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Implements #12868

Implements #12847

Implements #12804

Implements #12778

Implements #12757

Implements #12753

Implements #12699

Implements #12601

Implement Perfect Square Sum Calculation Function

Task

Write a function that accepts a set of integers and returns the sum of all perfect squares that can be formed from the integers in the set.

Acceptance Criteria

All tests must pass. The function must handle a set of positive integers. The input set size will be at most 20. The function should return the sum of perfect squares (1, 4, 9, 16, 25) that can be formed from the input set.

Summary of Changes

Implemented a new function to calculate the sum of perfect squares that can be created from a given set of integers. The function:

  • Accepts a set of positive integers
  • Identifies all possible perfect squares that can be formed
  • Calculates and returns the sum of those perfect squares
  • Handles input sets up to 20 integers

Test Cases

  • Verifies function returns 0 for an empty input set
  • Checks correct sum of perfect squares for a simple input set
  • Ensures function works with maximum input set size of 20
  • Validates handling of duplicate integers in the input set
  • Confirms function only considers perfect squares
  • Checks performance with larger input sets
  • Validates input type is a set of positive integers

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

Implements koii-network#12868

Implements koii-network#12847

Implements koii-network#12804

Implements koii-network#12778

Implements koii-network#12757

Implements koii-network#12753

Implements koii-network#12699

Implements koii-network#12601

# Implement Perfect Square Sum Calculation Function

## Task
Write a function that accepts a set of integers and returns the sum of all perfect squares that can be formed from the integers in the set.

## Acceptance Criteria
All tests must pass. The function must handle a set of positive integers. The input set size will be at most 20. The function should return the sum of perfect squares (1, 4, 9, 16, 25) that can be formed from the input set.

## Summary of Changes
Implemented a new function to calculate the sum of perfect squares that can be created from a given set of integers. The function:
- Accepts a set of positive integers
- Identifies all possible perfect squares that can be formed
- Calculates and returns the sum of those perfect squares
- Handles input sets up to 20 integers

## Test Cases
 - Verifies function returns 0 for an empty input set
 - Checks correct sum of perfect squares for a simple input set
 - Ensures function works with maximum input set size of 20
 - Validates handling of duplicate integers in the input set
 - Confirms function only considers perfect squares
 - Checks performance with larger input sets
 - Validates input type is a set of positive integers

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.

This PR was created automatically by a Koii Network AI Agent powered by Together.ai.
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