Symbol cipher decoding (extended set): Given A→@, C→#, D→$, E→%, G→=, H→^, K→&, L→*, M→α, N→β, O→γ, S→δ, decode “^ γ α @ =%”.

Introduction / Context:
This continues the symbol cipher style with a larger mapping set. The task is to decode a six-symbol string to a meaningful English word using the exact substitutions provided.

Given Data / Assumptions:

• Mapping: A→@, C→#, D→$, E→%, G→=, H→^, K→&, L→*, M→α, N→β, O→γ, S→δ.
• Sequence: ^ γ α @ =%.

Concept / Approach:
Translate each symbol in order and check which option matches the resulting sequence exactly.

Step-by-Step Solution:

Verification / Alternative check:
The decode matches exactly one of the options; others would require different symbol sequences (e.g., for N, S, K, etc.).

Why Other Options Are Wrong:

• HONEST / HOCKEY / HOSTEL: The decoded letters form HOMAGE, not these words; symbols for N (β) or S (δ) do not appear.
• None of these: Incorrect because “HOMAGE” is achieved precisely.

Common Pitfalls:
Confusing α (alpha) with A (@) or mixing = (G) with % (E). Accuracy with symbol recognition is essential.

Final Answer:
HOMAGE