Here’s my new game CANDY CATCHER! (version 1)
It's a relaxing game where you have to move left and right eating candy whilst dodging broccoli.
Left/Right arrow keys to move and space to start.
I made the artwork in Inkscape and composed the music with LMMS.
This game works best in Chrome.
I hope you enjoy it!
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data:image/png;base64,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ninja logo wind sound quiet.2525tmpLogoTimertmpLogoTimer52010000Quickly show this sprite for saving Snap! thumbnailde: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
}
elastic270905broccoli0i110surpriseBox110090i1115004.2299999999997562