mathburst.fireheartjerry.chatgpt.site
A live mathematical canvas for reasoning, visualization, and WebMCP-native tutoring.
First seen 2026-11-05 · Last seen 2026-11-05 · Source: webmcp.com
Answer 9 · Act 37 · Transact 2 · Score: Not yet scored
Tool inspector
set_partition_view
Choose the highlighted n, extend the finite Euler-product cutoff (1..60; also raises maxN), and reveal or hide the Ramanujan congruence card. Coefficients are recomputed, never typed in; p(n) and the congruence check are returned. Give at least one field.
Input schema
| Property | Type | Required | Description |
|---|---|---|---|
objectId |
string | no | Id of the numberTheory object. Optional when the project holds exactly one. |
selectedN |
integer | no | n to highlight, 0..finiteCutoff, e.g. 9. |
finiteCutoff |
integer | no | Highest m in the finite Euler product ∏(1 − q^m)^-1, 1..60, e.g. 12. |
revealTheorem |
boolean | no | true shows the Ramanujan p(5n+4) ≡ 0 (mod 5) card, false hides it. |
Raw JSON schema
{
"type": "object",
"properties": {
"objectId": {
"type": "string",
"description": "Id of the numberTheory object. Optional when the project holds exactly one."
},
"selectedN": {
"type": "integer",
"minimum": 0,
"maximum": 60,
"description": "n to highlight, 0..finiteCutoff, e.g. 9."
},
"finiteCutoff": {
"type": "integer",
"minimum": 1,
"maximum": 60,
"description": "Highest m in the finite Euler product ∏(1 − q^m)^-1, 1..60, e.g. 12."
},
"revealTheorem": {
"type": "boolean",
"description": "true shows the Ramanujan p(5n+4) ≡ 0 (mod 5) card, false hides it."
}
},
"additionalProperties": false,
"examples": [
{
"selectedN": 9
},
{
"finiteCutoff": 24,
"revealTheorem": true
}
]
}
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