b08d0","0x9a83be955a206deb65b995adfd92c58fa31c95fbbf926bd199d300e70b08b26d","0x20704208aa6923d6b2450ef74ede87a6e0265d46447926038fe9506e9e154b2d","0x9b9ce5b74b9bab5121612ef6b64920a8d453cbf311096a423eef9702747e868a"]}