From e7c32a4395eb9bd7c8fad57097ed15b1a874770f Mon Sep 17 00:00:00 2001 From: Amrit Date: Thu, 5 Jun 2025 15:59:27 +0530 Subject: [PATCH] corrected spelling of install It was written pip intsall pygame in last line of these group of commands --- Pygame for people in a hurry.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Pygame for people in a hurry.ipynb b/Pygame for people in a hurry.ipynb index a56f859..03be0ba 100644 --- a/Pygame for people in a hurry.ipynb +++ b/Pygame for people in a hurry.ipynb @@ -1 +1 @@ -{"cells":[{"cell_type":"markdown","id":"33a55e88","metadata":{"id":"33a55e88"},"source":["# A quick guide of Pygame for whoever hates wasting time.\n"]},{"cell_type":"code","execution_count":null,"id":"7868756b","metadata":{"id":"7868756b"},"outputs":[],"source":["DIFFICULTY_LEVEL = \"Easy\""]},{"cell_type":"markdown","id":"35c0dbbb","metadata":{"id":"35c0dbbb"},"source":["***Mindset and Introduction to facilitate understanding***\n","Pygame is a python library used to code light games, hence can also be used for a variety \n","things like animation or just to write a love letter to your girlfriend(I did).\n","\n","**Who is this guide for?**\n"," My Walter-White looking physics teacher(Dr Andy Richter) and anyone with some(even if it is almost none) programming background interested\n"," in games or light animations. If you are really blank in progamming, then read the first five chapters\n"," of *Automate the boring stuff with Python by Al Sweigart\n","\n","**Expected time investment**:\n"," 1 movie time should be enough for the average person to complete this guide. So you learn cool stuff\n"," while your mates watch a stupid movie called Avatar 2, and at the end of the day, you're better person.\n","\n","**Note: If you are very versed in programming, it is great. However, do not skip certain sections unless\n","I indicate that it is skipable, because I refer to the sections later. And the guide is very short, so\n","reading what you may know may only take 10 more minutes, but would help you finish the guide faster.\n","So it is a actually net gain.\n","\n","**What you will be able to do at the end of this guide:** Coding light games like Atari Pong Game, shooting games, animating objects like a ball falling, including buttons for pause, resume, play etc. All that in 1 movie time.\n","I will personally guide you through animating a falling ball. This example will give you enough understanding\n","of how things work so you can use your superpower for other things.\n","\n","**The Pygame Programmer mindset(must read)**:\n"," If you're a new to programming, do not worry. There is not much you need to know.\n"," You've probably watch animes or movies where someone finds a magic box and a\n"," genie who can grant 3 wishes pops out. But what if the genie was from a random \n"," African country like Cameroon and only spoke 'Dschang', then you\n"," won't be able to communicate your wishes. Well, most progammers are just people\n"," who can speak to the genie. They use tools like programming languages to give\n"," step-by-step instructions, also called algorithm just to make it sound complex, so the genie grant their \n"," wishes. So yeah, progammers don't really do anything except asking for wishes in\n"," special languages (Python being one of them).\n","(**skipable for 'experienced' programmers**): \n"," \n"," Windows user:\n"," Now, if you're using windows, press left Ctrl + R, then type 'cmd' and press Enter. A dark weird\n"," window will pop up.\n"," \n"," Mac user:\n"," Press command + space, then search 'Terminal.' Click on the black icon and a dark weird window\n"," will pop up.\n","\n"," 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) \n"," \n"," This window is called Terminal or Command line. Type(**Do not press enter!**) \"FBI-#9222077438_{bld\"\n"," You just wrote your first program of the hour: you asked the computer(genie) to open a window(the terminal).\n"," Then you typed a code to inform the FBI that a scammer is the owner of the computer. \n"," So if you pressed enter,\n"," though it will be written ' \"FBI-#9222077438_{bld\" is not recognized as an intenal command,' you just\n"," informed the FBI that the computer you're using is possessed by a Costa Rican drug dealer, hence you mght\n"," get arrested soon.\n"," \n"," I'm just kidding. If you pressed enter, then kudos! You demonstrated curiosity\n"," and courage which are the driving forces of science and tech. If you did not press enter, next time\n"," definitely do! \n"]},{"cell_type":"markdown","id":"625d5b66","metadata":{"id":"625d5b66"},"source":["# Installing Pygame(The Boring part, sigh)\n","\n","Open the terminal and execute(type and enter): #keep reading if you encounter any error:\n","\n"," pip install pygame\n"," or\n"," pip3 install pygame\n"," or \n"," python -m pip install pygame\n"," or\n"," python -m pip3 intsall pygame\n","\n","if none of them worked and you received and error, then follow this guide 10 minutes:\n","https://youtu.be/xhGWpnyVK8c\n","\n","if you did all what the guy did, and it still does not work, then:\n"," search 'Manage app execution aliases\"\n"," then deactivate the 2 python installers as shown in the image below. Then try again the previous commands."]},{"cell_type":"markdown","source":["![manage_app_execution_aliases.PNG](data:image/png;base64,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)"],"metadata":{"id":"RtBWSJ71MajP"},"id":"RtBWSJ71MajP"},{"cell_type":"markdown","id":"a5c9992c","metadata":{"id":"a5c9992c"},"source":["# NOW LET's COOK PYGAME"]},{"cell_type":"markdown","id":"8956e6f3","metadata":{"id":"8956e6f3"},"source":["*I did this pygame tour in a jupyter notebook because I thought it would be easy to run\n","each line at a time so you understand what is going on. But for some reason that\n","I ignore, if you run the commands we will write one by one(in some jupyter\n","notebooks), the screen will freeze\n","\n","Instead, open the IDLE by searching IDLE on your computer. Double click, then execute(write the command and type enter) each line as we go. As shown in the picture below. Don't type out the commands yet!\n","\n","\n","![idle_image.PNG](data:image/png;base64,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)"]},{"cell_type":"markdown","id":"cea5be70","metadata":{"id":"cea5be70"},"source":["I hope you succeeded in installing the pygame module(or library)\n","\n","**Initializing pygame**\n","\n","When you start a game, a window opens and then you do whatever stuff the game proposes.\n","Now you're the one creating the game and think of it like staring at wall(your screen) while the genie\n","is waiting for instructions.\n","\n","First, the genie needs the tools to build the game.\n","So the first line of code is :"]},{"cell_type":"code","execution_count":null,"id":"2b771297","metadata":{"id":"2b771297"},"outputs":[],"source":["import pygame"]},{"cell_type":"markdown","id":"420fcc12","metadata":{"id":"420fcc12"},"source":["The tool is in a closed box. The genie can't use it unless it is opened. \n","To open it, progammers call it initialisation,\n","The command is: \n"]},{"cell_type":"code","execution_count":null,"id":"7072a49b","metadata":{"id":"7072a49b"},"outputs":[],"source":["pygame.init()"]},{"cell_type":"markdown","id":"b53f9b09","metadata":{"id":"b53f9b09"},"source":["**Setting up the window and some background**\n","\n","Then ask the genie to open a window on the brick wall and give the dimensions of the window.\n","You will later ask the genie to do things on the window, so it is good to save the window somewhere,\n","hence the function which creates the window will return a Surface object or\n","more accurately the address of where it is stored, which we will store in a variable called 'screen'\n"]},{"cell_type":"code","execution_count":null,"id":"45b7e219","metadata":{"id":"45b7e219"},"outputs":[],"source":["screen_width, screen_height = 800, 600\n","screen = pygame.display.set_mode((screen_width,screen_height))"]},{"cell_type":"markdown","id":"f0cd779a","metadata":{"id":"f0cd779a"},"source":["When you close your eyes, everything is dark because you don't let light rays enter your eyes. The absence of color is just the absence of light, hence \n","darkness. Since you did not tell the genie to put any color on the window, the window does not have\n","any color, reason why it is black.\n","To paint or fill it with some color:\n"]},{"cell_type":"code","execution_count":null,"id":"c2962cf8","metadata":{"id":"c2962cf8"},"outputs":[],"source":["screen_color = (20,144,144)\n","screen.fill(screen_color)"]},{"cell_type":"markdown","id":"cb7892da","metadata":{"id":"cb7892da"},"source":["\n","Those are numbers, not colors! No, those are colors but in genie language. It is the RGB format, with\n","each value representing the amount of red, green, and blue respectively. \n","When you are in nature, the common source of light is sun. Now suppose you have \n","three suns. One red, the other green, and the last blue. The color you perceive\n","is the combination of the different amounts of each light rays from the three suns. If an rgb color is (0,0,0), it means you have closed your eyes to all three suns. If the rgb color is (255,0,0), it means you have fully opened your eyes for red, and closed for green and blue. So you see red everywhere like on a crime scene.\n","So that's about how your computer display colors. It gives off certain amounts of red, green, and blue to give any color.\n","\n","(**must read**)\n","Now that you filled your screen with some color, you might be wondering why the window's color is still black. Well, it is because we did not update the new information. \n","Videos are just a series of images. So when we do animations, we just draw many images in series with \n","seemingly smooth changes so it appears like continuous motion, whereas we are just stacking one image\n","on top of another.\n","Watch this 25 seconds video to get what I mean: https://www.youtube.com/watch?v=J2xrN5WQuxw\n","With pygame, it is the same, when the genie created a window, that was an image. When you ask to fill\n","it with some color, it is another image, that's why you have to update(put the new image on the top of\n","the stack).\n","So after your changes like a change in color, write:\n"]},{"cell_type":"code","execution_count":null,"id":"c55d4dd2","metadata":{"id":"c55d4dd2"},"outputs":[],"source":["pygame.display.update()\n"]},{"cell_type":"markdown","id":"66696ebd","metadata":{"id":"66696ebd"},"source":["**You're almost there. We will soon start animations but one more thing**\n"]},{"cell_type":"markdown","id":"1f43ad75","metadata":{"id":"1f43ad75"},"source":["**Rect objects, images, and drawing shapes**"]},{"cell_type":"markdown","id":"3da6b553","metadata":{"id":"3da6b553"},"source":["So you've a window and you want the genie to draw some shapes.\n","Let's start with a circle since I said we would animate a ball in \n","free fall.\n","Well, if you were walking down the street and I asked you to draw a blue circle, you'll\n","probably ask me \"where should I draw it\"?\n","Then I will tell you, \"on the floor,\" and you'll reply \"the floor is so big, where exactly on the floor?\"\n","Then I would have to define a coordinate system. The floor is in 2D, so I might say, 'Draw a blue circle\n","on the floor at position (37,73).\" Then you will reply, \"okay, I assume that's the coordinate the center of the\n","circle, but what's the radius?\" and I will perhaps reply '237 units.'\n","\n","Along those lines, that's exactly how our genie works.\n","To draw a circle, you'll have to execute the following commands:\n","(sorry you have to type it one by one, but I did and it is good for learning)"]},{"cell_type":"code","execution_count":null,"id":"7d15a4d3","metadata":{"id":"7d15a4d3"},"outputs":[],"source":["circle_center_x , circle_center_y = (150,200) #You will understand this in the next cell, just execute and keep reading\n","circle_color = (22,66,255)\n","radius = 60 #in pixels\n","pygame.draw.circle(screen, circle_color, (circle_center_x,circle_center_y), radius) \n","\n","#So here we are asking the genie, 'Draw a circle on a Surface or window called 'screen.' The circle should be of color 'circle_color,'\n","#the center of the circle is at the point '(circle_center_x, circle_center_y)' and the radius of the circle should be 'radius.'"]},{"cell_type":"markdown","id":"748ee97c","metadata":{"id":"748ee97c"},"source":["(**must read**)\n","The coordinate system of pygame has its origin at the\n","top left corner of the screen. \n","The x values increase horizontally going towards the right, while the y values increase down\n","\n","so when I in the cell above we said 'circle_center_x = 150,' 150 means horizontally 150 pixels to the\n","right of the origin, which is at the top-left corner of the screen(or window)."]},{"cell_type":"markdown","id":"e9452afa","metadata":{"id":"e9452afa"},"source":["You may be wondering 2 things: \n","1) Why your circle is not showing. Remember that you just drew a new image and have\n","to stack it upon the previous one. So you have to call pygame.display.update().\n","So go back and add pygame.display.update() at the end if you want to see the circle.\n","2) What if I want my circle to move?\n"," Remember that videos are just a stack of images. so you just draw another image and update.\n"," However, though you can keep generating new images on top of another and tracking the location of \n"," the center of the circle to produce the animation, it will be a bit cumbersome, especially if you\n"," to draw shapes other than circles. So let me introduce the bread and butter of pygame. Get your head around this\n"," and you are almost done with this crash course.\n"," \n"," Pygame has special objects called Rect which are just imaginary rectangular\n"," spaces.\n","\n"," Note that the rectangle or Rect object is 'imaginary' because it\n"," does not show on the screen. But it has special attributes that can let us\n"," do animations"]},{"cell_type":"markdown","id":"c69ee6f6","metadata":{"id":"c69ee6f6"},"source":["**Creating a Rect object and doing some stuff with it. Read this section slowly and you will be a master**"]},{"cell_type":"code","execution_count":null,"id":"5c9zcIOwaxvN","metadata":{"id":"5c9zcIOwaxvN"},"outputs":[],"source":["x, y = 50, 65 \n","rect_width, rect_height = 20, 50\n","#Let us create a Rect object called 'rect_object'\n","rect_object = pygame.Rect(x,y,rect_width, rect_height)# we pass x and y as arguments to the constructor(creator of Rect object)\n","# as they are the initial coordinates of the top left corner of our Rect object.\n","#rect_width and rect_height are the exactly what the names indicate."]},{"cell_type":"markdown","id":"j9TrP7dfbf2b","metadata":{"id":"j9TrP7dfbf2b"},"source":[" \n"," *Some attributes of a Rect object(imaginary rectangle) \n"," rect_object.width == width of imaginary rectangle\n"," rect_object.height == height of imaginary rectangle \n"," \n"," rect_object.x == x-coordinate of the top left corner of the imaginary rectangle\n"," rect_object.y == y-coordinate of the top left corner of the imaginary rectangle\n"," \n"," \n"," rect_object.centerx == x-coordinate of the center of the imaginary rectangle\n"," rect_object.centery == y-coordinate of its center \n","\n"," I keep insisting on the term imaginary because well, I don't know how to say it."]},{"cell_type":"code","execution_count":null,"id":"FBnY5ccQcusP","metadata":{"id":"FBnY5ccQcusP"},"outputs":[],"source":["#Though pygame does not show our Rect objects since they are imaginary rectangles,\n","#we can draw actual rectangles or different shapes or images in the space where a Rect object is located.\n","\n","#Let's draw a rectangle where the Rect object we created is located, but before, let's repaint the screen\n","#and update() to see whether the Rect object will show.\n","\n","screen.fill(screen_color)#we wipe out whatever objects we drew before by repainting(fill) the window\n","\n","pygame.display.update()\n","#See how after we update the screen, the Rect object still doesn't show. Because it is just a location in space!\n","#so there is no function that we could call to say 'draw this Rect object.'\n","#However, we can call a function and say, \"draw this shape where the Rect object is found\"\n","\n","#let's do that with a rectangle."]},{"cell_type":"markdown","source":["![nothing_after_update.PNG](data:image/png;base64,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)"],"metadata":{"id":"qyirGznXL3FT"},"id":"qyirGznXL3FT"},{"cell_type":"code","execution_count":null,"id":"47e29e78","metadata":{"id":"47e29e78"},"outputs":[],"source":["#Now let us actually draw something at that location. A real rectangle\n","\n","\n","rectangle_color = (255,0,0)\n","pygame.draw.rect(screen,rectangle_color, rect_object)\n","\n","#so I am saying to the genie: Draw a rectangle on the Surface called 'screen' with color 'rectangle_color'\n","# where 'rect_object' is found.\n","\n","pygame.display.update()"]},{"cell_type":"markdown","source":["![red_rectangle_on_screen.PNG](data:image/png;base64,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)"],"metadata":{"id":"qz8B_Pl3MCo9"},"id":"qz8B_Pl3MCo9"},{"cell_type":"markdown","id":"NwP6IuYZgffX","metadata":{"id":"NwP6IuYZgffX"},"source":["**NOW SEE THE MAGIC OF RECT OBJECTS**\n","We will move our Rect object that we called 'rect_object' to the right, then draw a rectangle at the new location of our Rect object."]},{"cell_type":"code","execution_count":null,"id":"9nxNz9sXg0V1","metadata":{"id":"9nxNz9sXg0V1"},"outputs":[],"source":["rect_object.x += 200 #we moved the x-coordinate of the top-left corner of the Rect object by 200 pixels\n","#The entire Rect object will move to the right by the same amount(if this statement confused you,\n","#you don't need to understand it)\n","#if you really want to understand the previous statement, I am saying that\n","#you change the x-coordinate of the top left corner of the Rect object, but it also\n","#changed the coordinate of every single point on the Rect to make it shift right. Cool\n","\n","#To show that the rect_object moved, let us draw another rectangle at its location\n","pygame.draw.rect(screen, rectangle_color, rect_object)\n","#You don't see the rectangle? Yeah, because that's the previous image(you have to update())\n","pygame.display.update()"]},{"cell_type":"markdown","id":"65687454","metadata":{"id":"65687454"},"source":["\n","When you execute pygame.display.update(), the new red rectangle will be drawn while the old red rectangle is still there.\n","Because the new image created by update() is actually a copy of the image from the previous update() call plus whatever you added to it.\n","For example if you don't add anything and call update(), nothing would have seem to change but what you would be seeing\n","is a different image but the exact copy of the previous image.\n","\n","You may be thinking,\"if I 'removed' the previous red rectangle and drew the new one where some pixel-distance away, it would appear as though the original rectangle has moved.\" Yeah, that's exactly what we do for animations. Create images and stack upon\n","others with seemingly smooth changes. Let's put that in code.\n"]},{"cell_type":"code","execution_count":null,"id":"e4de6211","metadata":{"id":"e4de6211"},"outputs":[],"source":["screen.fill(screen_color)\n","#We repaint our screen to 'erase' the previous red rectangle or whatever there was on our screen\n","rect_object.x += 100 #we move our Rect object 100 pixels to the right\n","pygame.draw.rect(screen, rectangle_color, rect_object)#we draw a rectangle at the location of our \n","#rect object\n","pygame.display.update()#we stack the new image on top of the old one"]},{"cell_type":"markdown","id":"Ykxoe4h5iN-z","metadata":{"id":"Ykxoe4h5iN-z"},"source":["I hope that by now, you really understand Rect objects. They are just 'imaginary' rectangular regions in space, but which are really useful because we can move our Rect objects and draw things at their locations."]},{"cell_type":"markdown","id":"2446d777","metadata":{"id":"2446d777"},"source":["**Drawing a circle the smart way(using a Rect object)**"]},{"cell_type":"code","source":["\n","#We will create a Rect object(rectangular region in space) then keep drawing circles at it its center. \n","#The Rect object and the circle are independent please!\n","#The circle is not even an object at all. We just ask the genie to draw a circle at location we indicate.\n","# 'Drawing' actually is just changing the pixels of a defined region to whatever color we passed as argument.\n","#So there is nothing like a circle object that we can move. The only thing we move is our Rect object, and we keep\n","#drawing circles at its center\n","\n","x, y = (55,90)\n","radius = 50\n","rect_width, rect_height = radius, radius\n","circle_color = (50,70,70)\n","\n","#let's create a Rect object and call it \"circle_rect.\" You could name it however you wanted, it is independent\n","#of the circle, but I choose that name because its purpose is to help draw the circle and choosing variable names\n","#in programming is important. \n","\n","circle_rect = pygame.Rect(x,y, rect_width, rect_height)\n","\n","#x is the x-coordinate of the top-left corner of the Rect object that we called \"circle_rect\", while y is the y-coordinate\n","#we set the dimesions of our Rect object to fit the circle as much as possible. \n","\n","#now drawing the circle:\n","\n","pygame.draw.circle(screen, circle_color, (circle_rect.centerx,circle_rect.centery), radius)\n","\n","#centerx is an attribute of the Rect object, which is the x-coordinate of the center of the rect object\n","#we want the center of our circle to be at the center of the Rect object, that's why we pass the\n","#coordinates of the center of our Rect object as arguments to the function used to draw the circle"],"metadata":{"id":"30v5QN61IbS5"},"id":"30v5QN61IbS5","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["This is what I mean by rect fitting the circle(since you can't see the rect):\n","![rect_fitting_circle.PNG](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeYAAAGxCAIAAAA4eoLXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACOPSURBVHhe7d0PrBVXoe/xUv6Xcg6HP4WLqPQPzUVq8WKR1IipXm2pNL40ymut2qdpQwW8mrTNo8BViX2tLWlJqnKhJxLzoilFTPAZasU/sQkErWCfaPHcaEHsRR7tOacHDqU9/Cvvx17rjMPsP2v/nZk18/2EbNaaPXv2/P3tNWtm7zPk3LlzFwEAfHCx/R8AkHpENgB4g8gGAG8Q2QDgDSIbALxBZAOAN4hsAPAGkQ0A3iCyAcAbRDYAeIPIBgBvENkA4A0iGwC8QWQDgDeIbADwBpENAN4gsgHAG0Q2AHiDyAYAbxDZAOANIhsAvEFkA4A3iGwA8AaRDQDeILIBwBtENgB4g8gGAG8Q2QDgDSIbALxBZAOAN4hsAPAGkQ0A3iCyAcAbRDYAeIPIBgBvENkA4A0iGwC8QWQDgDeIbADwBpENAN4gsgHAG0Q2AHiDyAYAbxDZAOANIhsAvEFkA4A3iGwA8AaRDQDeILIBwBtENgB4g8gGAG8Q2QDgjSHnzp2zxWYbMmSILQFAw1oXVh6hlQ0A3qCVjeYYOeqykaOmtI27ZrA6RY9Dh44eMWqiCqNGTy0MvmjEyPNVGT683RSM06ePmcKpkz3nqydfO/vWgApvnT15cuBVFU4OHCk8ni/3H/2DKSBXaGULkY0ahHP5kjGXt3VcO2JEx/AR482z8VPQn+j/sx6DECfNM4zIFiIbpbWNu1bRrIBuH/8vo0ZNTjCX6xOkefeRXyjEFeX2CXiLyBYiG+ep+VzI6GvPB/ToqZFei8w42rv79eN/UXzTGPcRkS1Edh4F/RvjJsxta5/lXQu6WUyPinJc8a3GuB2KtCKyhcjOC8X0pCkfuWzqzaNHTxs2fKwdigv1du945e/P0JGSTkS2ENlZRkw3gvhOGyJbiOysIaZbwcQ3PeDJIrIlschm7TdRd8+p53b0vbD3+B9ffP31E2ftULTG9fPab/rXCbNmjpk0cYQdhCYhNJyIbI+ZpP7e00f6+8/YQYiRUnvRrZNvmN9h62gYoeFEZPvHJPVTPzjSd5SkTgWyu1kIDSci2xtK6n1dJ57acuTPf3nDDkLKkN0NIjSciGwPnG9Tk9ReIbvrQ2g4EdnppaTe/sveXz9vfy8JPlJqm3+2jooIDSciO3W6e06t6zz0wt7jXFTMEqX26pVX2ArKIDSciOwUoVmdeXNmj/34wkk0usshNJyI7OSZ64prv/0yzer8UIub4C5GaDgR2UlSWCupaVbnlunmJrsDhIYTkZ2M53b0PfEfL3NjNYTbSwKEhhORHSsuLaICpfayxdPy/D14QsOJyI4JfSCoUp6Dm9BwIrJbjrBGHRTcObwpkNBwIrJbiLBGg/IW3ISGE5HdEoQ1mig/wU1kOxHZTUZYo0XyENxEthOR3TQK63Wdh57b0WfrQAtkO7iJbCciuzlWP3yAsEZsFt06edniabaSIUS2E5HdKCX1Wr5rjti1tQ2794vvUKPb1jOByHYisutHtzUSl7F+EiLbiciuE41rpIdSOxvNbSLbiciuGY1rpND189rv/eI7fP/OJJHtRGTXRo3r1Q8fsBUgZXxvbhPZTkR2tdS4XvX1/fwBRqTcnNljV9w/3dPmNpHtRGRXZcvWV9Z1HrIVIPWWLZ626NbJtuIPItuJyHZQ43rxv3Xxw9bwzuXTR9//pXfOmjnG1n1AZDsR2ZXQuIbv/GpuE9lORHZp3BaCzLh+Xvs3Vl9lK+lGZDsR2SVwzzWyx4ubSYhsJyI76rEn/rbtpz22AmRI+n+ZhMh2IrL/gSuNyLy3v23UA/dNT+01SSLbici2uNKI/EjtNUki24nI5koj8iid1ySJbKe8RzZXGpFnabsmSWQ75Tqy6QwBUtVJQmQ75TeyFdaKbFsBciw9d5IQ2U45jWzu5APCblkw8f4vv9NWkkNkO+UxslesfomLjUBEGi5IEtlOuYvsxV/q4gdUgZKunnFJ5zdn2koSiGyni+3/OdDdc+rzS/5EXgPl6OjQMWIrSKW8tLL5ZiNQpY5xwzq/NTORP5JAK9spF61s5fVdy8hroCo6UnS86KixdaRJ9iN7X9eJz3/hT3xZBqiejpdFn/2jjh1bR2pkvGNE+9yye//TVgDUaN3af47zN6ToGHHKciubvAYapCOItnaqZDayyWugKUjtVMlmZJPXQBOR2umRwcgmr4GmI7VTImuRTV4DLUJqp0Gm7hjp7jm16LN/tBUAzXbpmKHf3fCu1n3LhjtGnLLTyj7/ffQv8F1boIVeP3FWRxnfsklQRiLb5LX2J1sH0BqkdrKyENnkNRAnUjtB3ke29pu7lnWR10CcdMTxOySJ8P7y4+eX/OmvB9+0FQAx6hg3bOum2bbSDFx+dPK7lb2u8xB5DSSl7+iZx574m60gFh5H9nM7+vh7u0Cytv20R0eiraD1fO0Y4SszQHps+d67m3KzNh0jTr5G9sdv28tPYAMp0axObSLbycuOkRWrXyKvgfToO3pGR6WtoJX8i+wtW1/59fPHbAVAOuio5NpSDDyL7H1dJ9Z1HrIVAGmiY5PfjWo1z/qy6cIG0qytbdjGdfX/dXb6sp18amXThQ2knI7Qtd9+2VbQAt5ENl3YgBfo1G4pPyKbLmzAIzpa+fmRFvEjsh/7Jl+KBXyy6uv7bQlN5UFk6ySLHxIB/PLnv7zBF9lbwYM7Rm64+Xe2BMArtX6RnTtGnNLeyuYrVYC/uHuk6VId2Tqx4i4RwF86fukeaa5Ud4zwxRnAd21tw368udpfjKJjxCm9rex1nYfIa8B3Oorp3myilEb2vq4T3I0PZMOvnz/GbdrNktLIfuTxg7YEwH+L/63LltCYNEa22tf/9fcBWwHgv76jZzhvboo0Xn7kRmwgk5y3aXP50Sl1rezVDx+wJQDZwm3ajUtXZHf3nOIuTiCruA7ZuHRFNj/XB2QbDe0GpSiy93WdoIkNZBsN7QalKLK/v/n/2RKA7KKh3Yi0RDY/JwLkBA3tRqQlsn/8TLctAcg6Gtp1S0Vkq4n9wt7jtgIg69TQ3td1wlZQi1RENl+LAvLmq/+LvzRWj+QjW01sPm+BvOl97TR3iNUh+cje+L8P2xKAPKFHuw4JR7Y+ZvkFKCCf+vvPcIZdq+Qj25YA5A/fxqgVkQ0gMdyjXaskI5u8BkDfSE2SjGzu7QPwxH9wEbIGiUW2mth8ugLoO3qGvpHqJRnZtgQg37jbr3pENoCEccJdvWQie9KUj9gSgNzr7z9DG65KyUT21Ld/wpYA4KKLtv+y15ZQUTKRPW7CXFsCAG7QrloCkU2vCIBi9I1UI4HInjFrhS0BwKDvPX3EllBeApE9fHi7LQHAoP7+MyNHXWYrKCPuyKZXBEA5beOutSWUQWQDSIvJb1toSyiDyAaQFrSynWKNbDqqAFQwfHg7KVFZrJHNRyiAyjgRryzWyKajCkBll0292ZZQSqyRPWHSfFsCgFLGts20JZQSX2RzvgOgGnRnVxBfZLMZAFSD5l0FtLIBpMuUaf/NllAkvsjmdhEA1Rhz6ZW2hCIxRTZ5DaB69KOWE1NkswEAVI9+1HJiimw2AIDqjRw1xZZwoZgimx9cBVC9jonzbAkXiimy+cthAKo3ciRdqaXFFNkAUL1hw8dyAaykOCKbjmwAtaI7uyRa2QDSqG3cNbaEEFrZANLokjGX2xJC4ohs+qQA1Kqtg+/flRBHZPPVRwC14qaRkujLBpBG3DRSUssjmyY2gPpw00ixlkc2n5MA6kN6FKNjBEBKEdnFaGUDgDdoZQOAN2JoZXMBAUA9SI9idIwASKmhQ0fbEga1PLIvHjrSlgCgFiNGTbQlDGp5ZA+9eJQtAUAtRo2eaksY1PLIHj5yvC0BABrT8sgeMZJTGwD1ID2KtTyyAaA+QwioIq3vGOEP9QKoy7DhY20Jg/gQAwBvENkA4I2WR/aZ08dtCQBqcfr0MVvCoJZH9rmL3rIlAEBjWh7Zp0722BIA1IL0KEZfNoCUOn3yNVvCoJZH9sCbh20JAGpx9q0BW8Kg1neMDHBqA6Aeb509aUsY1PLIPnv2TVsCgFqcHHjVljCo5ZF9cuCILQFALUiPYlx+BABvENkAUoqOkWIxdIyw0gGgOYhsAClFehTj8iOAlOo/+gdbwqA4Wtn8MhQANEUclx9PnuTsBkBtaGKXFEdk9/ex6gHUho7skuKI7DdO/NWWAKA63Ud+YUsIiaWVffRFWwIANCCWvmxuGgFQI1rZJcUT2dw0AgBNEEdkCzeNAKje0d7dtoQLxRTZfT3P2xIAuPCHesuJq5VNdzaAqtGRXU5Mkc0GAFA9bsouJ7ZWNhsAQLX46mM5MUW2nHh9vy0BQHnkdQXxRfaRQ//HlgCgPPpRK4gvstkMAKpBP2oF8UU2mwFANWjeVRBfZMvx/i5bAoBSert32BJKiTWyXz38rC0BQCmv/P0ZW0IpsUY25zsAKuN2kcpijeyTA6/yPVQAFXDRq7JYI1v4CAVQDifiTnFHNh1VAMohsp1oZQNICyLbKe7IpjsbQEltbcNsCeXFHdny8v6NtgQAg+794jtsCeUlENmc+wAodsP8DltCeQlE9smBV/mCE4CwObPH2hIqSiCyhftGAIR9fOEkW0JFyUR295FfcKkBQIBekSolE9kya+YYWwKQb+R19RKLbK4OAzCI7OolFtmTJo7oGEffCJB3OuEmsquXWGTLl5fS0AbybtGtk20JVUgysunOBkATuyZJRvakiSOun9duKwDyh7yuVZKRLZ+57Z9sCUD+ENm1SjiyZ80cww3aQD69/W2jiOxaJRzZwt1+QD7d9T+m2hKqlnxk62N2wvjhtgIgH7i3rz7JR7Z8/d+vtCUA+cC9ffVJRWTr85ZbR4D8mDN7LE3s+qQisoUebSA/+N2+uqUlsrlHG8gJHek0seuWlsgWGtpAHvBtjEakKLJpaAOZp/Y1v1TRiBRFttDQBrJt2eJptoS6pCuyaWgDGaYmto5xW0Fdhpw7d84Wm23IkCG2VEq59+3uObXos3+0FQAZ8tyz77WlMuoLjVxJVytb9CHMqROQPRzXTZG6yJZFt07mD9YAWfL2t43i645NkcbIls5vzbQlAP574L7ptoTGpDSyuQ4JZIba19zY1yypu/wY9vHb9vb3n7EVAB5qaxv2482zbcWFy49OKW1lG9ymDfiOo7i5Uh3ZN8zvoHsE8Bc/J9J0qe4YEW7TBvzlvBE7go4Rp1S3smXSxBGrV15hKwD8wY3YrZD2yBadWF094xJbAeCDy6eP5kbsVvAgsuWhr/KXxgCf3P+ld9oSmsqPyOZb7IBHdLRyI3aL+BHZopMs7h4B0k/HKV0irZP2O0bCuntO3bWsiy/XAKlV0xdninHHiJM3rWyZNHHEN1ZfZSsA0ocjtNV8imyZNXMMndpAOtGFHQPPIlvo1AZSiC7sePjUlx1266f29h2lUxtIhQa7sAP0ZTv518o2+EFtID3owo6Nr5HNF9mBlNCRSBd2bHyNbLlhfsctCybaCoAkLLp1Mr/VFydf+7IDdGoDSbl8+ujvrn+XrTQDfdlOHreyjc5vzWxr42/7AnHTcbfmQbqw4+Z9ZE+aOGLjupmXjhlq6wBaT0ecjjsdfbaOuHgf2aL95rsb3kVqA/HQsaYjjrxORBYiW0htIB7kdbK8v/wY1t1z6vNf+NPrJ87aOoBm2/K9d7cur7n86JSRVrahPenRB2fYCoBmW7f2n2lfJytTkS2zZo7RXmUrAJpHRxZfmUlc1iJbSG2g6cjrlMhgZAupDTQReZ0e2YxsIbWBpiCvUyWzkS2kNtAg8jptshzZQmoD9bl0zFDyOoUydV92OfydX6AmbW3DEvk+OvdlO2W8lW1oz9P+1zGOX48C3HSk8PshqZWLyBbtf1s3zb58+mhbB1CKjpHOb5HX6ZWLjpGwxV/q+vNf3rAVACFXz7ik85tJ/ok+Okac8tLKDmiP5A+0A8V0XCSb16hG7lrZxmNP/G3bT3tsBci9WxZMvP/L77SV5NDKdsppZMu6zkNbtr5iK0COLbp18rLF02wlUUS2U34jWxTZCm5bAXJJYa3ItpWkEdlOuY5seW5H3+qHD9gKkCdtbcPu/eI7UvX30Ylsp7xHtrFi9Uu/fv6YrQA5cP28duV12m7mI7KdiGyLThLkR6o6Q8KIbCci+x/2dZ145PGD//X3AVsHMqdj3LA0f1OGyHYisqO4kwRZlZI7+Sogsp2I7BK4JomMSeGVxpKIbCciuyyuSSIb0nmlsSQi24nIroRrkvBdaq80lkRkOxHZDvu6Tjz2zb/99eCbtg54IuVXGksisp2I7KrQ3IZf/GpcB4hsJyK7Wt09p77x2MEX9h63dSCVrp5xyUNfvdLTH7wmsp2I7NpwMwnSbPXKK9J/W0gFRLYTkV0zNbfXfvtlbiZBqnh0W0gFRLYTkV0nmttICV/uua4Gke1EZDdEqa3sthUgdtloXAeIbCciu1GK7LXffrm//4ytA7HIUuM6QGQ7EdnNwS+TIE5K6tUrr7CVDCGynYjsZqKfBK2msF62eFpmekIiiGwnIrv5CG60Qsa6rUsisp2I7FYhuNEseQhrg8h2IrJbi+BGI/IT1gah4URkx4HgRq3yFtYGoeFEZMeku+fUus5DBDec8hnWBqHhRGTHiuBGOW1tw+bMHpvhu0GqQWg4EdnJUGpv2frKvq4Tto4c6xg37MtLs/almPoQGk5EdpIU3OafrSNn8twHUhKh4URkp4JSezU/MpUb5rvms2aOIawjCA0nIjtFFNw/fqabv6KQYWpW3/SvE+gDKYfQcCKy04ibAjOGS4tVIjSciOz0Mt3cZLfXaFbXhNBwIrI9oNTm9hK/XD3jkjsWTSGpa0VoOBHZPiG7U84kNdcV60ZoOBHZXiK7U6Vj3LA7/vv5NjVJ3SBCw4nI9hvZnaC2tmGfvZ2kbiZCw4nIzoLunlNK7e2/7OXvvrfapWOGvvuaS+fMHktStwKh4URkZw3x3XSK6alTR370Q+OJ6VYjNJyI7CxTdivBie86ENOJIDSciOy8IL6diOnEERpOiUU2kjVpykdGjrps3IS5beOuHT683Q7NmdOnXus/tu9o7+7+oy+eHDhycuBV+wRSicgWIhvnKb6V3fp36dgZynE7NFtOnz428ObhY6/93/6jf9A/Ato7RLYQ2ShN8a0cV2NcbfAxbVd71xJXC3pg4BUFtJrPakQro+0T8BaRLUQ2amAa40Eh8TRXLp861dff94c3TvxVVfo3so3IFiIbzRFO88LjFFO+eOhIFYZePGr4yPEqjBg5UY8SCfrTp+1F0VMne0xh4M3D56sDPWfPvqmCsrgwmFzOLyJbiGwAfiCy5WL7PwAg9YhsAPAGkQ0A3iCyAcAbLbz8CABoLlrZAOANIhsAvEFkA4A3iGwA8AaRDQDeILIBwBtENgB4g8gGAG8Q2QDgDSIbALxBZAOAN4hsAPAGkQ0A3iCyAcAbRDYAeIPIBgBvENkA4A0iGwC8QWQDgDeIbADwBpENAN4gsgHAG0Q2AHiDyAYAbxDZAOANIhsAvEFkA4A3iGwA8AaRDQDeILIBwBtENgB4g8gGAG8Q2QDgDSIbALxBZAOAN4hsAPAGkQ0A3iCyAcAbRDYAeIPIBgBvENkA4A0iGwC8QWQDgDeIbADwBpGdgDVr1gwZMmTnzp22XsqBAwfGjx+/YMECW88QLf5VV12lNXD77bfbQc2m9abp20q9fvKTn8ydO1fT0YZQVWUVent7zbPVS8+mXLVqlXPHq0yv1RS0BW09Bao5mpyKl0vVdB59GYlsrd8wJcLSpUvrOLrQajoqli9fft111z366KNXXnmlHZo+OoYXLlyogubzxhtvNANRN33+6cBsMFgTsXfvXn3iPv3007aeuHOZoAXR8a+jS1auXKlE0BA99vT02DEatmPHDk1Qj7beAM2kZq8pk6re/v37b7vtNr21rSdE61BbylaaoeR2uemmmxrct7UXaQpaabZeypIlS7RKbWXQhg0bmruAqaL1rNVS616kw7Cjo6NF+15Tjqbi5VJVe5Epa5s6d4bYZKdjRC3r/1nw0EMP7d69W4fTnj17fvjDH9qnG7Zr1y5N0FY8dPjw4c2bN9tKcrQOtaVspRlatF1+97vf6fGKK64w1ZLWr19/9OhRWxm0detWHdu2goKNGzfq8a677jJV79xzzz1qFujE3dYTldm+7AcffFCPOn5MFUAient7H3nkkQceeGDChAl2kIfuu+++7du3792719aTk9nILrl/7Ny58/bbbzf93XPnzi3unzpw4IA+S83FMVmwYIGGmEsTy5cv1wjz5883T5nxS9J21UTGjx9vxtQ7ltvSwQUuM5reyz5RoIGRCyBm9syUNZNr1qyJ9NerqoHBNFXQW2i4yppzFbQU5qlyvYrBhTtNx6wHvd2qVauKLwxo7YVnPjJBDdSk9CozwSeffDKYsnb9868JzYNzu5Rcriq3i+ZfbGWQJqiR9aa2HqI30lOaSZULk7RXpYL5D5eDZdE4xS/UaIXRo5vSVLU1g6VWtXgn0RCNoJnXCNoWWmTzFuW2XUAr0MyheaFeZYZHXh5UNX5kLZU8EOxzRSpvvp///Od9fX2f/OQnbX2QFid4ld5abxfZx8wiqGCumpbcWGGVj6bIEmmEmvJX43d0dPzgBz+w9eRkNrLNBnvve99rqqI9SQe2zmQfLVCmf+pTnwr2ZtEm1OmPRjN9vqKBhw8fnjp1qsqme3TJkiXBUyXp5e95z3v0aMZcuXLlz372Mw0x0Rn21FNPfeYzn7nxxhs1mkbevHmz3r3CgWFmT1NTg0Uv0QuVVp/+9Kft04UY0l6ugdpxz8/io4+q8OKLL+oplfUWKmgpzFNaqMKLStPO3dnZuXjxYo35vve97+GHH9aU7XMFGkFrL3ijPXv2aN0WR4lmz0TYsWPHPve5z2lMlYOrDmYenNul3HJVuV30lCIjsv6VI3q88847TTXs/e9/v6ZjLo2aaWqIeSpQvCwap/iFGq0weglaKG1NRZVG0xxqLX3oQx8KZ5Y2t4Zoc5tF0z6pvWXLli326fLMplGhMAvnX/jCCy+Yp0ratWuXxtcqEjOk3IFgno1wbr4f/ehHWieRLibN5MKFC7XbmFcpENevXz9jxozi/V+T0u6nQnEfVJjzaNI7Bkuko1IjfOITn4h8SFSmiWtz2EqCbJ+257QgwbUCQ9tGA4MrBuYCiLalqRp6iQaaS5RmBPn9739vno3QltYEK1/lMBPRvmKmaQRTDgaaSWk/Do+2adMmDQzPYWShVI5MOTJLJrw0HVONqPLCkZmI1p6tF2iuwlM2kwq/kVnG8NxqBA3RDEcu2mh4eDTzwgrbxVQjbxdWcruYl5iyNqjKxW+h9W8rpYSnYBQPUVUDbWVQ8WgSGVNVCS+RWYoNGzbYemE6WgnhvdEsiFTYCc10IgsbiKwrU9W7hN/XbJHIWwcie1E1m0/rOTKCmUjJgeG1ZNakXl5hecUshfNo0mjhEcyrnnnmGVONLJeoGp4ZMS+xleQkPwdNoVWpbaZ1KvoIVVk7TfiQMNd8w9tMtME00OwQZhuXywUxG6zy3mPeJdgPApHhZlLF76WA02zbyoU7jTlcI1PW4migpqayueRV7liV4p2yJHOcRHLWvFGQ4ypoVk05YG6xsJXBVIqscNHA8JHg3C7O5Sq5XcxS2ErRijXT1AzbeimRKUjxEFXDy2IUjyaRMVXVLmorBWaWgjVsNnfxHGo9aHiFnVCTjUw5LLKuTDXyLpUPhMhe5Nx8Eh7fMM2p4n0jMtysyeKjKcIshfNoiogsSKQqqkY2rhknWK6kZKdjRDu9zp3FnEbpnCvc+fWrX/1KjxMnTjQ9WYa58fbQoUN61OmbHj/60Y/qsW7mXT72sY+ZamDWrFl6NH0UgWnTptnSIJ15BSenEb/5zW/0qBm2s16gxdHAgwcP6tGc6d9yyy16bFzkNFZnuzoAgjNTnR5q9dqZGGRWe/hUVHt8ySsKYc7t0pTluvvuu7Vig74RM81kb2C46sLbZswKD9aw2dw333yzqQamT59uS6Xs3btXR4EJvupF3qWmA8G5+UrS/lNy35gzZ44eu7q6TNUoPppKquZo0g6wZs0axcKCBQvmFy7t+Cg7kR18JOqTv3jHNQeDPkWLmY1tRnBGTGWVu9uc2tvbbanIsWPH9KhGlp3pkA9+8IPBCG1tbefHboHwmtGRoKacffsL2TGq5twuTVkuc+1r27Ztpvqd73xHe0vlG/iSZZa6VsePH9djhb2oGjUdCM7NV1K5dklzhddDb2/v3Llz9VnS2dmp6oc//GFzUuijDF5+vOeee5TaagaGr4EY5sbtiA984AP26aRVvkwkd9xxh53pkPDJROv89re/taUCNRLt21+ovhy0L75QE7eLAkgf4U8X7mTQeYD2jQoXBlEru8EulPhhFT6a1q5dq42+adOml156SbuBZq/4DMYX2bxjRKmtZtTy5ct1qmiG6HNVj8W3bQScI1Sj3ET27dunx2uuucZUjf7+flsapBPG6wrf2yxmblp49tlnTbWYc4SaRK6kazWqZRTcfqN1u3379pqutpfjXO3NWq4777zT9I1s3Lixo6OjwR6wVjO7itltwirfMWJSspq7Siqo6UCoZmSdkJm+u0C5/ceE7MyZM021JpWPJvPFqHDjpkK/TTm7du3SY+IfRZm9yU+nZnq8++67TdWcGn/ta18L7yhqcK1atcqUS45QrHjPCCs5EZVXrFihHTfSKxcZTecEypT77rvP1i+kHUVTWL9+ffAhJHr50sFvZJUcoViVZ9xf+cpXbKlAH356DDp/TRM1Ms7OnTuffPJJW6mac7tUuVyVt4to5Supt23btnnzZh26DfaABcKzHVZueJXmzZunudVuE56OmodqKtpKGUsKX/o15xP1qfJAMJybT5Sbu3fvtpWCcvuPNo3mv75NU83RFIygwuOPP27K1dMHj3ZFW0mQ6f/1nRYk6MsOmNTWo6ma3iut9PM9bYWbN3VU6HzZPCvmWrkGakwzjva24AKxuYivIRoeflVEZCJ6VFnCt0xpuJlUMDOaeQ2JLEJkiLkQH56yXq6qfbowh6pqnKDLW/OpR/v0uXPn56PwUw96bbkL32ZONG8qFKbxjxuN7RgFGsHMnhnHXDnYELpXzDxrKyHFwzUzGlhhu1RerpLbxSyFKQfMGtPw8LYop3gKxUPMUpvNESy7uYnCzKGeMgM1JLzUkaoRGRjZkcxq0aMGVrhpoaenJ7Jp9JJgtagafnmkGqhwIOhRT2mIGVM0joZU2Hxmhey/8B4ksyDhV6mqdwnfRlK8wkvSy81rg6mZFxavzGAEFcw4KpsRipcrMgUx699WkpPlyNbm17bRig52F205s0OLCtpCkTuNtOXMcShmC4V3Ne18GmheaweVUnkiovfVUxpNu7uZoNmZ7NODNDyyUOEp6yXFU1ZVA800RSPrJfa5wsv1KvPacrFldmWtFk2nMI3zC1t8o5VG0AybqYlepXVrnyswA20lpORw53apvFzF28UshSkHTLhrnm29ouIpFA/RXJmBevfw4gerrpHIFq32YLVokTX/wZ5jxyglsmk0hWDeIi+vMDUNLLkPa7iG6IVmNKPy5lO5+CUSfpXmNvIqKV7hJQVLUflo0hCzTsyzkQUpXi5Vw5vDNJiq+bBvtYxEdiZpF9FhYytxqfI48ZGJ7KA57CPTpI1EW/qZj1vvZjtMx0U4wROU2b5s35muW3OnKprCdLWn/MJjZZs3b1YjsVkd8bExv9Fmfs/PR9pztm/frja4rSeKyE4p89Mcps2Lxh04cGD9+vVq7qX5duzKVq1atX///sWLF9u6P/QZ8/3vf3/58uXFv0KTfmo8rVixYtOmTbNnz7aDEjVELW1bRAosXbp0+vTpBw8eVL7cNngrcZwWLFigT4ss7RVKuvb29s7Oztdee23Pnj2+RLa5Iy04zdqyZYtm/rqiuy+QO4XuEaSFuXLVUbhYn0jfn2nX20ommCXSYxquHVVPzbrwOZbC2uteeDQLrWwA8AZ92QDgDSIbALxBZAOAN4hsAPAGkQ0A3iCyAcAbRDYAeIPIBgBvENkA4A0iGwC8QWQDgCcuuuj/A6yKgpjNdY3ZAAAAAElFTkSuQmCC)"],"metadata":{"id":"JKvmZkPgNzBE"},"id":"JKvmZkPgNzBE"},{"cell_type":"markdown","id":"7238a6b4","metadata":{"id":"7238a6b4"},"source":["if you execute pygame.display.update() right after that, the circle will be drawn while the red rectangle is still there.\n","Because the new image created by update() is a copy of the image(with the red rectangle) from the previous update() call plus whatever you added(circle) to it.\n","\n","So to erase whatever was previously there and draw for animation purposes,\n","we fill the sreen again(paint the wall) with the previous background so that whoever watching\n","the animation won't know that it is a new image.\n","code:"]},{"cell_type":"code","execution_count":null,"id":"5dd94df7","metadata":{"id":"5dd94df7"},"outputs":[],"source":["screen.fill(screen_color)\n","pygame.draw.circle(screen, circle_color, (circle_rect.x,circle_rect.y), radius)\n","pygame.display.update()"]},{"cell_type":"markdown","id":"31d3598b","metadata":{"id":"31d3598b"},"source":["I said we would simulate the motion of a ball in free fall, so now we shall call our circle 'ball'"]},{"cell_type":"markdown","id":"b083f989","metadata":{"id":"b083f989"},"source":["# Making the ball move"]},{"cell_type":"markdown","id":"34245bba","metadata":{"id":"34245bba"},"source":["This is very easy if you understand what is going on so far. \n","We are going to make our imaginary rectangle move, and draw our circle\n","each time inside it(or at its location to be precise).\n","Let's make it move towards the right non-stop"]},{"cell_type":"code","execution_count":null,"id":"23a76814","metadata":{"id":"23a76814"},"outputs":[],"source":["\n","x_velocity = 1.5\n","while True:\n"," circle_rect.x += x_velocity #increase the x-coordinate of the top left corner by 1(x_velocity)\n"," \n"," screen.fill(screen_color) #repaint the screen (or wall)\n"," pygame.draw.circle(screen, circle_color, (circle_rect.x,circle_rect.y), radius) #draw the circle in the Rect\n"," pygame.display.update()#generate a new image with all what we have added and display"]},{"cell_type":"markdown","id":"6c4f7e3f","metadata":{"id":"6c4f7e3f"},"source":["(**must read everything before doing anything**)\n","Oh, you just realised that the ball when passed the bounds of the window(screen).\n","The program is running infinitely because there is no condition to stop the while loop.\n","So press Ctrl + C to stop the program. Since you closed the program, you have to restart\n","everything. OH NO! Well, the next cell contains everything we need for the ball code and includes\n","the code to make the ball bounce back! (I also included the previous comments for refresher)\n","So you have to copy the code from the next cell and copy it into a new python file(keep reading first)\n","In the IDLE,Open a new python file by pressing left Ctrl + N (if you're using windows) or Command + N(for mac),\n","or you just click on 'File' then 'New File.'\n","Now copy the code in the next cell, paste, and save the file as whatever_you_want.py( note the extension must be '.py')"]},{"cell_type":"code","execution_count":null,"id":"214db9ca","metadata":{"id":"214db9ca"},"outputs":[],"source":["\n","import pygame\n","pygame.init()\n","\n","\n","screen_width, screen_height = 800, 600\n","screen = pygame.display.set_mode((screen_width,screen_height))0\n","\n","\n","screen_color = (20,144,144)\n","screen.fill(screen_color)\n","\n","\n","###Creating a Rect object(region in space) where our circle will be.###\n","# The Rect object and the circle are indpendent please!\n","#The circle is not even an object at all. We just add the genie to draw a circle at location we indicate.\n","# 'drawing' actually is just changing the pixels of a defined region to whatever color we passed as argument.\n","#So there is nothing like a circle object that we can move. The only thing we move is our Rect object, and we keep\n","#drawing circles at its center\n","#We just use Rect object to facilitate animation\n","x, y = (55,90)\n","radius = 50\n","rect_width, rect_height = radius, radius\n","circle_color = (50,70,70)\n","circle_rect = pygame.Rect(x,y, rect_width, rect_height)\n","#x is the x-coordinate of the top-left corner of the Rect object, while y is the y-coordinate\n","#we set the dimesions of our Rect object to fit the circle as much as possible. \n","\n","#now drawing the circle:\n","\n","pygame.draw.circle(screen, circle_color, (circle_rect.centerx,circle_rect.centery), radius)\n","#x in the first line of the cell is used to create the Rect object. It serves as the x-coordinate\n","#of the top-left corner of the Rect object\n","\n","#centerx is an attribute of the Rect object, which is the x-coordinate of the center of the rect object\n","#we want the center of our circle to be at the center of the Rect object, that's why we pass the\n","#coordinates of the center of our Rect object, as arguments to the function used to draw the circle\n","\n","\n","\n","\n","#making the ball move, bounce, and change direction\n","x_velocity =1.5\n","while True:\n"," for event in pygame.event.get():\n"," if event.type == pygame.QUIT:\n"," pygame.quit()#more about this later. This is just so you don't have to press Ctrl + C to stop the progam\n"," #each time. You can now close it normally like any program\n"," \n"," \n"," if circle_rect.x <= 0 or (circle_rect.x + circle_rect.width) >= screen_width:\n"," x_velocity *= -1 #I am using some syntactic sugar. you could write x_velocity = x_velocity * -1\n"," '''In the condition, we check whether the left border(x-coordinate) of the circle_rect is touching or has crossed\n"," the left border of the screen, or if the right border of the circle_rect has crossed or is touching the right\n"," border of the screen. If yes, then we reverse the direction of the velocity'''\n"," circle_rect.x +=x_velocity #change the x position of the rect\n"," screen.fill(screen_color) #repaint the screen (or wall)\n"," pygame.draw.circle(screen, circle_color, (circle_rect.x,circle_rect.y), radius) #draw the circle at the location of the Rect\n"," pygame.display.update()#generate a new image with all what we have added and display"]},{"cell_type":"markdown","id":"00566e5e","metadata":{"id":"00566e5e"},"source":["There you go, you should be able to do animations now on your own, but I will still guide you through\n","the animation of the ball in free fall (with a pause button too-and handling events).\n","\n","For those who want to stop here, here are some other important pygame functions or modules that you should look up:\n","\n"," the other pygame.draw functions like pygame.draw.ellipse(), pygame.draw.line()\n"," pygame.image:used for images. you don't need to draw objects using pygame all the time. You can use imgaes that you choose from the web or design yourself to do your animations. \n"," \n"," pygame.mixers: used to play music and sounds\n","\n"," pygame.font: used to create special Rect that can render(display) text\n","\n"," pygame.event: to watch events like mouse clicks or keyboard input, and more\n","\n"," pygame.time and pygame.time.clock: can be used to set timers, events, adjust frame rate(amount of \n"," imgaes drawn per second)\n","\n","\n","There are many other pygame modules and functions. This was just an introduction\n","so if you have an idea and you don't see how you can do that with pygame yet,\n","just check on google or ask ChatGpt how to go about that.\n","\n","Now for the physicist interested in seeing if I know what free fall means, let's goooo. I will also add drag force if you don't mind :)\n"," "]},{"cell_type":"markdown","source":["# Animating a ball falling with gravity and drag force acting on it"],"metadata":{"id":"5jvMtIaCVYDI"},"id":"5jvMtIaCVYDI"},{"cell_type":"markdown","source":["You're taking a physics course, perhaps phy141 or phy250 at Valparaiso University, and you want to animate the motion of objects and perhaps do your homeworks. Yes, you can just write a program that will help you answer certain questions without solving! That may sound like cheating, but if you're smart enough to write program like that, then you can probably(though sometimes not) solve the question in the first place.\n","\n","*Enough jokes.*\n","\n","**Question**\n","\n","***You're supposed to be able to answer the following question without my help, but it does not hurt to get some help since you're new to pygame. You will see how we can code things that 'seem' difficult in just a few lines. But I want you to read the question, pause for 3mins 37seconds and think about how you would go about it***\n","\n","a) A 3kg ball with radius 0.2m is launched with a velocity of (5m/s, 12m/s) at the top\n","of a 200m building. Taking the launch point of the ball to be the origin of your coordinate system, with the help of pygame, animate the motion of the ball in free fall and determine how far from the building the ball first hits the ground.\n","(Take g to be 9.8 m/s^2)\n","\n","b) Add drag force and determine how far the ball lands this time. Drag Force = 0.5*p*C*A*v^2\n","\n","c) Use conservation of linear momentum and work energy theorem to make the ball bounce, provided it loses 60% of its energy each time it hits the ground.\n","\n","**Data:**\n","\n"," mass of ball, m = 3 kg\n","\n"," radius of ball, r = 0.2 m\n","\n"," initial velocity = 5m/s(i) + 12m/s(j)\n","\n"," height of building = 10m\n","\n"," gravitational strength = 9.8m/s^2\n","\n"," p = density of fluid which is air in this case. At 15 degrees celcius, p of air = 1.225 kg/m\n","\n"," C = Drag coefficient. Take C = 0.4\n","\n"," A = Cross sectional Area. In this case, it will be half of the area of our ball, since that's the part of our ball that is 'exposed' to the air. Like half the surface of the Earth is exposed to the Sun.\n","\n"," v = Speed of object relative to the air. Let's just assume it is the same speed of the object relative to the ground(assumed not to move). A lot of assumptions, I hate that too, sigh.\n","\n"," percentage energy loss per hit = 60%"],"metadata":{"id":"hHpNrlA7SnLu"},"id":"hHpNrlA7SnLu"},{"cell_type":"code","source":[],"metadata":{"id":"-Yxq2hGo87cw"},"id":"-Yxq2hGo87cw","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# **Converting to appropriate units for our Genie**\n","**This section is important because our genie does not understand the units given to us**\n","\n","Concerning our physics problem, we were given velocity in metres per second. But our genie measures distances in pixel. So we first of all have to convert metres to pixel.\n"," \n"," ***Metres to Pixels***\n","\n"," Conversion Factor to Pixel(CFP) = Height of our pygame window in pixel/height of the scenery in real life.\n","\n","Since our building is 10m high, then we can approximate the total height of the scenery to be twice that.\n","\n"," Height of scenery = 20m.\n","\n","We will define the height of our pygame window in the code. Nowadays most laptops support HD format, meaning they have a minimum resolution(dimensions of the screen/monitor in pixels) of 1366 by 768 pixels. So we will set the height of our pygame window to be a more than that. \n","\n"," Height of pygame window = 800px. \n","\n","Therefore our CFP is:\n","\n"," CFP = 800px/20m = 40px/m\n","\n","***Note that a 40px/m CFP is good no matter the height of the building because\n","our eyes cannot see really far. If we make our CFP a function of the height of a building, then our ball will be very small for tall buildings(yes, cause the building is tall and you can't see very far) or the ball will appear very big for small building. For different problems like motion of planet in orbits, you will use a different CFP. Just do the maths and try out different values. \n","\n","(skipable)Also if the object is moving towards or away from the viewer, then you can keep resizing the moving object(the ball in this case) by applying some physics(lenses) to know the size the object should 'appear'***\n","\n","\n","***Formula to find position***\n","\n","From classical physics(or common sense), you know\n","that at a constant velocity, \n","\n"," 1) position = initial_position + velocity * time\n"," \n"," or\n","\n"," 2) curremt_position = previous_position + velocity * time_step\n","\n","\n","But in this context, there is acceleration, hence position as function of time is given by:\n","\n"," position = initial_position + initial_velocity * time + 0.5 * acceleration * time^2\n","\n","The velocity and acceleration are given to us in metres per second and metres per second per second respectively, so all we have to do is to convert to pixels per second and pixels per second per second by multiplying by our CFP.\n","\n","There you go, now you can simulate free fall."],"metadata":{"id":"fDyKJuad1GK-"},"id":"fDyKJuad1GK-"},{"cell_type":"code","source":["\n","import pygame #getting the tool box to build the game\n","import time #a tool we will use to track time. you don't need to install because\n","#it comes with python. It is an 'in-built' module.\n","pygame.init() #initializing(opening) the tool box\n","\n","#Defining variables. Constants are going to be in upper case(programming conventions).\n","SCREEN_WIDTH, SCREEN_HEIGHT, SCREEN_COLOR = (1200,800, (255,255,255))\n","BALL_COLOR = (0,0,0)\n","building_height_in_m = 10\n","ball_radius_in_m = 0.2\n","\n","#CFP = SCREEN_HEIGHT/(building_height_in_m * 2) #Conversion Factor to Pixel\n","CFP = 40\n","MASS = 3\n","BALL_RADIUS = ball_radius_in_m * CFP \n","BUILDING_HEIGHT = building_height_in_m * CFP \n","GRAVITY = 9.8 * CFP\n","\n","initial_y_of_ball = SCREEN_HEIGHT - BUILDING_HEIGHT#We do this this way because of the orientation of our coordinate system\n","BUILDING_WIDTH = 100 #I chose this so that the ball starts some distance away from the border of the screen\n","initial_x_of_ball = BUILDING_WIDTH\n","initial_x_velocity, initial_y_velocity = tuple(map(lambda x: x * CFP, (5, -12)))#converting the \n","#velocity from metres per second to pixels per seconds using the CFP.\n","#if you don't know this syntax, I am just saying, map this function to the two values (5,-12) an return the tuple.\n","#Google if you want to learn more.\n","#I could have just written: initial_x_velocity = 5 * CFP and initial_y_velocity = -12 * CFP\n","\n","\n","screen = pygame.display.set_mode((SCREEN_WIDTH, SCREEN_HEIGHT))\n","#naming the window\n","pygame.display.set_caption('Free Fall')\n","\n","#Creating the Rect object we will use for the ball\n","rect_width, rect_height = BALL_RADIUS , BALL_RADIUS\n","ball_rect = pygame.Rect(0,0,rect_width, rect_height)#we create the Rect object at a random position first. I chose (0,0) randomly\n","ball_rect.centerx, ball_rect.centery = initial_x_of_ball, initial_y_of_ball #I move the Rect object so that its center matches\n","#the initial position of the ball. Though I updated both the x and the y component, \n","#I did not need to update both because when I update one, the other gets updated automatically\n","\n","#Creating a rect for the building\n","building_rect = pygame.Rect(0, SCREEN_HEIGHT-BUILDING_HEIGHT, BUILDING_WIDTH, BUILDING_HEIGHT)\n","BUILDING_COLOR = (255,0,0)\n","\n","initial_time = time.time()# returns time that has elapsed in seconds since 01/01/1970\n","time_elapsed = 0\n","#animation\n","while True:\n"," for event in pygame.event.get():#ignore this for now\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," \n"," time_elapsed = time.time() - initial_time\n"," ball_rect.centerx = initial_x_of_ball + initial_x_velocity * time_elapsed \n"," ball_rect.centery = initial_y_of_ball + initial_y_velocity * time_elapsed + 0.5 * GRAVITY * time_elapsed ** 2\n"," screen.fill(SCREEN_COLOR) #repaint the screen (or wall)\n"," pygame.draw.circle(screen, BALL_COLOR, (ball_rect.centerx,ball_rect.centery), BALL_RADIUS) #draw the circle at the location of the Rect\n"," pygame.draw.rect(screen, BUILDING_COLOR, building_rect)\n"," pygame.display.update()#generate a new image with all what we have added and display"],"metadata":{"id":"B9u8ba_G1Sx2"},"id":"B9u8ba_G1Sx2","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["The animation works. Cool.\n","\n","However, the ball crosses the 'ground.'\n","Also, it is boring that we cannot pause the animation and track the position of \n","the ball. So we will display a bar that shows the position of our ball in the standard coordinate system."],"metadata":{"id":"8tpJzEifBPU6"},"id":"8tpJzEifBPU6"},{"cell_type":"markdown","source":["## Adding text and buttons to our window and finalizing our animation.\n","\n","For simplicity, we will we draw two buttons. One that displays the coordinate of the ball, its center of mass to be precise, and one that displays 'play' whenever we pause the animation. You can add other buttons like restart or whatever, but I won't do that because you should be able to do it yourself after you get the concept. Easy concept."],"metadata":{"id":"Mkd7UGnrCEQ3"},"id":"Mkd7UGnrCEQ3"},{"cell_type":"markdown","source":["**A quick note about images**\n","We have been drawing shapes so far. What if we instead want to display an image for example. For that, we would need to get the image first.\n","We will not draw images on our free ball animation, unless you want your background to be an image, but it is important that you know how to display images so you understand text.\n"],"metadata":{"id":"YrRSwxkuPGWM"},"id":"YrRSwxkuPGWM"},{"cell_type":"code","source":["path = r'C:\\Users\\HP\\Desktop\\dog.jpg' #This is the path to a dog image on my desktop\n","image_surface = pygame.image.load(path) #This will return the image as a Surface object\n","#If you don't remember what a Surface object is, it is not important. Our screen is also a Surface object\n","\n","#With pygame, you can draw a Surface on another Surface, just like we were drawing shapes on our screen Surface\n","\n","#To fill our screen Surface with color, we used the command screen.fill(screen_color)\n","#Now to draw a Surface on another, we need to know at what position the surface will be drawn, just like with the shapes\n","#To do that, we can just create a Rect object and then draw our Surface at the location of the Rect object.\n","#Fortunately, you can get the Rect object of a Surface without creating one yourself. Not super helpful but helpful\n","\n","image_rect = image_surface.get_rect()#This will return a Rect object with the dimensions of our Surface, with initial\n","#position to be (0,0)\n","#you can set the position of the rect to by anywhere, just like we did in the previous animation\n","#let's put the image_rect at the center of our screen\n","screen_rect = screen.get_rect()\n","image_rect.centerx, image_rect.centery = screen_rect.centerx, screen_rect.centery\n","\n","#Drawing the image Surface on our screen Surface at the location of the image Rect:\n","screen.blit(image_surface, image_rect)\n","#There you go, you just drew an image at the center of your screen.\n","#Remember to update() if you want to see the new image\n","pygame.display.update()\n","\n","\n","#If the image is too big or too small, you can still resize using pygame function. It will just resize in the program\n","#it will not modify the original image.\n","#For example to resize your image to be 50 by 50px\n","new_width, new_height =\n","scaled_image_surface = pygame.transfor.scale(image_surface, new_width, new_height)\n","\n"],"metadata":{"id":"n6_R3CY1PT9f"},"id":"n6_R3CY1PT9f","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["Now that you know how to load, resize, and display images, you can download an image of a build and use it as our building in our animation, in the place of that big red box.\n","Moving forward, let us display text.\n","\n","**Displaying text**\n","We mostly have different handwritings. I don't write like my grandmother, and she does not write like the late Steve Jobs. So to write text, we need to create our own 'writer' with a particular handwriting (font).\n"],"metadata":{"id":"G4WEnWcQUUwx"},"id":"G4WEnWcQUUwx"},{"cell_type":"code","source":["writer = pygame.font.SysFont(None, 48)\n","#None means it should use the default handwriting, while 48 is the font size."],"metadata":{"id":"KaKuoIVJVSa2"},"id":"KaKuoIVJVSa2","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["So we have our writer. What should our writer display?"],"metadata":{"id":"M3ZH6ELYVlGZ"},"id":"M3ZH6ELYVlGZ"},{"cell_type":"code","source":["text = 'PLAY'"],"metadata":{"id":"y5O5cJb2Vunh"},"id":"y5O5cJb2Vunh","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["When you write(not type), you write on a paper right? So when we will ask our writer to write something, it will write on a paper(Surface) and return in to us. We also have to tell the color of the text so it knows what pen to use."],"metadata":{"id":"y69vqqMJV25c"},"id":"y69vqqMJV25c"},{"cell_type":"code","source":["text_color = (0,90,255)\n","paper_surface = writer.render(text, antialias = True, text_color)\n","#Note that Surface is the same dataype that we used to display images. \n","#So displaying the paper_surface is the same thing as displaying images"],"metadata":{"id":"vlmy6WWaWEXq"},"id":"vlmy6WWaWEXq","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["Let us draw our paper_surface(or play button) at the center of the screen.\n"],"metadata":{"id":"MHvfVGJ9W220"},"id":"MHvfVGJ9W220"},{"cell_type":"code","source":["rect_of_paper_surface = paper_surface.get_rect() #returns the Rect with the dimensions of our paper at position (0,0)\n","\n","#Putting the Rect at the center of our screen:\n","screen_rect = screen.get_rect()\n","rect_of_paper_surface.centerx, rect_of_paper_surface.centery = screen_rect.centerx, sreen_rect.cetnery\n","\n","#Drawing our paper_surface at the location of the Rect on our screen:\n","screen.blit(paper_surface, rect_of_paper_surface)\n","pygame.display.update()\n"],"metadata":{"id":"-83DrFTpW_lp"},"id":"-83DrFTpW_lp","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["There you go, you know how to draw a play button on a screen.\n","The procedure for the button to track the position of the ball is the same. So you will see it in the code when we put everything together."],"metadata":{"id":"rBuxxqx2YMdL"},"id":"rBuxxqx2YMdL"},{"cell_type":"markdown","source":["**Handling Events**\n","\n","In the animation code, you've been seeing:\n"," \n"," for event in pygame.evet.get():\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," \n","This is the 'listener.' It listens to user input(events) and does things if we programmed it to do so. For example, in the code above, we say 'if you hear quit(a play clicking on the close window button), then stop and quit.'\n","\n","So if we want our animation to 'pause' when we press a certain key or click on a certain button, then we can do so by adding the code for that in the listener.\n","Let's say we want the animation to 'pause' when we press SPACE.\n","\n"," for even in pygame.event.get():\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," \n"," elif event.type == pygame.KEYDOWN:\n"," if event.key == pygame.K_SPACE:\n"," animation_active = False #you'll understand this in the final code.\n","\n","\n","I put 'pause' because we won't actually pause the animation. We will just **not update** the position of our ball so that the same image keeps being drawn. It will appearto the viewer as though everything has paused.\n","\n","In the final code, we will also add the option for the listener to get the position of the mouse and determine whether the play button has been clicked for the animation to 'resume.'"],"metadata":{"id":"-QS-x2PtZmvx"},"id":"-QS-x2PtZmvx"},{"cell_type":"markdown","source":["# Putting Everything together"],"metadata":{"id":"WK1QtAX3YvX5"},"id":"WK1QtAX3YvX5"},{"cell_type":"markdown","source":["I could write the following code more optimally and refactor some stuff, but for the sake of the neo-programmer, it is better to do it the way I did so he/she/whatever pronoun focuses more on every deail of the animation and does not get confused/distracted.\n","\n","***There is no new concept in the code. It just the physics we talked about and whatever you learned in this guide. At first glance, it may feel overwhelming and you would ask yourself, 'how did he know that he will use this or that.' Programming is a very back-and-forth process. Almost nothing works on first attempt, so we run, fix, the errors, run again. Just that we can't give you the code with errors. We just give you the code that works and it makes you feel like we knew everything in advance and we are perfect. Read the comments and think, and you should be fine. If you don't understand something, then try to code how you think it should be done yourself. I do that all the time and sometimes I code better than the book author, guide, or teacher.***\n","\n","What takes much space in the code below are the buttons and handling events. \n","So you might as well get rid of that if you don't really care about being able to pause the animation."],"metadata":{"id":"roHGyOI5rmRV"},"id":"roHGyOI5rmRV"},{"cell_type":"code","source":["\n","import pygame #getting the tool box to build the game\n","import time\n","pygame.init() #initializing(opening) the tool box\n","\n","#Defining variables. Constants are going to be in upper case(programming conventions).\n","SCREEN_WIDTH, SCREEN_HEIGHT, SCREEN_COLOR = (1200,800, (255,255,255))\n","BALL_COLOR = (0,0,0)\n","building_height_in_m = 10\n","ball_radius_in_m = 0.2\n","\n","CFP = 40 #You can make the CFP a function of height so you can always see the entire building by uncommenting the next line\n","#CFP = SCREEN_HEIGHT/(building_height_in_m * 2) #Conversion Factor to Pixel\n","MASS = 3\n","BALL_RADIUS = ball_radius_in_m * CFP\n","BUILDING_HEIGHT = building_height_in_m * CFP \n","GRAVITY = 9.8 * CFP\n","\n","initial_y_of_ball = SCREEN_HEIGHT - BUILDING_HEIGHT#We do this this way because of the orientation of our coordinate system\n","BUILDING_WIDTH = 100 #I chose this so that the ball starts some distance away from the border of the screen\n","initial_x_of_ball = BUILDING_WIDTH\n","initial_x_velocity, initial_y_velocity = tuple(map(lambda x: x * CFP, (5, -12)))#converting the \n","#velocity from metres per second to pixels per frames using the formula we derived earlier.\n","#if you don't know this syntax, I am just saying, map this function to the two values (5,-12) an return the tuple.\n","#Google if you want to learn more.\n","#I could have just written: initial_x_velocity = 5 * CFP/FRAME_RATE and initial_y_velocity = -12 * CFP/FRAME_RATE\n","\n","\n","screen = pygame.display.set_mode((SCREEN_WIDTH, SCREEN_HEIGHT))\n","rect_of_screen = screen.get_rect()\n","#naming the window\n","pygame.display.set_caption('Free Fall')\n","\n","#Creating the Rect object we will use for the ball\n","rect_width, rect_height = BALL_RADIUS, BALL_RADIUS\n","ball_rect = pygame.Rect(0,0,rect_width, rect_height)#we create the Rect object at a random position first. I chose (0,0) randomly\n","ball_rect.centerx, ball_rect.centery = initial_x_of_ball, initial_y_of_ball #I move the Rect object so that its center matches\n","#the initial position of the ball. Though I updated both the x and the y component, \n","#I did not need to update both because when I update one, the other gets updated automatically\n","\n","#Creating a rect for the building\n","building_rect = pygame.Rect(0, SCREEN_HEIGHT-BUILDING_HEIGHT, BUILDING_WIDTH, BUILDING_HEIGHT)\n","BUILDING_COLOR = (220,220,220)\n","\n","\n","animation_active = False\n","just_activated = False\n","play_writer = pygame.font.SysFont('Times New Roman', 48) #we use a specific writer for the play button because it will have a different\n","#font size from the tracking button\n","play_color = (0,0,0)\n","play_text = 'PLAY'\n","play_button_background_color = (220,220,220)\n","play_button_surface = play_writer.render(play_text, True, play_color, play_button_background_color)\n","#The last argument for background color is optional, or in python terms 'non_positional.'\n","rect_of_play_button_surface = play_button_surface.get_rect()\n","rect_of_play_button_surface.center = rect_of_screen.center #yeah, you don't need to specifiy x or y, it will take care of everything\n","\n","track_writer = pygame.font.SysFont('Verdana', 15) #You can use any font. if the font(handwriting) you input is not a system font\n","#then the genie will use its defualt font.\n","track_color = (0,0,0)\n","track_text = '' #we will be determined below\n","\n","RANGE = 'TBD' #To be determined\n","\n","\n","\n","animation_just_started = True\n","flight_time = 0#used to count the amount of time the ball has been in the air\n","\n","#animation\n","while True:\n"," \n"," \n"," for event in pygame.event.get():#ignore this for now\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," elif event.type == pygame.KEYDOWN:\n"," if event.key == pygame.K_SPACE:\n"," animation_active = False \n"," pygame.mouse.set_visible(True)\n"," elif event.type == pygame.MOUSEBUTTONDOWN:\n"," mouse_position = pygame.mouse.get_pos()\n"," if rect_of_play_button_surface.collidepoint(mouse_position) and animation_active == False:\n"," animation_active = True\n"," pygame.mouse.set_visible(False)\n"," previous_time = time.time() \n"," \n"," \n","\n","\n"," if animation_active:\n"," \n"," \n"," flight_time += time.time() - previous_time\n"," previous_time = time.time()\n"," ball_rect.centerx = initial_x_of_ball + initial_x_velocity * flight_time\n"," ball_rect.centery = initial_y_of_ball + initial_y_velocity * flight_time + 0.5 * GRAVITY * flight_time** 2\n"," if ball_rect.centery >= SCREEN_HEIGHT and animation_just_started==False:\n"," animation_active = False\n"," \n"," animation_just_started= False\n"," \n"," RANGE = round((ball_rect.centerx-BUILDING_WIDTH)/CFP,2) #Converting back to metres and rounding to two decimal places. \n"," x_position = round((ball_rect.centerx-BUILDING_WIDTH)/CFP, 2)\n"," y_position = round((SCREEN_HEIGHT-ball_rect.centery-BUILDING_HEIGHT)/CFP, 3)\n"," \n"," track_text = f'X: {x_position} m Y: {y_position} m RANGE: {RANGE} m time:{round(flight_time, 3)}s'\n"," track_surface = track_writer.render(track_text,True, track_color)\n"," screen.fill(SCREEN_COLOR) #repaint the screen (or wall)\n"," if animation_active == False:\n"," screen.blit(play_button_surface, rect_of_play_button_surface)\n"," screen.blit(track_surface, (0,0))#the blit method can also take the coordinate of the top left corner of where you want to display the surface\n"," pygame.draw.circle(screen, BALL_COLOR, (ball_rect.centerx,ball_rect.centery), BALL_RADIUS) #draw the circle at the location of the Rect\n"," pygame.draw.rect(screen, BUILDING_COLOR, building_rect)\n"," pygame.display.update()#generate a new image with all what we have added and display\n"," \n","\n"],"metadata":{"id":"NbFp-v7uYzdL"},"id":"NbFp-v7uYzdL","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["**There you go!** You have answered the a) part of the question which was to find the range(how far the ball lands from the building). In fact, your animation displays the time of flight as well. \n","\n","For your little homework, answer the b) and c) part of the question which invovles just adding drage force and make the ball bounce. Simple (if you can set up the differential equation and integrate)."],"metadata":{"id":"8_KuvEoghEbg"},"id":"8_KuvEoghEbg"},{"cell_type":"markdown","source":["# APPENDIX\n","\n","I don't have time to make an appendix so I am just going to mention some lies I made in this guide.\n","Don't be terrified because I said lie. Even the physics we did was just a lie, but not far from the truth (General relativity). Yeah, sometimes we lie to keep things simple for practical reasons and also so that you understand. If you always believe what someone says just because he/she/whatever took his/her/whatever time to write, then you need to reconsider your life choices. \n","\n","OH NO, I slept, and I don't remember most of the lies. Anyways, have a nice day!\n","\n"," If you have any concern email me at arielfayol1@gmail.com or fayol.ateufackzeudom@valpo.edu . I will probably reply in less than 8hrs."],"metadata":{"id":"Xtfr6H2hkqGb"},"id":"Xtfr6H2hkqGb"}],"metadata":{"colab":{"provenance":[]},"kernelspec":{"display_name":"Python 3 (ipykernel)","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.9.1"}},"nbformat":4,"nbformat_minor":5} \ No newline at end of file +{"cells":[{"cell_type":"markdown","id":"33a55e88","metadata":{"id":"33a55e88"},"source":["# A quick guide of Pygame for whoever hates wasting time.\n"]},{"cell_type":"code","execution_count":null,"id":"7868756b","metadata":{"id":"7868756b"},"outputs":[],"source":["DIFFICULTY_LEVEL = \"Easy\""]},{"cell_type":"markdown","id":"35c0dbbb","metadata":{"id":"35c0dbbb"},"source":["***Mindset and Introduction to facilitate understanding***\n","Pygame is a python library used to code light games, hence can also be used for a variety \n","things like animation or just to write a love letter to your girlfriend(I did).\n","\n","**Who is this guide for?**\n"," My Walter-White looking physics teacher(Dr Andy Richter) and anyone with some(even if it is almost none) programming background interested\n"," in games or light animations. If you are really blank in progamming, then read the first five chapters\n"," of *Automate the boring stuff with Python by Al Sweigart\n","\n","**Expected time investment**:\n"," 1 movie time should be enough for the average person to complete this guide. So you learn cool stuff\n"," while your mates watch a stupid movie called Avatar 2, and at the end of the day, you're better person.\n","\n","**Note: If you are very versed in programming, it is great. However, do not skip certain sections unless\n","I indicate that it is skipable, because I refer to the sections later. And the guide is very short, so\n","reading what you may know may only take 10 more minutes, but would help you finish the guide faster.\n","So it is a actually net gain.\n","\n","**What you will be able to do at the end of this guide:** Coding light games like Atari Pong Game, shooting games, animating objects like a ball falling, including buttons for pause, resume, play etc. All that in 1 movie time.\n","I will personally guide you through animating a falling ball. This example will give you enough understanding\n","of how things work so you can use your superpower for other things.\n","\n","**The Pygame Programmer mindset(must read)**:\n"," If you're a new to programming, do not worry. There is not much you need to know.\n"," You've probably watch animes or movies where someone finds a magic box and a\n"," genie who can grant 3 wishes pops out. But what if the genie was from a random \n"," African country like Cameroon and only spoke 'Dschang', then you\n"," won't be able to communicate your wishes. Well, most progammers are just people\n"," who can speak to the genie. They use tools like programming languages to give\n"," step-by-step instructions, also called algorithm just to make it sound complex, so the genie grant their \n"," wishes. So yeah, progammers don't really do anything except asking for wishes in\n"," special languages (Python being one of them).\n","(**skipable for 'experienced' programmers**): \n"," \n"," Windows user:\n"," Now, if you're using windows, press left Ctrl + R, then type 'cmd' and press Enter. A dark weird\n"," window will pop up.\n"," \n"," Mac user:\n"," Press command + space, then search 'Terminal.' Click on the black icon and a dark weird window\n"," will pop up.\n","\n"," 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) \n"," \n"," This window is called Terminal or Command line. Type(**Do not press enter!**) \"FBI-#9222077438_{bld\"\n"," You just wrote your first program of the hour: you asked the computer(genie) to open a window(the terminal).\n"," Then you typed a code to inform the FBI that a scammer is the owner of the computer. \n"," So if you pressed enter,\n"," though it will be written ' \"FBI-#9222077438_{bld\" is not recognized as an intenal command,' you just\n"," informed the FBI that the computer you're using is possessed by a Costa Rican drug dealer, hence you mght\n"," get arrested soon.\n"," \n"," I'm just kidding. If you pressed enter, then kudos! You demonstrated curiosity\n"," and courage which are the driving forces of science and tech. If you did not press enter, next time\n"," definitely do! \n"]},{"cell_type":"markdown","id":"625d5b66","metadata":{"id":"625d5b66"},"source":["# Installing Pygame(The Boring part, sigh)\n","\n","Open the terminal and execute(type and enter): #keep reading if you encounter any error:\n","\n"," pip install pygame\n"," or\n"," pip3 install pygame\n"," or \n"," python -m pip install pygame\n"," or\n"," python -m pip3 install pygame\n","\n","if none of them worked and you received and error, then follow this guide 10 minutes:\n","https://youtu.be/xhGWpnyVK8c\n","\n","if you did all what the guy did, and it still does not work, then:\n"," search 'Manage app execution aliases\"\n"," then deactivate the 2 python installers as shown in the image below. Then try again the previous commands."]},{"cell_type":"markdown","source":["![manage_app_execution_aliases.PNG](data:image/png;base64,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)"],"metadata":{"id":"RtBWSJ71MajP"},"id":"RtBWSJ71MajP"},{"cell_type":"markdown","id":"a5c9992c","metadata":{"id":"a5c9992c"},"source":["# NOW LET's COOK PYGAME"]},{"cell_type":"markdown","id":"8956e6f3","metadata":{"id":"8956e6f3"},"source":["*I did this pygame tour in a jupyter notebook because I thought it would be easy to run\n","each line at a time so you understand what is going on. But for some reason that\n","I ignore, if you run the commands we will write one by one(in some jupyter\n","notebooks), the screen will freeze\n","\n","Instead, open the IDLE by searching IDLE on your computer. Double click, then execute(write the command and type enter) each line as we go. As shown in the picture below. Don't type out the commands yet!\n","\n","\n","![idle_image.PNG](data:image/png;base64,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)"]},{"cell_type":"markdown","id":"cea5be70","metadata":{"id":"cea5be70"},"source":["I hope you succeeded in installing the pygame module(or library)\n","\n","**Initializing pygame**\n","\n","When you start a game, a window opens and then you do whatever stuff the game proposes.\n","Now you're the one creating the game and think of it like staring at wall(your screen) while the genie\n","is waiting for instructions.\n","\n","First, the genie needs the tools to build the game.\n","So the first line of code is :"]},{"cell_type":"code","execution_count":null,"id":"2b771297","metadata":{"id":"2b771297"},"outputs":[],"source":["import pygame"]},{"cell_type":"markdown","id":"420fcc12","metadata":{"id":"420fcc12"},"source":["The tool is in a closed box. The genie can't use it unless it is opened. \n","To open it, progammers call it initialisation,\n","The command is: \n"]},{"cell_type":"code","execution_count":null,"id":"7072a49b","metadata":{"id":"7072a49b"},"outputs":[],"source":["pygame.init()"]},{"cell_type":"markdown","id":"b53f9b09","metadata":{"id":"b53f9b09"},"source":["**Setting up the window and some background**\n","\n","Then ask the genie to open a window on the brick wall and give the dimensions of the window.\n","You will later ask the genie to do things on the window, so it is good to save the window somewhere,\n","hence the function which creates the window will return a Surface object or\n","more accurately the address of where it is stored, which we will store in a variable called 'screen'\n"]},{"cell_type":"code","execution_count":null,"id":"45b7e219","metadata":{"id":"45b7e219"},"outputs":[],"source":["screen_width, screen_height = 800, 600\n","screen = pygame.display.set_mode((screen_width,screen_height))"]},{"cell_type":"markdown","id":"f0cd779a","metadata":{"id":"f0cd779a"},"source":["When you close your eyes, everything is dark because you don't let light rays enter your eyes. The absence of color is just the absence of light, hence \n","darkness. Since you did not tell the genie to put any color on the window, the window does not have\n","any color, reason why it is black.\n","To paint or fill it with some color:\n"]},{"cell_type":"code","execution_count":null,"id":"c2962cf8","metadata":{"id":"c2962cf8"},"outputs":[],"source":["screen_color = (20,144,144)\n","screen.fill(screen_color)"]},{"cell_type":"markdown","id":"cb7892da","metadata":{"id":"cb7892da"},"source":["\n","Those are numbers, not colors! No, those are colors but in genie language. It is the RGB format, with\n","each value representing the amount of red, green, and blue respectively. \n","When you are in nature, the common source of light is sun. Now suppose you have \n","three suns. One red, the other green, and the last blue. The color you perceive\n","is the combination of the different amounts of each light rays from the three suns. If an rgb color is (0,0,0), it means you have closed your eyes to all three suns. If the rgb color is (255,0,0), it means you have fully opened your eyes for red, and closed for green and blue. So you see red everywhere like on a crime scene.\n","So that's about how your computer display colors. It gives off certain amounts of red, green, and blue to give any color.\n","\n","(**must read**)\n","Now that you filled your screen with some color, you might be wondering why the window's color is still black. Well, it is because we did not update the new information. \n","Videos are just a series of images. So when we do animations, we just draw many images in series with \n","seemingly smooth changes so it appears like continuous motion, whereas we are just stacking one image\n","on top of another.\n","Watch this 25 seconds video to get what I mean: https://www.youtube.com/watch?v=J2xrN5WQuxw\n","With pygame, it is the same, when the genie created a window, that was an image. When you ask to fill\n","it with some color, it is another image, that's why you have to update(put the new image on the top of\n","the stack).\n","So after your changes like a change in color, write:\n"]},{"cell_type":"code","execution_count":null,"id":"c55d4dd2","metadata":{"id":"c55d4dd2"},"outputs":[],"source":["pygame.display.update()\n"]},{"cell_type":"markdown","id":"66696ebd","metadata":{"id":"66696ebd"},"source":["**You're almost there. We will soon start animations but one more thing**\n"]},{"cell_type":"markdown","id":"1f43ad75","metadata":{"id":"1f43ad75"},"source":["**Rect objects, images, and drawing shapes**"]},{"cell_type":"markdown","id":"3da6b553","metadata":{"id":"3da6b553"},"source":["So you've a window and you want the genie to draw some shapes.\n","Let's start with a circle since I said we would animate a ball in \n","free fall.\n","Well, if you were walking down the street and I asked you to draw a blue circle, you'll\n","probably ask me \"where should I draw it\"?\n","Then I will tell you, \"on the floor,\" and you'll reply \"the floor is so big, where exactly on the floor?\"\n","Then I would have to define a coordinate system. The floor is in 2D, so I might say, 'Draw a blue circle\n","on the floor at position (37,73).\" Then you will reply, \"okay, I assume that's the coordinate the center of the\n","circle, but what's the radius?\" and I will perhaps reply '237 units.'\n","\n","Along those lines, that's exactly how our genie works.\n","To draw a circle, you'll have to execute the following commands:\n","(sorry you have to type it one by one, but I did and it is good for learning)"]},{"cell_type":"code","execution_count":null,"id":"7d15a4d3","metadata":{"id":"7d15a4d3"},"outputs":[],"source":["circle_center_x , circle_center_y = (150,200) #You will understand this in the next cell, just execute and keep reading\n","circle_color = (22,66,255)\n","radius = 60 #in pixels\n","pygame.draw.circle(screen, circle_color, (circle_center_x,circle_center_y), radius) \n","\n","#So here we are asking the genie, 'Draw a circle on a Surface or window called 'screen.' The circle should be of color 'circle_color,'\n","#the center of the circle is at the point '(circle_center_x, circle_center_y)' and the radius of the circle should be 'radius.'"]},{"cell_type":"markdown","id":"748ee97c","metadata":{"id":"748ee97c"},"source":["(**must read**)\n","The coordinate system of pygame has its origin at the\n","top left corner of the screen. \n","The x values increase horizontally going towards the right, while the y values increase down\n","\n","so when I in the cell above we said 'circle_center_x = 150,' 150 means horizontally 150 pixels to the\n","right of the origin, which is at the top-left corner of the screen(or window)."]},{"cell_type":"markdown","id":"e9452afa","metadata":{"id":"e9452afa"},"source":["You may be wondering 2 things: \n","1) Why your circle is not showing. Remember that you just drew a new image and have\n","to stack it upon the previous one. So you have to call pygame.display.update().\n","So go back and add pygame.display.update() at the end if you want to see the circle.\n","2) What if I want my circle to move?\n"," Remember that videos are just a stack of images. so you just draw another image and update.\n"," However, though you can keep generating new images on top of another and tracking the location of \n"," the center of the circle to produce the animation, it will be a bit cumbersome, especially if you\n"," to draw shapes other than circles. So let me introduce the bread and butter of pygame. Get your head around this\n"," and you are almost done with this crash course.\n"," \n"," Pygame has special objects called Rect which are just imaginary rectangular\n"," spaces.\n","\n"," Note that the rectangle or Rect object is 'imaginary' because it\n"," does not show on the screen. But it has special attributes that can let us\n"," do animations"]},{"cell_type":"markdown","id":"c69ee6f6","metadata":{"id":"c69ee6f6"},"source":["**Creating a Rect object and doing some stuff with it. Read this section slowly and you will be a master**"]},{"cell_type":"code","execution_count":null,"id":"5c9zcIOwaxvN","metadata":{"id":"5c9zcIOwaxvN"},"outputs":[],"source":["x, y = 50, 65 \n","rect_width, rect_height = 20, 50\n","#Let us create a Rect object called 'rect_object'\n","rect_object = pygame.Rect(x,y,rect_width, rect_height)# we pass x and y as arguments to the constructor(creator of Rect object)\n","# as they are the initial coordinates of the top left corner of our Rect object.\n","#rect_width and rect_height are the exactly what the names indicate."]},{"cell_type":"markdown","id":"j9TrP7dfbf2b","metadata":{"id":"j9TrP7dfbf2b"},"source":[" \n"," *Some attributes of a Rect object(imaginary rectangle) \n"," rect_object.width == width of imaginary rectangle\n"," rect_object.height == height of imaginary rectangle \n"," \n"," rect_object.x == x-coordinate of the top left corner of the imaginary rectangle\n"," rect_object.y == y-coordinate of the top left corner of the imaginary rectangle\n"," \n"," \n"," rect_object.centerx == x-coordinate of the center of the imaginary rectangle\n"," rect_object.centery == y-coordinate of its center \n","\n"," I keep insisting on the term imaginary because well, I don't know how to say it."]},{"cell_type":"code","execution_count":null,"id":"FBnY5ccQcusP","metadata":{"id":"FBnY5ccQcusP"},"outputs":[],"source":["#Though pygame does not show our Rect objects since they are imaginary rectangles,\n","#we can draw actual rectangles or different shapes or images in the space where a Rect object is located.\n","\n","#Let's draw a rectangle where the Rect object we created is located, but before, let's repaint the screen\n","#and update() to see whether the Rect object will show.\n","\n","screen.fill(screen_color)#we wipe out whatever objects we drew before by repainting(fill) the window\n","\n","pygame.display.update()\n","#See how after we update the screen, the Rect object still doesn't show. Because it is just a location in space!\n","#so there is no function that we could call to say 'draw this Rect object.'\n","#However, we can call a function and say, \"draw this shape where the Rect object is found\"\n","\n","#let's do that with a rectangle."]},{"cell_type":"markdown","source":["![nothing_after_update.PNG](data:image/png;base64,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)"],"metadata":{"id":"qyirGznXL3FT"},"id":"qyirGznXL3FT"},{"cell_type":"code","execution_count":null,"id":"47e29e78","metadata":{"id":"47e29e78"},"outputs":[],"source":["#Now let us actually draw something at that location. A real rectangle\n","\n","\n","rectangle_color = (255,0,0)\n","pygame.draw.rect(screen,rectangle_color, rect_object)\n","\n","#so I am saying to the genie: Draw a rectangle on the Surface called 'screen' with color 'rectangle_color'\n","# where 'rect_object' is found.\n","\n","pygame.display.update()"]},{"cell_type":"markdown","source":["![red_rectangle_on_screen.PNG](data:image/png;base64,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)"],"metadata":{"id":"qz8B_Pl3MCo9"},"id":"qz8B_Pl3MCo9"},{"cell_type":"markdown","id":"NwP6IuYZgffX","metadata":{"id":"NwP6IuYZgffX"},"source":["**NOW SEE THE MAGIC OF RECT OBJECTS**\n","We will move our Rect object that we called 'rect_object' to the right, then draw a rectangle at the new location of our Rect object."]},{"cell_type":"code","execution_count":null,"id":"9nxNz9sXg0V1","metadata":{"id":"9nxNz9sXg0V1"},"outputs":[],"source":["rect_object.x += 200 #we moved the x-coordinate of the top-left corner of the Rect object by 200 pixels\n","#The entire Rect object will move to the right by the same amount(if this statement confused you,\n","#you don't need to understand it)\n","#if you really want to understand the previous statement, I am saying that\n","#you change the x-coordinate of the top left corner of the Rect object, but it also\n","#changed the coordinate of every single point on the Rect to make it shift right. Cool\n","\n","#To show that the rect_object moved, let us draw another rectangle at its location\n","pygame.draw.rect(screen, rectangle_color, rect_object)\n","#You don't see the rectangle? Yeah, because that's the previous image(you have to update())\n","pygame.display.update()"]},{"cell_type":"markdown","id":"65687454","metadata":{"id":"65687454"},"source":["\n","When you execute pygame.display.update(), the new red rectangle will be drawn while the old red rectangle is still there.\n","Because the new image created by update() is actually a copy of the image from the previous update() call plus whatever you added to it.\n","For example if you don't add anything and call update(), nothing would have seem to change but what you would be seeing\n","is a different image but the exact copy of the previous image.\n","\n","You may be thinking,\"if I 'removed' the previous red rectangle and drew the new one where some pixel-distance away, it would appear as though the original rectangle has moved.\" Yeah, that's exactly what we do for animations. Create images and stack upon\n","others with seemingly smooth changes. Let's put that in code.\n"]},{"cell_type":"code","execution_count":null,"id":"e4de6211","metadata":{"id":"e4de6211"},"outputs":[],"source":["screen.fill(screen_color)\n","#We repaint our screen to 'erase' the previous red rectangle or whatever there was on our screen\n","rect_object.x += 100 #we move our Rect object 100 pixels to the right\n","pygame.draw.rect(screen, rectangle_color, rect_object)#we draw a rectangle at the location of our \n","#rect object\n","pygame.display.update()#we stack the new image on top of the old one"]},{"cell_type":"markdown","id":"Ykxoe4h5iN-z","metadata":{"id":"Ykxoe4h5iN-z"},"source":["I hope that by now, you really understand Rect objects. They are just 'imaginary' rectangular regions in space, but which are really useful because we can move our Rect objects and draw things at their locations."]},{"cell_type":"markdown","id":"2446d777","metadata":{"id":"2446d777"},"source":["**Drawing a circle the smart way(using a Rect object)**"]},{"cell_type":"code","source":["\n","#We will create a Rect object(rectangular region in space) then keep drawing circles at it its center. \n","#The Rect object and the circle are independent please!\n","#The circle is not even an object at all. We just ask the genie to draw a circle at location we indicate.\n","# 'Drawing' actually is just changing the pixels of a defined region to whatever color we passed as argument.\n","#So there is nothing like a circle object that we can move. The only thing we move is our Rect object, and we keep\n","#drawing circles at its center\n","\n","x, y = (55,90)\n","radius = 50\n","rect_width, rect_height = radius, radius\n","circle_color = (50,70,70)\n","\n","#let's create a Rect object and call it \"circle_rect.\" You could name it however you wanted, it is independent\n","#of the circle, but I choose that name because its purpose is to help draw the circle and choosing variable names\n","#in programming is important. \n","\n","circle_rect = pygame.Rect(x,y, rect_width, rect_height)\n","\n","#x is the x-coordinate of the top-left corner of the Rect object that we called \"circle_rect\", while y is the y-coordinate\n","#we set the dimesions of our Rect object to fit the circle as much as possible. \n","\n","#now drawing the circle:\n","\n","pygame.draw.circle(screen, circle_color, (circle_rect.centerx,circle_rect.centery), radius)\n","\n","#centerx is an attribute of the Rect object, which is the x-coordinate of the center of the rect object\n","#we want the center of our circle to be at the center of the Rect object, that's why we pass the\n","#coordinates of the center of our Rect object as arguments to the function used to draw the circle"],"metadata":{"id":"30v5QN61IbS5"},"id":"30v5QN61IbS5","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["This is what I mean by rect fitting the circle(since you can't see the rect):\n","![rect_fitting_circle.PNG](data:image/png;base64,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)"],"metadata":{"id":"JKvmZkPgNzBE"},"id":"JKvmZkPgNzBE"},{"cell_type":"markdown","id":"7238a6b4","metadata":{"id":"7238a6b4"},"source":["if you execute pygame.display.update() right after that, the circle will be drawn while the red rectangle is still there.\n","Because the new image created by update() is a copy of the image(with the red rectangle) from the previous update() call plus whatever you added(circle) to it.\n","\n","So to erase whatever was previously there and draw for animation purposes,\n","we fill the sreen again(paint the wall) with the previous background so that whoever watching\n","the animation won't know that it is a new image.\n","code:"]},{"cell_type":"code","execution_count":null,"id":"5dd94df7","metadata":{"id":"5dd94df7"},"outputs":[],"source":["screen.fill(screen_color)\n","pygame.draw.circle(screen, circle_color, (circle_rect.x,circle_rect.y), radius)\n","pygame.display.update()"]},{"cell_type":"markdown","id":"31d3598b","metadata":{"id":"31d3598b"},"source":["I said we would simulate the motion of a ball in free fall, so now we shall call our circle 'ball'"]},{"cell_type":"markdown","id":"b083f989","metadata":{"id":"b083f989"},"source":["# Making the ball move"]},{"cell_type":"markdown","id":"34245bba","metadata":{"id":"34245bba"},"source":["This is very easy if you understand what is going on so far. \n","We are going to make our imaginary rectangle move, and draw our circle\n","each time inside it(or at its location to be precise).\n","Let's make it move towards the right non-stop"]},{"cell_type":"code","execution_count":null,"id":"23a76814","metadata":{"id":"23a76814"},"outputs":[],"source":["\n","x_velocity = 1.5\n","while True:\n"," circle_rect.x += x_velocity #increase the x-coordinate of the top left corner by 1(x_velocity)\n"," \n"," screen.fill(screen_color) #repaint the screen (or wall)\n"," pygame.draw.circle(screen, circle_color, (circle_rect.x,circle_rect.y), radius) #draw the circle in the Rect\n"," pygame.display.update()#generate a new image with all what we have added and display"]},{"cell_type":"markdown","id":"6c4f7e3f","metadata":{"id":"6c4f7e3f"},"source":["(**must read everything before doing anything**)\n","Oh, you just realised that the ball when passed the bounds of the window(screen).\n","The program is running infinitely because there is no condition to stop the while loop.\n","So press Ctrl + C to stop the program. Since you closed the program, you have to restart\n","everything. OH NO! Well, the next cell contains everything we need for the ball code and includes\n","the code to make the ball bounce back! (I also included the previous comments for refresher)\n","So you have to copy the code from the next cell and copy it into a new python file(keep reading first)\n","In the IDLE,Open a new python file by pressing left Ctrl + N (if you're using windows) or Command + N(for mac),\n","or you just click on 'File' then 'New File.'\n","Now copy the code in the next cell, paste, and save the file as whatever_you_want.py( note the extension must be '.py')"]},{"cell_type":"code","execution_count":null,"id":"214db9ca","metadata":{"id":"214db9ca"},"outputs":[],"source":["\n","import pygame\n","pygame.init()\n","\n","\n","screen_width, screen_height = 800, 600\n","screen = pygame.display.set_mode((screen_width,screen_height))0\n","\n","\n","screen_color = (20,144,144)\n","screen.fill(screen_color)\n","\n","\n","###Creating a Rect object(region in space) where our circle will be.###\n","# The Rect object and the circle are indpendent please!\n","#The circle is not even an object at all. We just add the genie to draw a circle at location we indicate.\n","# 'drawing' actually is just changing the pixels of a defined region to whatever color we passed as argument.\n","#So there is nothing like a circle object that we can move. The only thing we move is our Rect object, and we keep\n","#drawing circles at its center\n","#We just use Rect object to facilitate animation\n","x, y = (55,90)\n","radius = 50\n","rect_width, rect_height = radius, radius\n","circle_color = (50,70,70)\n","circle_rect = pygame.Rect(x,y, rect_width, rect_height)\n","#x is the x-coordinate of the top-left corner of the Rect object, while y is the y-coordinate\n","#we set the dimesions of our Rect object to fit the circle as much as possible. \n","\n","#now drawing the circle:\n","\n","pygame.draw.circle(screen, circle_color, (circle_rect.centerx,circle_rect.centery), radius)\n","#x in the first line of the cell is used to create the Rect object. It serves as the x-coordinate\n","#of the top-left corner of the Rect object\n","\n","#centerx is an attribute of the Rect object, which is the x-coordinate of the center of the rect object\n","#we want the center of our circle to be at the center of the Rect object, that's why we pass the\n","#coordinates of the center of our Rect object, as arguments to the function used to draw the circle\n","\n","\n","\n","\n","#making the ball move, bounce, and change direction\n","x_velocity =1.5\n","while True:\n"," for event in pygame.event.get():\n"," if event.type == pygame.QUIT:\n"," pygame.quit()#more about this later. This is just so you don't have to press Ctrl + C to stop the progam\n"," #each time. You can now close it normally like any program\n"," \n"," \n"," if circle_rect.x <= 0 or (circle_rect.x + circle_rect.width) >= screen_width:\n"," x_velocity *= -1 #I am using some syntactic sugar. you could write x_velocity = x_velocity * -1\n"," '''In the condition, we check whether the left border(x-coordinate) of the circle_rect is touching or has crossed\n"," the left border of the screen, or if the right border of the circle_rect has crossed or is touching the right\n"," border of the screen. If yes, then we reverse the direction of the velocity'''\n"," circle_rect.x +=x_velocity #change the x position of the rect\n"," screen.fill(screen_color) #repaint the screen (or wall)\n"," pygame.draw.circle(screen, circle_color, (circle_rect.x,circle_rect.y), radius) #draw the circle at the location of the Rect\n"," pygame.display.update()#generate a new image with all what we have added and display"]},{"cell_type":"markdown","id":"00566e5e","metadata":{"id":"00566e5e"},"source":["There you go, you should be able to do animations now on your own, but I will still guide you through\n","the animation of the ball in free fall (with a pause button too-and handling events).\n","\n","For those who want to stop here, here are some other important pygame functions or modules that you should look up:\n","\n"," the other pygame.draw functions like pygame.draw.ellipse(), pygame.draw.line()\n"," pygame.image:used for images. you don't need to draw objects using pygame all the time. You can use imgaes that you choose from the web or design yourself to do your animations. \n"," \n"," pygame.mixers: used to play music and sounds\n","\n"," pygame.font: used to create special Rect that can render(display) text\n","\n"," pygame.event: to watch events like mouse clicks or keyboard input, and more\n","\n"," pygame.time and pygame.time.clock: can be used to set timers, events, adjust frame rate(amount of \n"," imgaes drawn per second)\n","\n","\n","There are many other pygame modules and functions. This was just an introduction\n","so if you have an idea and you don't see how you can do that with pygame yet,\n","just check on google or ask ChatGpt how to go about that.\n","\n","Now for the physicist interested in seeing if I know what free fall means, let's goooo. I will also add drag force if you don't mind :)\n"," "]},{"cell_type":"markdown","source":["# Animating a ball falling with gravity and drag force acting on it"],"metadata":{"id":"5jvMtIaCVYDI"},"id":"5jvMtIaCVYDI"},{"cell_type":"markdown","source":["You're taking a physics course, perhaps phy141 or phy250 at Valparaiso University, and you want to animate the motion of objects and perhaps do your homeworks. Yes, you can just write a program that will help you answer certain questions without solving! That may sound like cheating, but if you're smart enough to write program like that, then you can probably(though sometimes not) solve the question in the first place.\n","\n","*Enough jokes.*\n","\n","**Question**\n","\n","***You're supposed to be able to answer the following question without my help, but it does not hurt to get some help since you're new to pygame. You will see how we can code things that 'seem' difficult in just a few lines. But I want you to read the question, pause for 3mins 37seconds and think about how you would go about it***\n","\n","a) A 3kg ball with radius 0.2m is launched with a velocity of (5m/s, 12m/s) at the top\n","of a 200m building. Taking the launch point of the ball to be the origin of your coordinate system, with the help of pygame, animate the motion of the ball in free fall and determine how far from the building the ball first hits the ground.\n","(Take g to be 9.8 m/s^2)\n","\n","b) Add drag force and determine how far the ball lands this time. Drag Force = 0.5*p*C*A*v^2\n","\n","c) Use conservation of linear momentum and work energy theorem to make the ball bounce, provided it loses 60% of its energy each time it hits the ground.\n","\n","**Data:**\n","\n"," mass of ball, m = 3 kg\n","\n"," radius of ball, r = 0.2 m\n","\n"," initial velocity = 5m/s(i) + 12m/s(j)\n","\n"," height of building = 10m\n","\n"," gravitational strength = 9.8m/s^2\n","\n"," p = density of fluid which is air in this case. At 15 degrees celcius, p of air = 1.225 kg/m\n","\n"," C = Drag coefficient. Take C = 0.4\n","\n"," A = Cross sectional Area. In this case, it will be half of the area of our ball, since that's the part of our ball that is 'exposed' to the air. Like half the surface of the Earth is exposed to the Sun.\n","\n"," v = Speed of object relative to the air. Let's just assume it is the same speed of the object relative to the ground(assumed not to move). A lot of assumptions, I hate that too, sigh.\n","\n"," percentage energy loss per hit = 60%"],"metadata":{"id":"hHpNrlA7SnLu"},"id":"hHpNrlA7SnLu"},{"cell_type":"code","source":[],"metadata":{"id":"-Yxq2hGo87cw"},"id":"-Yxq2hGo87cw","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# **Converting to appropriate units for our Genie**\n","**This section is important because our genie does not understand the units given to us**\n","\n","Concerning our physics problem, we were given velocity in metres per second. But our genie measures distances in pixel. So we first of all have to convert metres to pixel.\n"," \n"," ***Metres to Pixels***\n","\n"," Conversion Factor to Pixel(CFP) = Height of our pygame window in pixel/height of the scenery in real life.\n","\n","Since our building is 10m high, then we can approximate the total height of the scenery to be twice that.\n","\n"," Height of scenery = 20m.\n","\n","We will define the height of our pygame window in the code. Nowadays most laptops support HD format, meaning they have a minimum resolution(dimensions of the screen/monitor in pixels) of 1366 by 768 pixels. So we will set the height of our pygame window to be a more than that. \n","\n"," Height of pygame window = 800px. \n","\n","Therefore our CFP is:\n","\n"," CFP = 800px/20m = 40px/m\n","\n","***Note that a 40px/m CFP is good no matter the height of the building because\n","our eyes cannot see really far. If we make our CFP a function of the height of a building, then our ball will be very small for tall buildings(yes, cause the building is tall and you can't see very far) or the ball will appear very big for small building. For different problems like motion of planet in orbits, you will use a different CFP. Just do the maths and try out different values. \n","\n","(skipable)Also if the object is moving towards or away from the viewer, then you can keep resizing the moving object(the ball in this case) by applying some physics(lenses) to know the size the object should 'appear'***\n","\n","\n","***Formula to find position***\n","\n","From classical physics(or common sense), you know\n","that at a constant velocity, \n","\n"," 1) position = initial_position + velocity * time\n"," \n"," or\n","\n"," 2) curremt_position = previous_position + velocity * time_step\n","\n","\n","But in this context, there is acceleration, hence position as function of time is given by:\n","\n"," position = initial_position + initial_velocity * time + 0.5 * acceleration * time^2\n","\n","The velocity and acceleration are given to us in metres per second and metres per second per second respectively, so all we have to do is to convert to pixels per second and pixels per second per second by multiplying by our CFP.\n","\n","There you go, now you can simulate free fall."],"metadata":{"id":"fDyKJuad1GK-"},"id":"fDyKJuad1GK-"},{"cell_type":"code","source":["\n","import pygame #getting the tool box to build the game\n","import time #a tool we will use to track time. you don't need to install because\n","#it comes with python. It is an 'in-built' module.\n","pygame.init() #initializing(opening) the tool box\n","\n","#Defining variables. Constants are going to be in upper case(programming conventions).\n","SCREEN_WIDTH, SCREEN_HEIGHT, SCREEN_COLOR = (1200,800, (255,255,255))\n","BALL_COLOR = (0,0,0)\n","building_height_in_m = 10\n","ball_radius_in_m = 0.2\n","\n","#CFP = SCREEN_HEIGHT/(building_height_in_m * 2) #Conversion Factor to Pixel\n","CFP = 40\n","MASS = 3\n","BALL_RADIUS = ball_radius_in_m * CFP \n","BUILDING_HEIGHT = building_height_in_m * CFP \n","GRAVITY = 9.8 * CFP\n","\n","initial_y_of_ball = SCREEN_HEIGHT - BUILDING_HEIGHT#We do this this way because of the orientation of our coordinate system\n","BUILDING_WIDTH = 100 #I chose this so that the ball starts some distance away from the border of the screen\n","initial_x_of_ball = BUILDING_WIDTH\n","initial_x_velocity, initial_y_velocity = tuple(map(lambda x: x * CFP, (5, -12)))#converting the \n","#velocity from metres per second to pixels per seconds using the CFP.\n","#if you don't know this syntax, I am just saying, map this function to the two values (5,-12) an return the tuple.\n","#Google if you want to learn more.\n","#I could have just written: initial_x_velocity = 5 * CFP and initial_y_velocity = -12 * CFP\n","\n","\n","screen = pygame.display.set_mode((SCREEN_WIDTH, SCREEN_HEIGHT))\n","#naming the window\n","pygame.display.set_caption('Free Fall')\n","\n","#Creating the Rect object we will use for the ball\n","rect_width, rect_height = BALL_RADIUS , BALL_RADIUS\n","ball_rect = pygame.Rect(0,0,rect_width, rect_height)#we create the Rect object at a random position first. I chose (0,0) randomly\n","ball_rect.centerx, ball_rect.centery = initial_x_of_ball, initial_y_of_ball #I move the Rect object so that its center matches\n","#the initial position of the ball. Though I updated both the x and the y component, \n","#I did not need to update both because when I update one, the other gets updated automatically\n","\n","#Creating a rect for the building\n","building_rect = pygame.Rect(0, SCREEN_HEIGHT-BUILDING_HEIGHT, BUILDING_WIDTH, BUILDING_HEIGHT)\n","BUILDING_COLOR = (255,0,0)\n","\n","initial_time = time.time()# returns time that has elapsed in seconds since 01/01/1970\n","time_elapsed = 0\n","#animation\n","while True:\n"," for event in pygame.event.get():#ignore this for now\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," \n"," time_elapsed = time.time() - initial_time\n"," ball_rect.centerx = initial_x_of_ball + initial_x_velocity * time_elapsed \n"," ball_rect.centery = initial_y_of_ball + initial_y_velocity * time_elapsed + 0.5 * GRAVITY * time_elapsed ** 2\n"," screen.fill(SCREEN_COLOR) #repaint the screen (or wall)\n"," pygame.draw.circle(screen, BALL_COLOR, (ball_rect.centerx,ball_rect.centery), BALL_RADIUS) #draw the circle at the location of the Rect\n"," pygame.draw.rect(screen, BUILDING_COLOR, building_rect)\n"," pygame.display.update()#generate a new image with all what we have added and display"],"metadata":{"id":"B9u8ba_G1Sx2"},"id":"B9u8ba_G1Sx2","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["The animation works. Cool.\n","\n","However, the ball crosses the 'ground.'\n","Also, it is boring that we cannot pause the animation and track the position of \n","the ball. So we will display a bar that shows the position of our ball in the standard coordinate system."],"metadata":{"id":"8tpJzEifBPU6"},"id":"8tpJzEifBPU6"},{"cell_type":"markdown","source":["## Adding text and buttons to our window and finalizing our animation.\n","\n","For simplicity, we will we draw two buttons. One that displays the coordinate of the ball, its center of mass to be precise, and one that displays 'play' whenever we pause the animation. You can add other buttons like restart or whatever, but I won't do that because you should be able to do it yourself after you get the concept. Easy concept."],"metadata":{"id":"Mkd7UGnrCEQ3"},"id":"Mkd7UGnrCEQ3"},{"cell_type":"markdown","source":["**A quick note about images**\n","We have been drawing shapes so far. What if we instead want to display an image for example. For that, we would need to get the image first.\n","We will not draw images on our free ball animation, unless you want your background to be an image, but it is important that you know how to display images so you understand text.\n"],"metadata":{"id":"YrRSwxkuPGWM"},"id":"YrRSwxkuPGWM"},{"cell_type":"code","source":["path = r'C:\\Users\\HP\\Desktop\\dog.jpg' #This is the path to a dog image on my desktop\n","image_surface = pygame.image.load(path) #This will return the image as a Surface object\n","#If you don't remember what a Surface object is, it is not important. Our screen is also a Surface object\n","\n","#With pygame, you can draw a Surface on another Surface, just like we were drawing shapes on our screen Surface\n","\n","#To fill our screen Surface with color, we used the command screen.fill(screen_color)\n","#Now to draw a Surface on another, we need to know at what position the surface will be drawn, just like with the shapes\n","#To do that, we can just create a Rect object and then draw our Surface at the location of the Rect object.\n","#Fortunately, you can get the Rect object of a Surface without creating one yourself. Not super helpful but helpful\n","\n","image_rect = image_surface.get_rect()#This will return a Rect object with the dimensions of our Surface, with initial\n","#position to be (0,0)\n","#you can set the position of the rect to by anywhere, just like we did in the previous animation\n","#let's put the image_rect at the center of our screen\n","screen_rect = screen.get_rect()\n","image_rect.centerx, image_rect.centery = screen_rect.centerx, screen_rect.centery\n","\n","#Drawing the image Surface on our screen Surface at the location of the image Rect:\n","screen.blit(image_surface, image_rect)\n","#There you go, you just drew an image at the center of your screen.\n","#Remember to update() if you want to see the new image\n","pygame.display.update()\n","\n","\n","#If the image is too big or too small, you can still resize using pygame function. It will just resize in the program\n","#it will not modify the original image.\n","#For example to resize your image to be 50 by 50px\n","new_width, new_height =\n","scaled_image_surface = pygame.transfor.scale(image_surface, new_width, new_height)\n","\n"],"metadata":{"id":"n6_R3CY1PT9f"},"id":"n6_R3CY1PT9f","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["Now that you know how to load, resize, and display images, you can download an image of a build and use it as our building in our animation, in the place of that big red box.\n","Moving forward, let us display text.\n","\n","**Displaying text**\n","We mostly have different handwritings. I don't write like my grandmother, and she does not write like the late Steve Jobs. So to write text, we need to create our own 'writer' with a particular handwriting (font).\n"],"metadata":{"id":"G4WEnWcQUUwx"},"id":"G4WEnWcQUUwx"},{"cell_type":"code","source":["writer = pygame.font.SysFont(None, 48)\n","#None means it should use the default handwriting, while 48 is the font size."],"metadata":{"id":"KaKuoIVJVSa2"},"id":"KaKuoIVJVSa2","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["So we have our writer. What should our writer display?"],"metadata":{"id":"M3ZH6ELYVlGZ"},"id":"M3ZH6ELYVlGZ"},{"cell_type":"code","source":["text = 'PLAY'"],"metadata":{"id":"y5O5cJb2Vunh"},"id":"y5O5cJb2Vunh","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["When you write(not type), you write on a paper right? So when we will ask our writer to write something, it will write on a paper(Surface) and return in to us. We also have to tell the color of the text so it knows what pen to use."],"metadata":{"id":"y69vqqMJV25c"},"id":"y69vqqMJV25c"},{"cell_type":"code","source":["text_color = (0,90,255)\n","paper_surface = writer.render(text, antialias = True, text_color)\n","#Note that Surface is the same dataype that we used to display images. \n","#So displaying the paper_surface is the same thing as displaying images"],"metadata":{"id":"vlmy6WWaWEXq"},"id":"vlmy6WWaWEXq","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["Let us draw our paper_surface(or play button) at the center of the screen.\n"],"metadata":{"id":"MHvfVGJ9W220"},"id":"MHvfVGJ9W220"},{"cell_type":"code","source":["rect_of_paper_surface = paper_surface.get_rect() #returns the Rect with the dimensions of our paper at position (0,0)\n","\n","#Putting the Rect at the center of our screen:\n","screen_rect = screen.get_rect()\n","rect_of_paper_surface.centerx, rect_of_paper_surface.centery = screen_rect.centerx, sreen_rect.cetnery\n","\n","#Drawing our paper_surface at the location of the Rect on our screen:\n","screen.blit(paper_surface, rect_of_paper_surface)\n","pygame.display.update()\n"],"metadata":{"id":"-83DrFTpW_lp"},"id":"-83DrFTpW_lp","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["There you go, you know how to draw a play button on a screen.\n","The procedure for the button to track the position of the ball is the same. So you will see it in the code when we put everything together."],"metadata":{"id":"rBuxxqx2YMdL"},"id":"rBuxxqx2YMdL"},{"cell_type":"markdown","source":["**Handling Events**\n","\n","In the animation code, you've been seeing:\n"," \n"," for event in pygame.evet.get():\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," \n","This is the 'listener.' It listens to user input(events) and does things if we programmed it to do so. For example, in the code above, we say 'if you hear quit(a play clicking on the close window button), then stop and quit.'\n","\n","So if we want our animation to 'pause' when we press a certain key or click on a certain button, then we can do so by adding the code for that in the listener.\n","Let's say we want the animation to 'pause' when we press SPACE.\n","\n"," for even in pygame.event.get():\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," \n"," elif event.type == pygame.KEYDOWN:\n"," if event.key == pygame.K_SPACE:\n"," animation_active = False #you'll understand this in the final code.\n","\n","\n","I put 'pause' because we won't actually pause the animation. We will just **not update** the position of our ball so that the same image keeps being drawn. It will appearto the viewer as though everything has paused.\n","\n","In the final code, we will also add the option for the listener to get the position of the mouse and determine whether the play button has been clicked for the animation to 'resume.'"],"metadata":{"id":"-QS-x2PtZmvx"},"id":"-QS-x2PtZmvx"},{"cell_type":"markdown","source":["# Putting Everything together"],"metadata":{"id":"WK1QtAX3YvX5"},"id":"WK1QtAX3YvX5"},{"cell_type":"markdown","source":["I could write the following code more optimally and refactor some stuff, but for the sake of the neo-programmer, it is better to do it the way I did so he/she/whatever pronoun focuses more on every deail of the animation and does not get confused/distracted.\n","\n","***There is no new concept in the code. It just the physics we talked about and whatever you learned in this guide. At first glance, it may feel overwhelming and you would ask yourself, 'how did he know that he will use this or that.' Programming is a very back-and-forth process. Almost nothing works on first attempt, so we run, fix, the errors, run again. Just that we can't give you the code with errors. We just give you the code that works and it makes you feel like we knew everything in advance and we are perfect. Read the comments and think, and you should be fine. If you don't understand something, then try to code how you think it should be done yourself. I do that all the time and sometimes I code better than the book author, guide, or teacher.***\n","\n","What takes much space in the code below are the buttons and handling events. \n","So you might as well get rid of that if you don't really care about being able to pause the animation."],"metadata":{"id":"roHGyOI5rmRV"},"id":"roHGyOI5rmRV"},{"cell_type":"code","source":["\n","import pygame #getting the tool box to build the game\n","import time\n","pygame.init() #initializing(opening) the tool box\n","\n","#Defining variables. Constants are going to be in upper case(programming conventions).\n","SCREEN_WIDTH, SCREEN_HEIGHT, SCREEN_COLOR = (1200,800, (255,255,255))\n","BALL_COLOR = (0,0,0)\n","building_height_in_m = 10\n","ball_radius_in_m = 0.2\n","\n","CFP = 40 #You can make the CFP a function of height so you can always see the entire building by uncommenting the next line\n","#CFP = SCREEN_HEIGHT/(building_height_in_m * 2) #Conversion Factor to Pixel\n","MASS = 3\n","BALL_RADIUS = ball_radius_in_m * CFP\n","BUILDING_HEIGHT = building_height_in_m * CFP \n","GRAVITY = 9.8 * CFP\n","\n","initial_y_of_ball = SCREEN_HEIGHT - BUILDING_HEIGHT#We do this this way because of the orientation of our coordinate system\n","BUILDING_WIDTH = 100 #I chose this so that the ball starts some distance away from the border of the screen\n","initial_x_of_ball = BUILDING_WIDTH\n","initial_x_velocity, initial_y_velocity = tuple(map(lambda x: x * CFP, (5, -12)))#converting the \n","#velocity from metres per second to pixels per frames using the formula we derived earlier.\n","#if you don't know this syntax, I am just saying, map this function to the two values (5,-12) an return the tuple.\n","#Google if you want to learn more.\n","#I could have just written: initial_x_velocity = 5 * CFP/FRAME_RATE and initial_y_velocity = -12 * CFP/FRAME_RATE\n","\n","\n","screen = pygame.display.set_mode((SCREEN_WIDTH, SCREEN_HEIGHT))\n","rect_of_screen = screen.get_rect()\n","#naming the window\n","pygame.display.set_caption('Free Fall')\n","\n","#Creating the Rect object we will use for the ball\n","rect_width, rect_height = BALL_RADIUS, BALL_RADIUS\n","ball_rect = pygame.Rect(0,0,rect_width, rect_height)#we create the Rect object at a random position first. I chose (0,0) randomly\n","ball_rect.centerx, ball_rect.centery = initial_x_of_ball, initial_y_of_ball #I move the Rect object so that its center matches\n","#the initial position of the ball. Though I updated both the x and the y component, \n","#I did not need to update both because when I update one, the other gets updated automatically\n","\n","#Creating a rect for the building\n","building_rect = pygame.Rect(0, SCREEN_HEIGHT-BUILDING_HEIGHT, BUILDING_WIDTH, BUILDING_HEIGHT)\n","BUILDING_COLOR = (220,220,220)\n","\n","\n","animation_active = False\n","just_activated = False\n","play_writer = pygame.font.SysFont('Times New Roman', 48) #we use a specific writer for the play button because it will have a different\n","#font size from the tracking button\n","play_color = (0,0,0)\n","play_text = 'PLAY'\n","play_button_background_color = (220,220,220)\n","play_button_surface = play_writer.render(play_text, True, play_color, play_button_background_color)\n","#The last argument for background color is optional, or in python terms 'non_positional.'\n","rect_of_play_button_surface = play_button_surface.get_rect()\n","rect_of_play_button_surface.center = rect_of_screen.center #yeah, you don't need to specifiy x or y, it will take care of everything\n","\n","track_writer = pygame.font.SysFont('Verdana', 15) #You can use any font. if the font(handwriting) you input is not a system font\n","#then the genie will use its defualt font.\n","track_color = (0,0,0)\n","track_text = '' #we will be determined below\n","\n","RANGE = 'TBD' #To be determined\n","\n","\n","\n","animation_just_started = True\n","flight_time = 0#used to count the amount of time the ball has been in the air\n","\n","#animation\n","while True:\n"," \n"," \n"," for event in pygame.event.get():#ignore this for now\n"," if event.type == pygame.QUIT:\n"," pygame.quit()\n"," elif event.type == pygame.KEYDOWN:\n"," if event.key == pygame.K_SPACE:\n"," animation_active = False \n"," pygame.mouse.set_visible(True)\n"," elif event.type == pygame.MOUSEBUTTONDOWN:\n"," mouse_position = pygame.mouse.get_pos()\n"," if rect_of_play_button_surface.collidepoint(mouse_position) and animation_active == False:\n"," animation_active = True\n"," pygame.mouse.set_visible(False)\n"," previous_time = time.time() \n"," \n"," \n","\n","\n"," if animation_active:\n"," \n"," \n"," flight_time += time.time() - previous_time\n"," previous_time = time.time()\n"," ball_rect.centerx = initial_x_of_ball + initial_x_velocity * flight_time\n"," ball_rect.centery = initial_y_of_ball + initial_y_velocity * flight_time + 0.5 * GRAVITY * flight_time** 2\n"," if ball_rect.centery >= SCREEN_HEIGHT and animation_just_started==False:\n"," animation_active = False\n"," \n"," animation_just_started= False\n"," \n"," RANGE = round((ball_rect.centerx-BUILDING_WIDTH)/CFP,2) #Converting back to metres and rounding to two decimal places. \n"," x_position = round((ball_rect.centerx-BUILDING_WIDTH)/CFP, 2)\n"," y_position = round((SCREEN_HEIGHT-ball_rect.centery-BUILDING_HEIGHT)/CFP, 3)\n"," \n"," track_text = f'X: {x_position} m Y: {y_position} m RANGE: {RANGE} m time:{round(flight_time, 3)}s'\n"," track_surface = track_writer.render(track_text,True, track_color)\n"," screen.fill(SCREEN_COLOR) #repaint the screen (or wall)\n"," if animation_active == False:\n"," screen.blit(play_button_surface, rect_of_play_button_surface)\n"," screen.blit(track_surface, (0,0))#the blit method can also take the coordinate of the top left corner of where you want to display the surface\n"," pygame.draw.circle(screen, BALL_COLOR, (ball_rect.centerx,ball_rect.centery), BALL_RADIUS) #draw the circle at the location of the Rect\n"," pygame.draw.rect(screen, BUILDING_COLOR, building_rect)\n"," pygame.display.update()#generate a new image with all what we have added and display\n"," \n","\n"],"metadata":{"id":"NbFp-v7uYzdL"},"id":"NbFp-v7uYzdL","execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["**There you go!** You have answered the a) part of the question which was to find the range(how far the ball lands from the building). In fact, your animation displays the time of flight as well. \n","\n","For your little homework, answer the b) and c) part of the question which invovles just adding drage force and make the ball bounce. Simple (if you can set up the differential equation and integrate)."],"metadata":{"id":"8_KuvEoghEbg"},"id":"8_KuvEoghEbg"},{"cell_type":"markdown","source":["# APPENDIX\n","\n","I don't have time to make an appendix so I am just going to mention some lies I made in this guide.\n","Don't be terrified because I said lie. Even the physics we did was just a lie, but not far from the truth (General relativity). Yeah, sometimes we lie to keep things simple for practical reasons and also so that you understand. If you always believe what someone says just because he/she/whatever took his/her/whatever time to write, then you need to reconsider your life choices. \n","\n","OH NO, I slept, and I don't remember most of the lies. Anyways, have a nice day!\n","\n"," If you have any concern email me at arielfayol1@gmail.com or fayol.ateufackzeudom@valpo.edu . I will probably reply in less than 8hrs."],"metadata":{"id":"Xtfr6H2hkqGb"},"id":"Xtfr6H2hkqGb"}],"metadata":{"colab":{"provenance":[]},"kernelspec":{"display_name":"Python 3 (ipykernel)","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.9.1"}},"nbformat":4,"nbformat_minor":5}