Or 5-8? How about 3, 2.5, 1, 2, … , 2.5, 1, 2, 3, 4, 5, 6, 7, 8 … .

In order to answer these questions we create a matrix:

x = [0 2 3 4 5 6 7 8]

y = [0 2 3 4 5 6 7 8]

A bar is a number of minutes in length that we use as a unit of time. A bar is often represented in a clockwise fashion, and is represented by the number x in our matrix. A bar is commonly represented in different sizes, ranging from 0 to 100 and is represented by y in our matrix.

This program reads from a file called bar.txt in this format: Time: 2:06:07 (10:36:59). In other words, “9:36 PM and 2:06:07”.

We read the 4th bar with the following output: Time: 2:06:07.

This tells us that the program will read for 9 minutes, and 2.6 seconds, and will read for 3 minutes, 1.5 seconds, and will read for 2.5 minutes and 4 seconds. The 3rd bar would look as this:

Time: 2:06:07.5.

In our program we also provide the following arguments:

— This is my main function bar(name) returns the name of the bar (or null) — The bar is a string of numbers in a clock wise fashion bar.value(x) Returns the value of the current bar at the top of the array bar.time(x) Returns the number of seconds since 2:00:00, which is the time when the value was assigned to the current bar at the top of the array bar.interval(x) Returns the number of seconds between each new (empty or incremented) bar and the last one in the array

In the first line we give the name of the bar (this is my bar function). The next line says that the bar will be in the name of “bar” (a string), and the value is equal to the value of the current bar (which is 2:06:06). I want a bar in the name bar. We also provide the arguments.

Now that we have the bars loaded into our matrix, we need to plot them on paper. What do we do with

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