bot-and-josh-apparently

@Rusp: d4! = (2) = 2

/r d2!

@Rusp: d2! = (2+1) = 3

/r d3!

@Rusp: d3! = (2) = 2

/r d2!

@Rusp: d2! = (2+1) = 3

/r d3!

@Rusp: d3! = (2) = 2

STOP

/r d2!

@Rusp: d2! = (1) = 1

Perish

Good

You almost got stuck in GBJ

Then again, isn't that all of discord

I’m too hard to get soft locked

That’s a good quote I’m saving that for later

Hey, remember getting block glitched in bed wars

I downloaded Max’s mod

Not happening ever again

So you're a hacker now

Yes

I played a solo game earlier and reported and got a hacker banned

You hacked yourself up because you couldn't get hard

I’m a Good Samaritan

Didn’t you say mineplex you couldn’t report in game if you didn’t have a rank

That's what I saw

That’s funny

Making an account is already enough of a barrier to entry

The most you can then do is yell to get someone else's attention

Yeah

So basically mineplex is inferior to hypixel in every way

"Pay us money so you can stop people from hacking"

I got someone banned in less than 5 minutes

Hypixel's smash mobs minigame sucks dick

Yes

Mineplex has them beat on the singular thing

But then again we did fight a hacker for like

More like 20 minutes

And I said we should've left sooner

We played like 5 rounds

It's your dumbass fault

Well I beat him in a 1v1 one time so I thought we could do it if we all worked together!

Literally impossible

I slimed him

So only ranged would win

And he had aimbot

No it was close range

I just managed to hit a full charged slime before the fight initiated

So only when he's blindsided

Oh yeah, mineplex also had all those limp arrows and error messages

/r d777

@heir: d777 = (589) = 589

roll for todd

/r d777

@heir: d777 = (687) = 687

fuck it

/r d7777

@Dolfin: d7777 = (6345) = 6345

imagine

/r d777

@Dolfin: d777 = (67) = 67

/r d7777

@Dolfin: d7777 = (2353) = 2353

/r d7!

@Dolfin: d7! = (5) = 5

good enough

same but rolling better on all those rolls

/r d7777

@heir: d7777 = (154) = 154

off to a great start

/r d777

@heir: d777 = (348) = 348

/r d7777

@heir: d7777 = (1212) = 1212

/r d7!

@heir: d7! = (5) = 5

1/4