Use this to see how long your initial investment in a dice game will last :P

marty.py

#Use this to see how long your initial investment in a dice game will last :P

import sys

def sats2btc(sats):
    return sats/100000000.0

def btc2str(btc):
    return "{:1.8f}".format(btc)

def f(sats):
    return btc2str(sats2btc(sats))

def main(base=10, increase=1.5):
    total_wagered = 0.0
    base = int(base)
    print "Base = " + f(base)
    print "Increase on loss = " + str(increase) + "x"
    for n in range(1,40):
        total_wagered += int(base)
        profit = (int(base)*3.3) - total_wagered
        print "Roll: %i - %s \t Total Wagered: %s \t Payout: %s \t Profit: %s" % (n, f(int(base)), f(total_wagered), f(int(base)*3.3), f(profit))
        base *= (float(increase))


if __name__ == "__main__":
    if len(sys.argv) == 1:
        base = raw_input("What is Base best in satoshis? ")
        increase = raw_input("What is the increase multiple on loss? ")
    else:
        base, increase = sys.argv[1], sys.argv[2]

    main(base,increase)