data:image/png;base64,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:image/png;base64,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 sprite represents ths stage, which is preumambly Level 1-1 of the original game.A continuation of the last sprite to fill up the whole screen.costumes,soundsright arrowA continuation of the last Hill sprite.right arrowThis is another sprite that makes up as one of the moving scenary sprites. It took a while to find some decent 8-bit cloud sprites from the source material, but this eventually worked out.right arrowThis sprite and the one next to it make up the hills as well as another of my moving scenary sprites. The only hard part to adding these two was the coordinates and I had to decide if I wanted themto interconnect with one another or appear as separate hills.Like most spites, I had to set up the ratios to make it seem relaistic and compare it to Mario's size.right arrowAnd here is the end goal sprite. Once Mario touches the castle, the game is over and the player has won.Another enemy sprite, as well as the next sprite that follows. The Paratroopas make another one of my extensions since they are flying enemies from the Mario franchise, as well as Lakitu, Fly Guy, Paragoombas, etc. This is the first of the four enemies. There are 2 Goombas. although according to the Mario Wiki, they are actually Galoombas, an off-brand or close relative of Goombas, from Super Mario World. For simplicity sake, I will just name them Goombas for the time being since they are from the same family.This sprite and the next three from left to right have different costumes to make it look like they are moving via an animation sprite and these Goombas in particular have a "squish" sprite.Depending on the outcome, all enemy sprites: "Goombas", "Paratroopas", "Bowser" willl all disappear whether or not they have beenn defeated or not, regardless of the ending.Continuity.This sprite has different costumes to make it look like they are moving via an animation sprite and these Goombas in particular have a "squish" sprite.Continuity.Depending on the game's outcome, there is both a good ending and a bad ending.This is where the game truly begins!Both the Goombas and Paratroopas are killable in this lab via jumping on their heads.Unlike the first two enemies, Bowser here is unkillable and like its source material, Mario willdie after a single touch, making it a fatal blow!right arrowThis is the second of my four platforms that I added as another one of my extensions. They act as a "ladder" to help the player reach the end goal.right arrowThis is the third of my four platforms that I added as another one of my extensions. They act as a "ladder" to help the player reach the end goal.right arrowThey can act as part of my scenary to a certain extension, but these are part of the fron layer for Marion to jump on to get to Bowser's Castle,This is one of four platforms that I added as another one of my extensions.Another one of my enemy sprites and this is the fourth one so far. Although, there is one more enemy sprite thay can be the "main boss", but is unkillabel unlike his minions.right arrowThis is the second of my four platforms that I added as another one of my extensions. They act as a "ladder" to help the player reach the end goal.I almost forgot to mention that for realism purposes, these platforms move more steps than the other objects of cenary since they are the closest from Mario's perspective. I decided to make Bowser "the final boss" as well as an additional sprite. The hard part of this project was to get his size right. I added the platforms since I didn't give the command for Bowser to jump. If that were the case, it would be impossible to win the game.Although not visible to the player, the "Ground" sprite is what makes up the brown brick road.

right arrowdown arrowspaceGroundPlatform Platform(2)Platform(3)Stage(3)This is where the real fun begins. Here is the set of controls and animations for when Mario moves left, right, and up.To summarize all of this series of commands, here are the controls.Left Arrow Key - Walk to the Left Right Arrow Key - Walk to the Right Spacebar Key - Jump Down Arrow Key - Crouch Oh yeah, like the original Super Mario Bros. from 1985, Mario cannot leave the screen thanks to the "if on edge, bounce" block.

Like most video games, this version of Super Mario Bro.s obeys Newton's Three Laws of Motion. :)

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One of the extensions I added into this program is for there to be an end goal. which in this case is for the sprite (Mario) to touch the castle at the end of the stage while voiding the enemies that come in his way.