Weekly spam
I made Epic Battle Fantasy!
Currently working on Matt's Hidden Cats.
Using Flash for 21 years.
Age 35, Male
Developer
Glasgow University
Glasgow, UK
Joined on 6/12/04
Posted by matt-likes-swords - March 26th, 2010
End of school!!
No more classes for almost 6 months.
Still got exams though, but I don't need to worry about them for a few weeks.
Huge thanks for the Game of the Year nomination!!
I'm not really sure who I think should win, there's a lot of games I really liked this year, many of which weren't even nominated.
Out of the nominees my favourite games were probably William & Sly, Time Fcuk and Spewer.
For best movie I'd definitely go with Tarboy.
Also, spoilers:
http://www.newgrounds.com/art/view/mat t-likes-swords/mutant-thing
Posted by matt-likes-swords - February 14th, 2010
Epic Battle Fantasy 2 now has a million views here, and over 3 million across the whole internet!
Thanks Newgrounds!
Both games did much better than I expected, especially since when I started the first one my programming skills were almost non-existent, and I was surprised I actually managed to finish it without too many bugs.
3rd game's probably around 40% done, and that's not including testing.
I've pretty much stopped working on it til Summer, due to schoolwork and other stuff.
Looking forward to getting back to it and making it more awesome than the other two, anyone following ma updates will know it's gonna be a lot bigger than the previous games.
Anyway..
Also got ma tablet! Thanks again Newgrounds!
It's gonna take me a while to get used to it, but here's ma first attempt:
Posted by matt-likes-swords - February 5th, 2010
Got ma exam results for first semester, straight A's, woo!
Tempted to start slacking off.
Posted by matt-likes-swords - January 28th, 2010
I've been posting every week for a year now!!
Here's the intro animation for ma next game:
http://www.newgrounds.com/dump/item/64 10506b2575ff80e0f0843457770fea
You're not supposed to be able to read the text btw.
Posted by matt-likes-swords - January 20th, 2010
9) Suppose that a truth table in n Boolean variables is specified. Show that a compound proposition with this truth table can be formed by taking the disjunction of conjunctions of the variables or their negations. (Hint: there should be one conjunction included for each combination of values for which the proposition is true.) Note that the resulting compound proposition is said to be in disjunctive normal form.