data:image/png;base64,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data:image/png;base64,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 is the melody from Humpty Dumpty. This whole nursery rhyme is essentially Humpty Dumpty except that I added my own characters and changed Humpty Dumpty to a cat, calling them Tipsy Kitty. The melody is a single quatrain with an AABB pattern, following the trochaic meter, meaning every pair of notes is two sillaybles, with the first one being stronger and the second one being less stressed. The melody is very simple, and with my background in music (I play the piano), it was very easy for me to write out a script with all of the exact notes and length of the notes in the original nursery rhyme. Credits to the composers that wrote Humpty Dumpty and its melody, as well as anyone else involved in the project. This code just simply plays the short nursery rhyme's melody without any words, just the music, so it is just a bunch of different notes with different lengths to make the song. The song spans 10 1/2 notes, a little over an octave, with the lowest note being 58, or a b flat3 note, and the highest note being 75, which actually isn't on the scale the program provides, but it is a high E, or an E5 note. Past the first few measures, I had to shorten the length of each note because the movements of sprites later on in the program made the song go a little slow because so much is processing. Also, 1 beat signifies a quarter note in 60 bpm time, or simply 1 second. 0.5 beat is 0.5 seconds or an eighth note, and 1.5 beats is 1.5 seconds or a dotted quarter note. This program here was meant to scale up the size of the background. This sprite is just for the background of the castle and the kingdom, so I centered it at (0,0) by using the go to blcok and setting x and y to 0, and then I sized up the background so that it actually filled the whole stage, and I did this using the set size block, and I set it to 135%, which is the minimum size for the background to cover the whole stage. The wall was a little too big and stretched all the way across the stage, so I decided to make it a little smaller with this script. First, I didn't want the wall to be center, but I wanted it a little bit lower so the castle could be seen clearly, and I found that -50 on the y-axis while the x-axis was centered was a perfect position, so I put the wall there. Then I did trial and error to see how big the wall should be, and I ultimately decided on 70% as the perfect size for the wall. I used the set size block in the looks section to set the size to 70%, and I used the go to block to set the x position to 0 and the y position to -50, and thus, the wall and background were perfect sizes. This script for the cat is very extensive. This whole project is solely based on timing, so thre is going to be a lot of wait blocks so the sprites wait for their turn to act. Also, because I wanted the project to look genuine, instead of disappearing and reappearing the sprites, I put them outside of the stage, and then when it was their time to walk in, they wouldn't just appear in the stage but rather walk onto the stage from outside. There are no such conditions to check in this project, and the actions are simply based on timing. For the cat, as well as most other sprites, the first thing I do is reset everything, so if the program were to end, and you want to play it again, you could. I couldn't exactly figure out how to make the speech bubbles disappear if someone were to interrupt the program and restart it mid-way through, but luckily, since each speech bubble is 6 seconds long, by the time the program restarts, the speech bubble will disappear after its time is up from the last run and then reappear again at the right timing in the new, restarted program. I switch the costume to cat3, which is the cat in the very beginning, I set the size to 75% because I found the cat too big, put it in the correct position on the wall, pointed the cat in the direction so that it looked like it was sitting on the wall normally and not akwardly, and then I wait twelve seconds before the cat makes its next action. The first twelve seconds have the cat just sitting on the wall and the unicorn and witch saying their dialogue, with the unicorn disappearing after it is done and the witch flying away as it speaks. After the 12 seconds, it is the cat's turn to move. First of all, I changed the cat to the next costume, which has the cat looking frightened and having their legs outstretched to give the impression that they were actually falling. This is when the cat falls off the wall. I couldn't find any better way to rotate the cat as it was falling, so I used a very time consuming technique of gliding a tiny bit, then turning a little bit, and then repeating this over and over again while changing the y values with very small increments. This way, the cat rotates and falls down the wall simultaneously. After the cat completes this long sequence of falling down the wall, it changes costume to the last costume, which has the cat laying flat on the grass field and looking completely defeated and all the other characters checking him out, Because the size of this costume was too small, I had to scale the costume up by 175% to make the cata a good, reasonable size, proportional to the original size of the cat, which was actually 75% of its original size. Lastly, I move the cat down slightly so that it actually looked like it hit the ground, and then I made it face the direction of 180 degrees (facing down) so it was facing the audience. This broadcast allows the cat to simultaneously fall off the wall and say these words. Right before the cat falls off the wall, the main script to the left sends a broadcast message, which I strategically named Cat, and this script picks up the message. When this script picks up the message, then it can make it so that the cat says those words at the perfect time (12 seconds into the program) while falling off of the wall at the same time. The bat is one of those sprites that wait offstage and then at the right time, it enters the stage. The bat comes out on the very last line, the last 6 seconds of the program, so the bat just waits for 18 seconds. I set the ghots effect to 0 to make sure that it wasn't ghosted, then I guaranteed that the bat was in its first costume, and then I positioned the bat off stage at (-350, 100) so it isn't seen on the stage. After 18 seconds, then the bat begins its way onto the stage to check out if Tipsy Kitty is okay. Just like the cat, I needed to do two actions simultaneously, which is glide onto the stage in short increments and change costume to make it so the bat looks like it is flapping its wings. This was relatively easy because I just duplicated two blocks, the glide block and the next costume block. Because I am moving along the x axis, each time the bat glides onto the stage, I slowly change the x position, and each time it glides a little bit, the bat changes to the other costume, which simply has the wings down. This creates the image that the bat is flying while gliding onto the stage. The last little repeat loop is so that when the bat gets to the desired position to spectate the cat's position, the bat has to keep flapping or else it falls. I do this simply by using a repeat block, and inside the repeat block, the bat changes to the other costume and waits for a little while to give the illusion that the bat is flapping its wings and looking at the cat. The rock was a very simple addition to the program, and the rock does nothing except sit on the side of the wall, so there is not much script. The only thing I needed to do was simply move the rock to the side of the wall, and I did this simply by trial and error until the rock was in the position that I liked. This turned out to be (-150, -100), so I just used the go to block and moved it there. The flying witch is another sprite that waits backstage. The very first thing I do to the witch is to set the ghost effect to 0, and although I don't have any ghosting blocks in the code, I decided to put it anyway because I really wanted to make sure of its presence backstage because I can't see it. Then I place the witch into its position outside the stage, which happens to be on the opposite side of the bat. Then I wait 6 seconds so that the witch will act at the correct time. The next few blocks' purpose are analogous to that of the cat. I use the broadcast feature to allow for two simultaneous actions. I broadcast the message boo, and then when I receive boo, then the witch can say something for an amount of time while flying through the air and moving. After I broadcast, I simultaenously point in the direction 270, which by the way, you need to click the turn left right button, and then I glide 6 seconds to a position outside the stage which is (-350, 200) to last for that whole measure in the song and allow the witch to fly through the sky and disappear offstage. Then, I wait 6 seconds again because the witch shouldn't appear here, then after that, the witch does its final gesture by pointing in direction 90, repositioning to another position offstage, which is just 100 units below where it was, and then glide three seconds to the middle of the stage, turn back around, and fly 3 seconds to offstage again. I decided to give the witch another cameo because the aesthetics would look cooler if the witch flyed over everyone as they were looking to see if Tipsy Kitty was okay. This broadcast allows the witch to simultaneously fly through the air and say these words. Right before the witch flies, the main script to the left sends a broadcast message, which is strategically named Witch, and this script picks up the message. When this script picks up the message, then it can make it so that the witch says those words at the perfect time (6 seconds into the program) while flying at the same time. Wanda isn't realy presented for a long time and is only there for the last 6 seconds when the cat falls and everyone looks to see what is going on. First, I needed to set up her character, so I reduced the size to make it better and then I ghosted her. I ghost her because she actually is backstage, but she is supposed to be in the castle, and then when she hears the screams, runs out of the castle and then appears to the side of the wall as though she was running from behind it. Instead of her being offstage and then gliding into the scene, I wanted her to appear inside the stage. Then I set her position so that she would be behind the wall, and then I wait 18 seconds until she is supposed to move. After the 18 seconds, I used a glide block to make her glide just behind the wall, close to the edge. Right then and there, I unghost her so she appears, and she simultaneously appears as she is unghosted, creating the illusion that she was walking from behind the wall. Her feet are on the rocks, so that is a little realistic, but I couldn't figure out how to layer sprites so that you can choose which to be in front. 111015The unicorn doesn't change positions but instead can ghost right in the middle of the stage because she is magical and otherwordly. She is present in the very beginning, so I reset and prepare her character by unghosting her and making sure she is present, then making sure that the costume was the costume I wanted the unicorn to start with by using the switch costume block. Then, I move her to the correct position which she will stay for the whole program, and then she actually says the very first line, so I used a say block and made her say it for 6 seconds so it would cover the first measure of the melody in the background. Then, based on an observation I made in Lab 1.1, if I change the ghost effect by 10, have a rest of 0 beats, and then repeat it 10 times, instead of the unicorn just magically disappearing, it slowly disappears like it is fading away, and this is because normally, without the rest block, the repeat loop would just be the same as setting the ghost effect to 100 immediately. Setting a rest for 0 beats block can actually smooth things out, so if you do things by small increments and use a rest block, it doesn't instantaneously do the action or delay the action, it makes it smoother and look better. After the unicorn is ghosted, it waits for 11 seconds so it is perfecty in sync with the melody, and then at the very end with 6 seconds left, the unicorn reappears (do this will another repeat loop with a change in the ghost effect by -10 so it reappears, and I make it smoother with rest 0 beats), to spectate the cat's conspicuous fall. After that, to make it seem more natural, I make the unicorn change costumes, which the other costume is bigger and makes the unicorn stand out more, so I repeat a next costume loop with pauses in between to make it seem like the unicorn is flashing and is frantic worried about the cat. I put the prince there to make it seem like a real castle and a real kingdom. Sadly, the prince of this kingdom doesn't get all the drama and only appears at the end to check on the cat. Because I couldn't find any King because the the cat says that all the King's men and horses couldn't put the cat back together again, I just put the prince. I first make sure of the prince's presence because I can't see him as a result of putting him offstage (I position him using a go to block). Then I wait 18 seconds because he only appears at the end. Right after the 18 seconds, the script sends a broadcast to allow the prince to do two simultaneous actions, which is move right next to the cat from offstage and say the last line of the nursery rhyme. First, I pointed the prince in the direction 260 so he faces the stage and gets ready to walk onto the stage, and remember to click the left right button. Then, I do small increments of gliding towards the cat and changing point in direction, and I wanted to do this to give the impression that the prince was walking because there was only one costume for him, but the difference is not very noticeable. After the prince finally glides to the cat which takes a total of 2.5 seconds, I then point him a little bit downwards to give the impression that he was looking at the cat to make sure he was okay. This broadcast allows the prince to simultaneously walk to the cat and say these words. Right before the prince walks into the scene, the main script to the left sends a broadcast message, which I strategically named Prince, and this script picks up the message. When this script picks up the message, then it can make it so that the prince says those words at the perfect time (6 seconds into the program) while walking at the same time.The princess makes a very brief appearance in the program, as she gingerly waves for her prince and checking to make sure the cat is okay. She only appears in the last 6 seconds as well. First, I check her presence by setting the ghost effect to 0, and then I move her to a position offstage so she isn't seen till the very end. I preset her direction to make her ready to walk on the stage, and remember, click the left right button. Then I wait for 18 seconds, and once the 18 seconds is up, the princess slowly glides into the stage. She is near the edge of the stage as she calls out to the cat, so she doesn't cover much distance into her gliding and allows her prince to go check on the cat, so after the 4 seconds of gliding, for the last two seconds of the program, she just stands there.