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Battle Against a True Alicorn

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A crossover between Undertale and My Little Pony, "Battle Against a True Alicorn" is a parody of the fight against Lesser Dog, but with Princess Celestia instead.
Fun little game to kill a minute or two.

The game has two distinctive outcomes and reaching one will block you from reaching the other, permanently.

"Battle Against a True Alicorn" is my first attempt at creating a cross-platform game, which in this case means both Flash and HTML5. However, if you have a choice I recommend using the Flash version - it will perform better and look nicer.

True to the source material, the game can be played using a keyboard, but also using a mouse or a touch screen.

The idea itself is partly inspired by this silly blog: http://celestia-stuff.tumblr.com
Except for the princesses, most stuff is created based on the graphics from Undertale.
Background music used is the "Enemy Approaching" track from Undertale created by tobyfox.
If possible I would have preferred not to use Undertale's tracks, however I had no luck finding free music to replace it with.
I wonder, is there perhaps a musician interested in creating a fitting background music for "Battle Against a True Alicorn"? However, just about all I could offer in return is a proper mention in the credits.

Alternative links:
http://4as.pl/post85 (Flash and HTML5)
http://4as.deviantart.com/art/Battle-Against-a-True-Alicorn-641716523 (Flash only)

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http://4as.tumblr.com/

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BRUH I WANTED TO REPLAY IT TO FIND STUFF BUT 'OH NO I CANT CUZ IF YOU KILL HER THERES NO GOING BACK

lol Battle Against a True Hero

Good

i wanted to play all endings but nope

mlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpmlpml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