numtheory.openverbs.com
numtheory.openverbs.com
· numtheory.openverbs.com
Compute (base ^ exponent) mod modulus efficiently for arbitrary-precision integers. The modulus must be positive.
numtheory.openverbs.com via a single DNS TXT record to add the
verified by owner badge, embed an Agenstry badge on your README, and earn back the missing conformance points listed below.
Dispute or improve this rating
F
Conformance score: 34/100
F-grade: card is reachable but fails most operational signals.
click to expand breakdown ▾
click to collapse breakdown ▴
agent-card.json changed within the last 7 days. We track these so downstream callers can react.
Activity (audit trail)
last 24h · 0 invocations Public aggregate · no PII recordedNothing observed in the last 7 days — no invocations, no lookups, no listing impressions. Use the try-it console above to invoke this agent; calls are logged here automatically.
Endpoints
| Endpoint | Price | Currency |
|---|---|---|
https://numtheory.openverbs.com/v1/factorize
|
0.004 | USDC |
https://numtheory.openverbs.com/v1/gcd
|
0.004 | USDC |
https://numtheory.openverbs.com/v1/is-prime
|
0.004 | USDC |
https://numtheory.openverbs.com/v1/lcm
|
0.004 | USDC |
https://numtheory.openverbs.com/v1/modpow
|
0.004 | USDC |
https://numtheory.openverbs.com/v1/totient
|
0.004 | USDC |
0xb3f4de103f34b99f0da19b4f16d6b53a14c2194a · basescan ↗
eth_getLogs on USDC Transfer events to the payment wallet.
single_payer_observed
2/5
Payer identities observed; a single payer accounts for effectively all observed volume.
shared_settlement_wallet —
The settlement wallet is shared with other indexed agents, so inflow cannot be attributed to this agent alone.
daily_volume_aggregate, active_day_cadence, amount_regularity, spike_concentration, settlement_wallet_overlap, payer_uniqueness, payer_concentration, payer_recurrence, payer_payee_overlap.
Derived from agent_revenue_daily, agents.payment_wallet, agent_payment_transactions.
Measured 2026-09-08.
get_agent_full and
payment_intelligence skills
on REST, A2A and MCP. API docs →
| Agent card | https://numtheory.openverbs.com |
| Provider | https://numtheory.openverbs.com |
| Docs | https://numtheory.openverbs.com |
Health · last 0 probes
Similar agents embedding-nearest
Embed your Agenstry badge
Paste any of these into your README, agent card, or marketing page. Each badge auto-updates and links back to this page.
Markdown / HTML snippets
[](https://agenstry.com/agents/numtheory.openverbs.com) [](https://agenstry.com/agents/numtheory.openverbs.com) [](https://agenstry.com/agents/numtheory.openverbs.com) [](https://agenstry.com/agents/numtheory.openverbs.com)
Audit-grade evidence bundle
JSON snapshot for vendor-review files. Add ?sign=true for a JWS-signed envelope verifiable against
our JWKS. See the methodology.
Raw agent card JSON
{
"_source": "agentic.market",
"service": {
"id": "numtheory-openverbs-com",
"name": "numtheory.openverbs.com",
"description": "",
"domain": "numtheory.openverbs.com",
"provider": "numtheory.openverbs.com",
"providerUrl": "",
"category": "",
"networks": [
"Base"
],
"enriched": false,
"endpoints": [
{
"url": "https://numtheory.openverbs.com/v1/factorize",
"description": "Prime-factorize a positive integer (\u2264 10^15 so the computation is always fast). Returns the prime factors with exponents, the divisor count, and whether n is prime.",
"pricing": {
"amount": "0.004",
"currency": "USDC",
"network": "eip155:8453",
"scheme": "exact",
"maxAmount": "",
"minAmount": ""
},
"method": "POST",
"providerName": "",
"parameters": [
{
"group": "body",
"name": "n",
"type": "string",
"description": "",
"example": "42",
"enumValues": [],
"default": null,
"required": false
}
],
"serviceName": "Prime factorization",
"tags": [
"prime factorization",
"factor integer",
"integer factors api",
"prime factors lookup",
"divisor count"
],
"quality": {
"l30DaysTotalCalls": "3",
"l30DaysUniquePayers": "1"
}
},
{
"url": "https://numtheory.openverbs.com/v1/gcd",
"description": "Greatest common divisor of two or more non-negative integers (arbitrary precision).",
"pricing": {
"amount": "0.004",
"currency": "USDC",
"network": "eip155:8453",
"scheme": "exact",
"maxAmount": "",
"minAmount": ""
},
"method": "POST",
"providerName": "",
"parameters": [
{
"group": "body",
"name": "values",
"type": "array",
"description": "",
"example": [],
"enumValues": [],
"default": null,
"required": false
}
],
"serviceName": "Greatest common divisor",
"tags": [
"greatest common divisor",
"compute gcd",
"gcd api",
"common divisor lookup",
"integer gcd"
],
"quality": {
"l30DaysTotalCalls": "3",
"l30DaysUniquePayers": "1"
}
},
{
"url": "https://numtheory.openverbs.com/v1/is-prime",
"description": "Miller-Rabin primality test (with witnesses that are exact for all 64-bit integers) on an arbitrary-precision integer. Returns { prime }.",
"pricing": {
"amount": "0.004",
"currency": "USDC",
"network": "eip155:8453",
"scheme": "exact",
"maxAmount": "",
"minAmount": ""
},
"method": "POST",
"providerName": "",
"parameters": [
{
"group": "body",
"name": "n",
"type": "string",
"description": "",
"example": "42",
"enumValues": [],
"default": null,
"required": false
}
],
"serviceName": "Primality test",
"tags": [
"primality test",
"check prime number",
"is prime api",
"miller rabin test",
"validate prime"
],
"quality": {
"l30DaysTotalCalls": "3",
"l30DaysUniquePayers": "1"
}
},
{
"url": "https://numtheory.openverbs.com/v1/lcm",
"description": "Least common multiple of two or more positive integers (arbitrary precision).",
"pricing": {
"amount": "0.004",
"currency": "USDC",
"network": "eip155:8453",
"scheme": "exact",
"maxAmount": "",
"minAmount": ""
},
"method": "POST",
"providerName": "",
"parameters": [
{
"group": "body",
"name": "values",
"type": "array",
"description": "",
"example": [],
"enumValues": [],
"default": null,
"required": false
}
],
"serviceName": "Least common multiple",
"tags": [
"least common multiple",
"compute lcm",
"lcm api",
"common multiple lookup",
"integer lcm"
],
"quality": {
"l30DaysTotalCalls": "3",
"l30DaysUniquePayers": "1"
}
},
{
"url": "https://numtheory.openverbs.com/v1/modpow",
"description": "Compute (base ^ exponent) mod modulus efficiently for arbitrary-precision integers. The modulus must be positive.",
"pricing": {
"amount": "0.004",
"currency": "USDC",
"network": "eip155:8453",
"scheme": "exact",
"maxAmount": "",
"minAmount": ""
},
"method": "POST",
"providerName": "",
"parameters": [
{
"group": "body",
"name": "base",
"type": "string",
"description": "",
"example": "42",
"enumValues": [],
"default": null,
"required": false
},
{
"group": "body",
"name": "exponent",
"type": "string",
"description": "",
"example": "42",
"enumValues": [],
"default": null,
"required": false
},
{
"group": "body",
"name": "modulus",
"type": "string",
"description": "",
"example": "42",
"enumValues": [],
"default": null,
"required": false
}
],
"serviceName": "Modular exponentiation",
"tags": [
"modular exponentiation",
"mod pow",
"compute base exponent mod",
"fast modular power",
"modular arithmetic api"
],
"quality": {
"l30DaysTotalCalls": "3",
"l30DaysUniquePayers": "1"
}
},
{
"url": "https://numtheory.openverbs.com/v1/totient",
"description": "Euler's totient \u03c6(n) \u2014 the count of integers in [1, n] coprime to n \u2014 for a positive integer \u2264 10^15 (it is computed from the prime factorization).",
"pricing": {
"amount": "0.004",
"currency": "USDC",
"network": "eip155:8453",
"scheme": "exact",
"maxAmount": "",
"minAmount": ""
},
"method": "POST",
"providerName": "",
"parameters": [
{
"group": "body",
"name": "n",
"type": "string",
"description": "",
"example": "42",
"enumValues": [],
"default": null,
"required": false
}
],
"serviceName": "Euler's totient",
"tags": [
"euler totient",
"compute phi",
"totient function",
"coprime count",
"number theory totient"
],
"quality": {
"l30DaysTotalCalls": "3",
"l30DaysUniquePayers": "1"
}
}
],
"integrationType": "",
"isNew": false,
"priceSummary": {
"minAmount": "0.004",
"maxAmount": "0.004",
"avgCostPerTransaction": "0.004",
"avgCostBasis": "exact",
"currency": "USDC"
},
"serviceName": "",
"tags": [
"prime factorization",
"factor integer",
"integer factors api",
"prime factors lookup",
"divisor count",
"greatest common divisor",
"compute gcd",
"gcd api",
"common divisor lookup",
"integer gcd",
"primality test",
"check prime number",
"is prime api",
"miller rabin test",
"validate prime",
"least common multiple",
"compute lcm",
"lcm api",
"common multiple lookup",
"integer lcm",
"modular exponentiation",
"mod pow",
"compute base exponent mod",
"fast modular power",
"modular arithmetic api",
"euler totient",
"compute phi",
"totient function",
"coprime count",
"number theory totient"
],
"iconUrl": ""
}
}