Here’s my first Snap! game: TUMBLE WORLD! (version 1)
It is a relaxing widescreen vertical scroller with the ability to switch between difficulty settings.
I made all the artwork in Inkscape and Krita. I also composed the music with LMMS.
Left/Right arrow keys to move and space to start. If you are playing in energetic mode you can also press the down key.
This game works best in Chrome.
I hope you enjoy it!
-PixelNinja
TUMBLE WORLD YouTube video: https://www.youtube.com/watch?v=4EdM1AypMRUdata:image/png;base64,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:image/png;base64,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ninja logo wind sound quiet.2525tmpLogoTimertmpLogoTimer52010000Quickly show this sprite for saving Snap! thumbnailrotationDirectionplayernormalupdateInfo25playerAnimationTimer7Works but glips on slower computers 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 _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de: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 _
501linear
linear
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
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
x position
x 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
balance501linear
linear
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 positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de forma _
pt:a forma _
linear
linear
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 _ _
01001linear
linear
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
}
elastic2.03672499999996865.505463435117082e-72534.699999999999911.1668999999999816false12.0001