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wager simulation
import random
# Define parameters
starting_wager = 0.03
multiplier = 7.0714
win_chance = 0.14
win_increase = 0.8
consecutive_losses_reset = 2
num_simulations = 1000
num_games_per_simulation = 1000
# Desired win streak lengths to track
desired_win_streaks = [2, 3, 4, 5]
# Function to simulate a single game
def simulate_game():
current_wager = starting_wager
consecutive_losses = 0
consecutive_wins = 0
win_streak_counts = {streak: 0 for streak in desired_win_streaks} # Initialize streak counters
for _ in range(num_games_per_simulation):
win = random.random() < win_chance
if win:
consecutive_wins += 1
consecutive_losses = 0
for streak in desired_win_streaks: # Update counters for desired streaks
if consecutive_wins >= streak:
win_streak_counts[streak] += 1
else:
consecutive_wins = 0
consecutive_losses += 1
if consecutive_losses == consecutive_losses_reset:
current_wager = starting_wager
consecutive_losses = 0
return current_wager, win_streak_counts
# Run simulations and collect results
total_win_streaks = {streak: 0 for streak in desired_win_streaks}
for _ in range(num_simulations):
_, win_streak_counts = simulate_game()
for streak, count in win_streak_counts.items():
total_win_streaks[streak] += count
# Analyze and print results
average_win_streak = sum(total_win_streaks.values()) / num_simulations
print(f"Average win streak needed: {average_win_streak:.2f}")
# Calculate and print success rates for different win streak lengths
success_rates = {}
for i in range(1, max(desired_win_streaks) + 1):
success_rates[i] = sum(w >= i for w in total_win_streaks.values()) / len(total_win_streaks)
print("--- Success Rates by Win Streak Length ---")
for streak, rate in success_rates.items():
print(f"{streak} wins: {rate:.2%}")
# Print specific win streak occurrences
print("--- Consecutive Win Occurrences ---")
for streak, count in total_w
in_streaks.items():
print(f"{streak} wins: {count}")
Wager simulation
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