Lew

Even a blind man knows when the sun is shining.

[Lew @elSearsIV]

@AnthonyEnjoyer_ @MattCouture5 My jaw was on the floor. Hawkins????

[Lew @elSearsIV]

@tkyles39 Processing?? What world are you living on? He's talented as hell but an idiot

[Lew @elSearsIV]

@HoodiDrake 🚮

[Lew @elSearsIV]

@ducidni84 @tkyles39 He was "great"? What the hell were you watching. He was fine. In general he's running from clean pockets and spraying the ball all over the place. Not to mention missing open receivers

[Lew @elSearsIV]

@peps0404 @isaidit01 @IAmJamesStewart These guys refuse to accept that he is an idiot that has great highlight plays. No more rookie passes

[Lew @elSearsIV]

@Jmeloff @littlesaintnick @PatsBuzz I would say his performance was just as bad. Leaving clean pockets, completely inaccurate, not reading the field. There are no more rookie passing grades for good effort

[Lew @elSearsIV]

@PatsBuzz F

[Lew @elSearsIV]

@vtmtbr @SavageSports_ Yeah he had a pocket that was clean and would leave any chance he got

[Lew @elSearsIV]

@brodefi @crosstown_line What? The east village has plenty of stops dude

[Lew @elSearsIV]

I love @kekatzmann #bbf #flid #lax

[Lew @elSearsIV]

@_middleEarth Are in including Manwe? The valar kind of knocked morgoth on his butt twice.

[Lew @elSearsIV]

@KuzeyNd @apurv_anand @kirawontmiss I assume you mean f(x) = 1/x. X/0 is undefined for every real #. And no- the limit does not exist at 0 because it approaches two different numbers from two sides.. that's the point

[Lew @elSearsIV]

@Lepushi2 @Mr_Ganime @apurv_anand @kirawontmiss You can't define 0 as positive or negative

[Lew @elSearsIV]

@Lepushi2 @Mr_Ganime @apurv_anand @kirawontmiss That's the whole point- the idea of 1/0 is essentially a paradox. It is undefined- NOT infinity

[Lew @elSearsIV]

@mannschaft89 @apurv_anand @kirawontmiss Guy has 7.4k likes

[Lew @elSearsIV]

@shashankforlife @mannschaft89 @apurv_anand @kirawontmiss Yes- from the positive limit. The negative limit is -♾️. By definition the limit does not exist (and 1/0 is undefined). How could a number be infinitely close to ♾️/-♾️ at the same time

[Lew @elSearsIV]

@KuzeyNd @apurv_anand @kirawontmiss The limit of 1/x as x approaches 0 is by definition undefined. From the positive direction the limit is infinity and from the negative direction its -infinity. How could a number be infinitely close to -♾️ and ♾️ at the same time? (It's undefined)

[Lew @elSearsIV]

@JustDavidG @bill_boz @kirawontmiss You keep saying the limit is infinity and it is not I don't know what to tell you.

[Lew @elSearsIV]

@Lepushi2 @Mr_Ganime @apurv_anand @kirawontmiss I think a lot of people's misunderstanding here is that the limit as x -> 0 for 1/x is not infinity. The limit diverges from both sides. So if you want to talk about limits that would also be undefined. For a limit to exist it must converge from both sides

[Lew @elSearsIV]

@JustDavidG @bill_boz @kirawontmiss Think of it this way. As you approach zero from left and the right side the limits don't match.