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Yep, candies of all kinds! They have to go around the room biting into objects trying to figure out what is candy and what isn't.

https://kotaku.com/can-you-tell-whats-chocolate-and-what-isnt-asks-japa-1496174116

Fellow Canadian here, the speech is blocked on youtube for our country, here is a workaround link.

>"Our administration accomplished more in 2 years than any previous administration in American history", and a few people giggle which brings a smile to President Trumps face. He retorts "I didn't expect that reaction, but that's ok." with a grin, while chuckling at his own joke. The rest of the audience understands he was making fun of those few hecklers and laughs with President Trump.

>He handled it like a pro.

OP's quote appear about 1 minute in. Watch it for yourself and see the true reaction.

They're actually two separate devices that are the same form factor so you can put them together like that.

Apple Keyboard

Apple Magic Trackpad

I have no problem with being downvoted. Here you go, it's the one I've been using for more than a year. Works great, and it's $26. https://www.amazon.com/Luxe-Bidet-Neo-120-Non-Electric/dp/B00A0RHSJO/ref=sr_1_3?keywords=bidet&qid=1552950899&s=gateway&sr=8-3

Let me try to explain

For starters, a function is like a number crunching machine, where you input a number, called 'the variable,' which is often notated as 'x.' The function then throws a bunch of math operators at it (like divide by 3 or add 2 or to the power of 4, etc.), and outputs a new number. This new number is often notated as 'y,' or often in calculus, f(x), since this new number is equal to "the function of 'x'."

Now, the function I described in this post is (e^x + 1)/(x^2 ), which when graphed, gives the following result.

Now, sometimes there is a gap in the graph of a function: this is called a discontinuity. Now a 'limit' is when you take a function, and describe where the function starts to go as the input variable 'approaches' some potential value for it. Limits are helpful because when you have a function that looks continuous, but has a gap at exactly one location on it, you can tell someone who is good at math but terrible at common sense (such as a robot or Jerry from accounting) where to draw a little hole in the graph. This situation is called a removable discontinuity, and limits can be used to define the other types of discontinuities.

Back to the original post, I took the limit of the function as x approached 0. Now, when you look at the graph, what do you see? You see that the from the right, the function jumps upwards to infinity, but down to negative infinity from the left. This is both a jump discontinuity (where the limit is different from different directions) AND an infinite discontinuity (where the limit is infinite). In both of these cases, the limit is said to not exist, i.e. there is no limit.

Not really. Book expands a bit more on some of the characters (I think; it’s been close to 20 years since I’ve read the book). It’s one of his best dramas, though.

Also, Stand by Me was based on the novella The Body; The Shawshank Redemption was based on another short story Rita Hayworth and The Shawshank Redemption. Both excellent reads.

If you haven’t yet, read On Writing. It gives you some insight into his process and what influences his style, including the events in his childhood that shaped his stories. Really good read.

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Haha yeah no doubt. I recently too a good bodyshot that actually laid me up for a couple of months, because I guess I wasn't used to blocking to the body that way and also a number of other reasons. It's a good learning experience. Haha yeah I feel you. I guess it's part of that process too right? Overcoming our inner demons. I'm sure you'll do fine. Also I think it's good to practice on your own too. Keep yourself in shape and whatnot. I recommend this really good book Solo Training 2 it has some good ideas and motivation.

I'm a big fan of this: https://play.google.com/store/apps/details?id=com.codebutler.shrug Is it overkill to devote an entire keyboard app to typing one emoticon? Maybe, but it's the best kind of overkill.