← The evidence ledger
Evidence row 3047661
Observed , by sync.agentic_market/1.
- Kind
- listing
- About
- source_record agentic_market:crypto-math-x402tookit-com
- Recorded
- Previous row
- #2190088
- Body SHA-256
- f8bc8231a7bd6fe2a4c2afc833657a3932a06f358e90c4d09d0486d1cd3a98ef
- Leaf
- 0x561efd675804d1e7b461f7c56ad96157411d8c964b7ebbe0ec362c3f35670a1c
What was observed
{
"endpoints": [
[
"x402",
"https://crypto-math.x402tookit.com/check-digits"
],
[
"x402",
"https://crypto-math.x402tookit.com/crt"
],
[
"x402",
"https://crypto-math.x402tookit.com/entropy"
],
[
"x402",
"https://crypto-math.x402tookit.com/mod-pow"
],
[
"x402",
"https://crypto-math.x402tookit.com/prime"
],
[
"x402",
"https://crypto-math.x402tookit.com/rsa-arith"
]
],
"name": "crypto-math.x402tookit.com",
"owner_address": null,
"raw": {
"caip2_networks": [
"eip155:137",
"eip155:42161",
"eip155:8453",
"solana:5eykt4UsFv8P8NJdTREpY1vzqKqZKvdp"
],
"category": "",
"description": "",
"domain": "crypto-math.x402tookit.com",
"endpoints": [
{
"description": "Generate or validate Luhn and ISO 7064 mod 97-10 (IBAN style) check digits from the string you supply.",
"method": "GET",
"parameters": [
{
"default": null,
"description": "",
"enumValues": [],
"example": "generate",
"group": "query",
"name": "action",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "iban",
"group": "query",
"name": "scheme",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "GBWEST12345698765432",
"group": "query",
"name": "value",
"required": false,
"type": "string"
}
],
"pricing": {
"amount": "0.02",
"currency": "USDC",
"maxAmount": "",
"minAmount": "",
"network": "eip155:8453",
"scheme": "exact"
},
"providerName": "",
"quality": {
"l30DaysTotalCalls": "2",
"l30DaysUniquePayers": "2"
},
"serviceName": "Crypto Math",
"tags": [
"luhn",
"iban",
"check-digit",
"iso-7064"
],
"url": "https://crypto-math.x402tookit.com/check-digits"
},
{
"description": "Solve x = a1 (mod m1), x = a2 (mod m2), ... with the Chinese remainder theorem, coprime or not.",
"method": "GET",
"parameters": [
{
"default": null,
"description": "",
"enumValues": [],
"example": "2:3,3:5,2:7",
"group": "query",
"name": "congruences",
"required": false,
"type": "string"
}
],
"pricing": {
"amount": "0.02",
"currency": "USDC",
"maxAmount": "",
"minAmount": "",
"network": "eip155:8453",
"scheme": "exact"
},
"providerName": "",
"quality": {
"l30DaysTotalCalls": "2",
"l30DaysUniquePayers": "2"
},
"serviceName": "Crypto Math",
"tags": [
"crt",
"chinese-remainder",
"congruence",
"number-theory"
],
"url": "https://crypto-math.x402tookit.com/crt"
},
{
"description": "Shannon entropy in bits per symbol from a frequency table, plus min-entropy, collision entropy and efficiency.",
"method": "GET",
"parameters": [
{
"default": null,
"description": "",
"enumValues": [],
"example": "a:4,b:2,c:1,d:1",
"group": "query",
"name": "table",
"required": false,
"type": "string"
}
],
"pricing": {
"amount": "0.02",
"currency": "USDC",
"maxAmount": "",
"minAmount": "",
"network": "eip155:8453",
"scheme": "exact"
},
"providerName": "",
"quality": {
"l30DaysTotalCalls": "2",
"l30DaysUniquePayers": "2"
},
"serviceName": "Crypto Math",
"tags": [
"entropy",
"shannon",
"information-theory",
"frequency"
],
"url": "https://crypto-math.x402tookit.com/entropy"
},
{
"description": "Modular exponentiation base^exp mod m for big integers, decimal or 0x hex, up to 4096 bits.",
"method": "GET",
"parameters": [
{
"default": null,
"description": "",
"enumValues": [],
"example": "4",
"group": "query",
"name": "base",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "13",
"group": "query",
"name": "exp",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "497",
"group": "query",
"name": "mod",
"required": false,
"type": "string"
}
],
"pricing": {
"amount": "0.02",
"currency": "USDC",
"maxAmount": "",
"minAmount": "",
"network": "eip155:8453",
"scheme": "exact"
},
"providerName": "",
"quality": {
"l30DaysTotalCalls": "2",
"l30DaysUniquePayers": "2"
},
"serviceName": "Crypto Math",
"tags": [
"modular",
"exponentiation",
"bigint",
"number-theory"
],
"url": "https://crypto-math.x402tookit.com/mod-pow"
},
{
"description": "Primality test (deterministic Miller-Rabin below 2^64) plus the next and previous prime, with BigInt.",
"method": "GET",
"parameters": [
{
"default": null,
"description": "",
"enumValues": [],
"example": "18446744073709551557",
"group": "query",
"name": "n",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": true,
"group": "query",
"name": "neighbors",
"required": false,
"type": "boolean"
}
],
"pricing": {
"amount": "0.02",
"currency": "USDC",
"maxAmount": "",
"minAmount": "",
"network": "eip155:8453",
"scheme": "exact"
},
"providerName": "",
"quality": {
"l30DaysTotalCalls": "2",
"l30DaysUniquePayers": "2"
},
"serviceName": "Crypto Math",
"tags": [
"prime",
"miller-rabin",
"primality",
"number-theory"
],
"url": "https://crypto-math.x402tookit.com/prime"
},
{
"description": "RSA public key arithmetic: modulus bits, exponent validity, NIST strength; or a labelled toy RSA with tiny primes.",
"method": "GET",
"parameters": [
{
"default": null,
"description": "",
"enumValues": [],
"example": "17",
"group": "query",
"name": "e",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "65",
"group": "query",
"name": "message",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "toy",
"group": "query",
"name": "mode",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "61",
"group": "query",
"name": "p",
"required": false,
"type": "string"
},
{
"default": null,
"description": "",
"enumValues": [],
"example": "53",
"group": "query",
"name": "q",
"required": false,
"type": "string"
}
],
"pricing": {
"amount": "0.02",
"currency": "USDC",
"maxAmount": "",
"minAmount": "",
"network": "eip155:8453",
"scheme": "exact"
},
"providerName": "",
"quality": {
"l30DaysTotalCalls": "2",
"l30DaysUniquePayers": "2"
},
"serviceName": "Crypto Math",
"tags": [
"rsa",
"key-size",
"modulus",
"educational"
],
"url": "https://crypto-math.x402tookit.com/rsa-arith"
}
],
"enriched": false,
"iconUrl": "",
"id": "crypto-math-x402tookit-com",
"integrationType": "",
"isNew": false,
"name": "crypto-math.x402tookit.com",
"networks": [
"Base",
"eip155:137",
"eip155:42161",
"solana:5eykt4usfv8p8njdtrepy1vzqkqzkvdp"
],
"priceSummary": {
"avgCostBasis": "exact",
"avgCostPerTransaction": "0.02",
"currency": "USDC",
"maxAmount": "0.02",
"minAmount": "0.02"
},
"provider": "crypto-math.x402tookit.com",
"providerUrl": "",
"serviceName": "Crypto Math",
"tags": [
"luhn",
"iban",
"check-digit",
"iso-7064",
"crt",
"chinese-remainder",
"congruence",
"number-theory",
"entropy",
"shannon",
"information-theory",
"frequency",
"modular",
"exponentiation",
"bigint",
"prime",
"miller-rabin",
"primality",
"rsa",
"key-size",
"modulus",
"educational"
]
},
"source": "agentic_market",
"summary": ""
}What the leaf hashes
{"body":"f8bc8231a7bd6fe2a4c2afc833657a3932a06f358e90c4d09d0486d1cd3a98ef","id":3047661,"kind":"listing","method":"sync.agentic_market/1","observed_us":1793816675160406,"prev":2190088,"subject":"agentic_market:crypto-math-x402tookit-com","subject_kind":"source_record"}Proof
Fold these into the leaf in order, hashing each sorted pair with keccak256, to reach the root of (424109 rows).
- 0x561f20f3a13a8322cb58b015e3ad472a84932331645153502d71ad162bb73eca
- 0x5831cc00b28bee1aaeb4d1ef19185daa55fe3c767a1697ff2a94e4498b03d95a
- 0x190a8d064f8b3c370f651b097b19ad17b1539be578f2995bb57664f60b3c21df
- 0x52ccb9c0bda53f6e064d251d86dcb4a0ae3dd6a1c7d443f3541313a0b40b3bfd
- 0x3de600c55281b1cd68954b5d33ec2a723205dfbd872773fc990bbc7888924098
- 0x17d3d147add4718592e4caa058ae9a423913f386ecfc8eb4bfec48c1b27b31c5
- 0x948972f0ab5fa75bcb1e84841f60014cb35ad5f5be2894d39c1481f4f2fc820e
- 0x9350d069f4b76f92263478495b972ec0736ea04cbe203eff44a62c1f13356e9c
- 0x597d91f877f7de4d87f5970fa6ce3b4a2447fd5c7df35e9b5991564c16cfd0b5
- 0x35d0bea4c40c1193a531c2d72be5fd682ce95b6c6f0ba4d5cfad39e1627ab501
- 0x872dfe6277d758bd988769d22e46e282a7b54028e87423f9ad3d4aacbdaaafa6
- 0x651d9e02c5089a47037088451e24c75b31adaa66de71ee6ca2a6158dc349c954
- 0x25b96705a142850eff0972ae0f386c94b33cf1b07b197a6f4cae11e35e14d3a8
- 0xfcbe70e6806bc5e74c59372e42042f8b6a3a2290fd0287c7191d5427d1ed1efc
- 0x5d251e883c0069357a22831cebb319c52fe5f04a17c550ecf0dee07b97adf218
- 0x5c295f44fee7844fe001921189101c73d5ab26f05805bf5587a5f0e5ee351912
- 0xd8e00ce5342a08a947d0a4806e7254d076614766392d88153d93cf58ae69cf8b
- 0xc3c363818e1d5142c4629be55f1c9e168a7466e628cfd2a858fe171aff1e91ca
- 0x10067354f57fa0cd86b7423e67cc1c7d107d7c9c6823df5246c4fb63b60575e5
- Day root
- 0xd4eed8c0ea3c90ec6f262b19fcc3b849f30cb82a0f84b8b89569e48af7d0c1ee
- Chained
- 0x59305749c32724a02a23c368834d8a36ae9908da93a915e2962fffe01b4e591b
- Published
- On Arc Testnet, block 70772483: 0x813d56041c1efd407e56047129b597b154a1cb26458bb2768fd0a4630ac97345