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Armstrong Numbers

algorithm/armstrong-numbers

algorithminterpretedcompiledinterpretercllvm-jitaot

Public context

What an implementation receives

# Armstrong Numbers Split the decimal digits and compare their count-power sum with the input. Submit the complete source closure matching `interface.zli`. Public cases are examples, not an exhaustive specification. Do not use ambient I/O, time, random state, or undeclared capabilities.

Public interfaceZergLang

module benchmark_algorithm_armstrong_numbers;

public value Solution {
    public interpreted algorithm message solve(type: Class<Self>, input: Dynamic)
        -> Dynamic effects {};
}

Public cases

1 inspectable case

c1ed103c-258d-45b2-be73-d8c6d9580c7bpublic input + expected behavior

Input

{
  "fields": [
    {
      "name": "number",
      "value": {
        "type": "integer",
        "value": "0"
      }
    },
    {
      "name": "canonical_property",
      "value": {
        "type": "text",
        "value": "isArmstrongNumber"
      }
    }
  ],
  "type": "record"
}

Expected

{
  "kind": "value",
  "value": {
    "type": "bool",
    "value": true
  }
}

Held-out inputs and expectations are excluded from this projection. Their published outcomes are aggregate-only.

Code entry

ZergLang source policy

Active reference source withheld

This task participates in model synthesis. Publishing its canonical solution would invalidate future evaluations; the prompt, interface, and public cases above are the complete public authoring context.

Execution contract

algorithm

Selector: benchmark_algorithm_armstrong_numbers.Solution.solve
Executors: algorithm-interpreter, algorithm-c, algorithm-llvm-jit, algorithm-aot
Platforms: portable
Performance lane: not eligible

Normative authority

1 bound clauses

C0-EXEC-001

Official task history

Signed conformance observations

No official conformance run currently contains this task revision in its signed catalog.

Provenance

Where this task came from

[
  {
    "commit": "03f83310ed0547b902d211a05d23b3d74661df02",
    "kind": "adapted",
    "license": "MIT",
    "source": "Exercism problem-specifications"
  }
]