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Two thumbs up for primer. It is likely the most intellectually demanding movie I have ever seen. Incredibly low budget too, great example of substance over style.

Haha I always go a bit overboard with food cooked only for me. At least I am better than my dad, he is one of those people who ruins the flavour of dishes that aren't meant to be spicy by drowning them with chilli/whatever.

Yesterday: Breakfast: Oats w/ peanut butter and milk. Lunch: Pasta with tuna, corn kernels and creamy carbonara sauce ft extra cream and bacon. Dinner: Insanely spicy chow mein dish ft pork, tripe, bok choy, garlic, chinese five spice, onion, shallots, soy sauce, two tablespoons each of a...

Haha you did well for someone that hasn't played much 64, I grew up on that game. It's a shame we couldn't get melee working, that's my personal favourite atm. I'm pretty average at brawl, but the fundamentals carry across games I guess.

anyone up for games today/tonight?

PM'd. Melee and 64 are two of my favourite games ever.

Cool, that is a definite improvement in the convenience department. Yeah dude, there's definitely enough lag to put me off from what I have seen/played. High level smash gets seriously messed up by lag, pc netplay is about as good as you can get, and even that is quite different from offline play.

No friend codes? So how do you arrange to play with a friend? From what I have seen, the lag is still enough to make me not want to play online. (But this is moot right now, as I don't have a wii u and am not yet sold on getting on purely for smash.)

Just keep exploiting spammers until they adapt lol. Spamming is never good, even in doubles. In what way is the online system better than brawl?

Ps if anyone thinks they are decent at melee/pm/sm4sh, I highly recommend popping down to Canberra for the upcoming major in December: ZEAL. http://smashboards.com/threads/act-zeal-canberras-major-ft-smash-4-ssbm-pm-w-300-in-pot-bonuses-december-13-14-2014.374056/

Does 2 bother you because of move spamming or because you want better competition? I don't mind playing bad people now and then, makes winning easy lol. If you want better competition you should join smashboards. This way you can also meet people to play offline with.

The mathematics in actuarial science involves things like probability, statistics, risk analysis, etc. This stuff is more interesting than you might guess from high school knowledge of probability and statistics, but I also find it rather boring by comparison to the purer fields. This is all...

I would be so down for that.

No, its for melee and PM. (You can also play 64 on project64k). The lag is so much less than nintendo console wifi though. Its different, I would have to play for a while to get used to it. It does shift the balance of power a bit too much to the recovering player for my liking though.

Play on dolphin netplay dude, the lag is so much less.

Lel, I played shit yesterday. Placed 3rd/4th in Melee/PM and lost to a couple of people I shouldn't have. But yeah, after playing for as long as I have, you can figure out how effective various strategies are pretty quickly. Its not as bad as brawl, but eventually smash 4 will be quite a...

Played smash 4 today, didn't like it much. Too much of a roll fest, and the defensive options and recoveries are too good still. At a tournament yesterday, the smash 4 games were so boring because people were trying to time out and stuff. Melee (and to a lesser extent PM) for life.

Super late reply, but yeah it is decent. There is some lag, but it is less than what you will experience with any actual nintendo wifi connection. It makes it hard to play characters like melee fox, but for the most part it's great.

Re: HSC 2014 4U Marathon - Advanced Level Sure, but this fact cannot be proven within the scope of MX2. One would need to rigorously define the reals to prove such a statement as it is reliant on completeness or an equivalent axiom.

So what? The claim is not that the RHS function outputs an integer iff x is an integer, the claim is that the RHS expression is EQUAL to x iff x is an integer. We write x/2=m+d with m an integer and 0 =< d < 1. If d=0, then RHS=m+m=2m=x=LHS. If d is nonzero, then RHS-LHS=(2m+1)-(2m+2d)...