#!/usr/bin/env python3

# Code mostly written using llms no copyright is claimed
# but in case there is copyrightable matter here
# To the extent possible under law, Matt Arnold 
# has waived all copyright and related or neighboring rights 
# to Mythic Pie. This work is published from: United States. 


import random

# Define the Fate table from Mythic Game Master Emulator
fate_table = [
    "Exceptional Yes", 
    "Yes", 
    "Yes, but...", 
    "No, but...", 
    "No", 
    "Exceptional No"
]

# Define the Chaos Factor table from Mythic Game Master Emulator
chaos_factor_table = {
    1: "Stable",
    2: "Low",
    3: "Moderate",
    4: "Elevated",
    5: "High",
    6: "Very High",
    7: "Extreme",
    8: "Absolute Chaos",
    9: "Total Chaos",
    10: "Impossible Chaos"
}

# Define the Chaos Factor adjustments table from Mythic Game Master Emulator
chaos_factor_adjustments_table = {
    "Stable": 0,
    "Low": 1,
    "Moderate": 2,
    "Elevated": 3,
    "High": 4,
    "Very High": 5,
    "Extreme": 6,
    "Absolute Chaos": 7,
    "Total Chaos": 8,
    "Impossible Chaos": 9
}

# Function to roll Fate
def roll_fate(chaos_factor):
    # Roll 2d10, one die for the Fate chart, one die for the Fate Modifier
    fate_roll = random.randint(1, 10)
    modifier_roll = random.randint(1, 10)

    # Calculate the final Fate roll
    final_roll = fate_roll + modifier_roll + chaos_factor_adjustments_table[chaos_factor] - 6

    # If the final roll is less than 1, set it to 1
    if final_roll < 1:
        final_roll = 1

    # If the final roll is greater than 6, set it to 6
    if final_roll > 6:
        final_roll = 6

    # Return the result
    return fate_table[final_roll - 1]

# Test the function with a Chaos Factor of "Moderate"
chaos_factor = "Moderate"
new_chaos_factor = random.randint(1, 10) + chaos_factor_adjustments_table[chaos_factor]
print("Chaos Factor:", chaos_factor_table[new_chaos_factor])
print("Fate Roll:", roll_fate(chaos_factor))