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>>> 
========== RESTART: D:\CSI31F18\sample pgms\code\chapter09\rball.py ==========
This program simulates a game of racquetball between two
players called "A" and "B".  The abilities of each player is
indicated by a probability (a number between 0 and 1) that
the player wins the point when serving. Player A always
has the first serve.
What is the prob. player A wins a serve? .52
What is the prob. player B wins a serve? .55
How many games to simulate? 100

Games simulated: 100
Wins for A: 41 (41.0%)
Wins for B: 59 (59.0%)
>>> 
========== RESTART: D:\CSI31F18\sample pgms\code\chapter09\rball.py ==========
This program simulates a game of racquetball between two
players called "A" and "B".  The abilities of each player is
indicated by a probability (a number between 0 and 1) that
the player wins the point when serving. Player A always
has the first serve.
What is the prob. player A wins a serve? .66
What is the prob. player B wins a serve? .67
How many games to simulate? 500

Games simulated: 500
Wins for A: 253 (50.6%)
Wins for B: 247 (49.4%)
>>> 
========== RESTART: D:\CSI31F18\sample pgms\code\chapter09\rball.py ==========
This program simulates a game of racquetball between two
players called "A" and "B".  The abilities of each player is
indicated by a probability (a number between 0 and 1) that
the player wins the point when serving. Player A always
has the first serve.
What is the prob. player A wins a serve? .66
What is the prob. player B wins a serve? .65
How many games to simulate? 500

Games simulated: 500
Wins for A: 289 (57.8%)
Wins for B: 211 (42.2%)
>>> 
========== RESTART: D:\CSI31F18\sample pgms\code\chapter09\rball.py ==========
This program simulates a game of racquetball between two
players called "A" and "B".  The abilities of each player is
indicated by a probability (a number between 0 and 1) that
the player wins the point when serving. Player A always
has the first serve.
What is the prob. player A wins a serve? .66
What is the prob. player B wins a serve? .65
How many games to simulate? 500

Games simulated: 500
Wins for A: 303 (60.6%)
Wins for B: 197 (39.4%)
>>>