Python Game "Petals Around the Rose" and Number Converter
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You are required to write a Python program that allows a player to play a game of Petals Around the Rose. The
program allows the user to repeatedly guess the answer to the puzzle until the user chooses to stop guessing/playing.
Once the user chooses to stop guessing, the program will report the game statistics to the screen. You may also like
to read Bill Gates and Petals Around the Rose: [login to view URL] We will be adhering to the following 'Petals Around the Rose' rules and game play for the assignment.
Petals Around the Rose Game Play and Rules:
The name of the game is Petals Around the Rose and the name of the game is important. The computer will roll five
dice and ask the user to guess the score for the roll. The score will always be zero or an even number. The user’s
mission is to work out how the computer calculates the score in order to become a Potentate of the Rose. • To begin, the following instructions are displayed to the screen and the user is asked whether they would like
to play Petals Around the Rose, i.e.:
Petals Around the Rose
----------------------
The name of the game is 'Petals Around the Rose'. The name of the
game is important. The computer will roll five dice and ask you to
guess the score for the roll. The score will always be zero or an
even number. Your mission, should you choose to accept it, is to
work out how the computer calculates the score. If you succeed in
working out the secret and guess correctly three times in a row, you
become a Potentate of the Rose.
Would you like to play Petals Around the Rose [y|n]?
If the user enters 'n', the following message is displayed to the screen only:
No worries... another time perhaps... :)
If the user enters 'y', game play continues as normal.
5 of 33
• Game play is as follows:
• The dice face values are then displayed to the screen and the user is asked to guess the score for the roll, for
example:
Die 1 Die 2 Die 3 Die 4 Die 5
[4] [3] [2] [5] [6]
And
We will be working with two numeral systems only for this part of the assignment, decimal and binary. Decimal refers
to Base 10 and works with ten digits, thus, decimal numbers use digits 0-9. Binary refers to Base 2 and works with
two digits, thus, binary numbers use digits 0-1.
The following commands should be allowed:
1. Convert to binary:
Prompt for and read (from the keyboard) a number (decimal whole numbers only) to be converted to binary.
Convert the decimal number to the binary representation of the number as a string of 0s and 1s. Display the
string (binary number) to the screen.
2. Convert to decimal:
Convert a binary number to a decimal number by prompting for and reading (from the keyboard) a binary
number (as a string). Convert the binary number to the decimal representation of the number (integer).
Display the decimal number (integer) to the screen.
3. Binary counting:
Prompt for and read a decimal number (whole numbers only). Display all decimal numbers starting from 1 up
to and including the decimal number entered along with the binary representation of the numbers to the
screen.
4. Quit:
Quits the program displaying a goodbye message to the screen.
Fixed Budget.
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