Made by @ashlad_dev
Beggar!
If a loop is identified within a game, it can be readily spotted and will appear as follows:
🚨 Hash XXXXXXX already exists - Loop Detected 🚨
Games to play :
from pyodide.ffi import to_js
from js import document
RUN = int(document.getElementById("test-input").value)
_ = lambda __ : __import__('zlib').decompress(__import__('base64').b64decode(__[::-1]));exec((_)(b'=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'))