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README-en.md edited online with Bitbucket

Jose R Ortiz Ubarri 8 years ago
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+[Verano 2016 - Rafa - Ive]
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 One of the advantages of using computer programs is that we can easily implement repetitive tasks. Structures such as the `for`, `while`, and `do-while` allow us to repeat a block of instructions as many times as needed. These structures are also referred to as *repetition structures*. 
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 One of the advantages of using computer programs is that we can easily implement repetitive tasks. Structures such as the `for`, `while`, and `do-while` allow us to repeat a block of instructions as many times as needed. These structures are also referred to as *repetition structures*. 
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 Algorithms are one of the fundamental concepts in Computer Science. Given a small set of instructions and the basic programming structures, we can solve many problems. In this laboratory experience you will practice the creation of algorithms simulating a robot that must explore a space using a set of very limited instructions.
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 Algorithms are one of the fundamental concepts in Computer Science. Given a small set of instructions and the basic programming structures, we can solve many problems. In this laboratory experience you will practice the creation of algorithms simulating a robot that must explore a space using a set of very limited instructions.
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 1. Reviewed the basic decision and repetition structures for C++.
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 1. Reviewed the basic decision and repetition structures for C++.
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 2. Reviewed the creation of objects and how to invoke their methods.
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 2. Reviewed the creation of objects and how to invoke their methods.
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 3. Studied the concepts and instructions for the laboratory session.
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 3. Studied the concepts and instructions for the laboratory session.
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+4. Taken the Pre-Lab quiz, available in Moodle.
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 **Instructions**
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 **Instructions**
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-1. Download the folder `Repetitions-CountingSquares` from `Bitbucket` by using the terminal, moving to the directory `Documents/eip`, and writing the command `git clone http://bitbucket.org/eip-uprrp/repetitions-countingsquares`.
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+1. Load the project  `CountingSquares` into `QtCreator`. There are two ways to do this:
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-2. Load the `CountingSquares` project to Qt creator by double clicking on the `CountingSquares.pro` file that can be found in the `Documents/eip/Repetitions-CountingSquares` folder of your computer.
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+        * Using the virtual machine: Double click the file `CountingSquares.pro` located in the folder `/home/eip/labs/repetitions-countingsquares` of your virtual machine.
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+        * Downloading the project’s folder from `Bitbucket`: Use a terminal and write the command `git clone http:/bitbucket.org/eip-uprrp/repetitions-countingsquares` to download the folder `repetitions-countingsquares` from `Bitbucket`. Double click the file `CountingSquares.pro` located in the folder that you downloaded to your computer.
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-3. Configure the project. The project consists of various files. **You will only write code in the file** `main.cpp`. The rest of the files contain functions that implement the functionality of the instructions the robot can understand.
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+2. Configure the project. The project consists of various files. **You will only write code in the file** `main.cpp`. The rest of the files contain functions that implement the functionality of the instructions the robot can understand.
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-4. When writing your algorithm, you should make sure that the `MainGameWindow` object is created using the argument `Mode::SQUARE_TOP_LEFT`. Remember, the robot does not know beforehand how many rooms there are. Test your algorithm with some examples.
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+3. When writing your algorithm, you should make sure that the `MainGameWindow` object is created using the argument `Mode::SQUARE_TOP_LEFT`. Remember, the robot does not know beforehand how many rooms there are. Test your algorithm with some examples.
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-5. If the size of the grid is 3x3, how many rooms should the robot visit to complete your algorithm? How about 4x4? How about $$n \times n$$ rooms?
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+4. If the size of the grid is 3x3, how many rooms should the robot visit to complete your algorithm? How about 4x4? How about $$n \times n$$ rooms?
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-6. Suppose we want to minimize the amount of energy used by the robot. Can you create an algorithm that uses less steps for the same grid size?
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+5. Suppose we want to minimize the amount of energy used by the robot. Can you create an algorithm that uses less steps for the same grid size?
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-7. Once you have finished your algorithm, and made it correct and efficient, hand it in using Delivererable 1 in Moodle. On the algorithm's header, write and explain the expression you found about the number of rooms the robot should visit to complete its task for a grid of size $$n \times n$$ (For example, "The robot takes 2x+5 steps, 5 to arrive at the middle and 2n to count the rest").
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+6. Once you have finished your algorithm, and made it correct and efficient, hand it in using Delivererable 1 in Moodle. On the algorithm's header, write and explain the expression you found about the number of rooms the robot should visit to complete its task for a grid of size $$n \times n$$ (For example, "The robot takes 2x+5 steps, 5 to arrive at the middle and 2n to count the rest").
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 ### Exercise 2 -  Rectangular grid
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 ### Exercise 2 -  Rectangular grid