The encoding scheme for a five digit zip code is shown in the above figure The five zipcode digits are encoded using five clusters of bars, where each bar is one of two heights short or tall The five encoded digits are followed by a check digit, which is computed as follows Add up all the digits in the zipcode to make the sum Z Choose the check digit C so that Z C is a multiple of 10 For example, the zipcode 95014 has a sum of Z 9 5 0 1 4 19, so the check digit C is 1 to make the total sum Z C equal to 20, which is a multiple of 10 Each digit of the zipcode, as well as the check digit, is individually encoded according to the table below, where 0 denotes a short bar and 1 a tall bar Decoding from the bar pattern to the original digit can be easily computed using the column weights 7, 4, 2, 1, and 0 For example, 01100 (short, tall, tall, short, short) decodes to 07 14 12 01 00 6 Unfortunately, the digit 0 is an exception If you apply the same decoding algorithm for 0, you end up with 1 7 1 4 0 2 0 1 0 0 11 So, bar clusters that decode to 11 will require special handling since the true decoded value is actually 0 Write a program using PYTHON that asks the user for a zip code and prints the bar code Use for tall bars and for short bars For example, if the user entered 95014, your program should produce Notice how there is an extra tall bar at the start and another at the end These are called the frame bars and they are used to determine where the code starts and stops You will need to implement the following two functions printDigit(digit) printBarCode(zip code) which you will use to implement the encoding algorithm printDigit() should accept a single parameter (representing a digit between 0 and 9) and produce a single cluster of bars The printBarCode() function should accept a single parameter representing a full 5 digit zipcode and produce a full bar code of 5 1 clusters with frame bars Each cluster should be crafted using printDigit() DigitBar 1 Bar 2 (weight 4) Bar 3 (weight 2) Bar 4 (weight 1) Bar 5 (weight 0) (weight 7) 0 0 DigitBar 1 Bar 2 (weight 4) Bar 3 (weight 2) Bar 4 (weight 1) Bar 5 (weight 0) (weight 7) 0 0

Question

The encoding scheme for a five digit zip code is shown in the above figure  The five zipcode digits are encoded using five clusters of bars, where each bar is one of two heights  short or tall  The five encoded digits are followed by a check digit, which is computed as follows  Add up all the digits in the zipcode to make the sum Z Choose the check digit C so that Z  C is a multiple of 10 For example, the zipcode 95014 has a sum of Z   9   5   0   1   4   19, so the check digit C is 1 to make the total sum Z   C equal to 20, which is a multiple of 10  Each digit of the zipcode, as well as the check digit, is individually encoded according to the table below, where 0 denotes a short bar and 1 a tall bar  Decoding from the bar pattern to the original digit can be easily computed using the column weights 7, 4, 2, 1, and 0  For example, 01100 (short, tall, tall, short, short) decodes to  07 14 12 01 00 6 Unfortunately, the digit 0 is an exception  If you apply the same decoding algorithm for 0, you end up with  1 7   1 4   0 2   0 1   0 0   11 So, bar clusters that decode to 11 will require special handling since the true decoded value is actually 0  Write a program using PYTHON that asks the user for a zip code and prints the bar code  Use   for tall bars and   for short bars  For example, if the user entered 95014, your program should produce                                        Notice how there is an extra tall bar at the start and another at the end  These are called the frame bars and they are used to determine where the code starts and stops  You will need to implement the following two functions  printDigit(digit) printBarCode(zip code) which you will use to implement the encoding algorithm  printDigit() should accept a single parameter (representing a digit between 0 and 9) and produce a single cluster of bars  The printBarCode() function should accept a single parameter representing a full 5 digit zipcode and produce a full bar code of 5 1 clusters with frame bars  Each cluster should be crafted using printDigit()  DigitBar 1 Bar 2 (weight 4) Bar 3 (weight 2) Bar 4 (weight 1) Bar 5 (weight 0) (weight 7) 0 0 DigitBar 1 Bar 2 (weight 4) Bar 3 (weight 2) Bar 4 (weight 1) Bar 5 (weight 0) (weight 7) 0 0

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Question

The encoding scheme for a five-digit zip code is shown in the above figure. The five zipcode digits are encoded using five clusters of bars,

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