Welcome to Bee-yond the Island! Robotic Bees from outer space (yeah, you heard that right.) have been raining havoc on the Bear Island Island. Your goal, commander, is to fly up to the cosmos and take the battle to them! Fly your ship using the left and right arrow keys, and fire your dual-action blasters using the space bar (haha get it?) You are not just saving the Island, you are saving the world. We are counting on you, commander. Bear Island Official Minigame 2021. (To clarify, these are not real bees. They are robotic bees created by an unknown evil. No real bees were harmed in the making of this minigame.)data:image/png;base64,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 to Bee-yond the Island! Robotic Bees from outer space (yeah, you heard that right.) have been raining havoc on the Bear Island Island. Your goal, commander, is to fly up to the cosmos and take the battle to them! Fly your ship using the left and right arrow keys, and fire your dual-action blasters using the space bar (haha get it?) You are not just saving the Island, you are saving the world. We are counting on you, commander. Bear Island Official Minigame 2021. (To clarify, these are not real bees. They are robotic bees created by an unknown evil. No real bees were harmed in the making of this minigame.)
de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _ ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _ pt:anima com modificador _ e inspector _ de _ em _ s de forma _ 501
de:Grad _ ca:graus de _ radians pt:_ radianos em graus 0.5
de:Fehler _ pt:assinala o erro _
de:gleite _ in _ Sek. beschleunigt: _ ca:llisca _ en _ segons de forma _ fr:glisser _ en _ sec. accélérer _ pt:desliza _ em _ s de forma _ 501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elastic
de:animiere _ um _ in _ Sek. beschleunigt: _ ca:modifica _ amb _ en _ segons de forma _ pt:anima _ de _ em _ s de forma _ x positionx position y position direction size ghost effect color effect saturation effect brightness effect fisheye effect whirl effect pixelate effect mosaic effect negative effect tempo volume balance501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticy positiondirectionsizetempovolumebalance1 12
de:Beschleunigung _ ca:de forma _ pt:a forma _ linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticquadratic-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""
de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _ ca:per _ = _ fins _ _ en _ segons de forma _ _ pt:para _ de _ a _ _ em _ s de forma _ _ 01001linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elastic
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1100240.0210500125030022590421-550-50195wait4207000.95400.43000.4Sprite(10)Sprite(7)Sprite(8)true11You LoseWhen you win, the player does this animation.Animating the ship to moveYou Lose, sound playsSensing code for the player's shipfalse00color effect-250.5elasticsize52elasticNew Piskel-1(2)01000ghost effect-1000.3cubic-in0.4ghost effect1001cubic-inGame Over?trueEnd ScreenBoss Code ^Bee Invader code v11This part sees if the clone is touching the bottom of the screen. SpriteThis code see if the clone is touching the player3Turns the main bee sprite into the boss, then animates it for the battle to begin.Animation when you defeat the boss, and it glitches out.Code for the boss to switch costumesCode for the boss to switch costumesCode for the boss to switch costumesBoss battle begins, the boss follows the player and when hit glitches out a bit.Start reset, in case any lingering effects from the boss were still active.Creates the army of bees each level.Another Start ResetLevel system Whenever all bees in a round are eliminated, a new round will begin unless it is time for the boss level.Level reset guideClone code to move until blown upCode for clones to see if getting hit by Missile number 2 and if they have been blown up.Code for clones to see if getting hit by Missile number 1 and if they have been blown up.Bee randomly picks a number to see if it fires a missile.Missile from enemy code. Sees if there is already a missile in play, and waits until it is gone. Once it is, and if the randomized number is 3, then it will fire a laser at that clone.Border of ScreenBorder of screen.Wall Barrier for Player's ShipWall Barrier for Player's ShipBarrier1Missile setup : Goes offscreen until space pressed, then goes to ship and then fires up into the air until touching a bee or the top barrier.1Missile setup: Goes offscreen until space pressed, then goes to player, fires up until touching a bee or the top barrier, and repeats.Health BarGoes down when the boss gets damaged.1falsefalsetrue501000falseBOSS27030-31truetrue0true03570011110