Match-Up Discussion - Summoner Dink's Proposed Quan Chi Post-EVO changes

[I GOT HANDS]

The poke to check Liu RapeTrain seems fair, how do you go about getting NRS to even consider buffing Quan however

 

[legion666]

I went and looked at the video, and duplicated what i saw

F213 FB Dash cancel into another F213 can be beaten with a standing 2. trades with 1, trades with iNJP, can trade with D+1. D+3 loses. Timing is stricter, you cant mash the buttons out but actually hit 2 when you're coming out of block stun

F213 FB Run cancel can be done 3 times before they're out of stamina and have to do something else. MB bicycle kick is -1 and while they are safe, they have nothing guaranteed after that

looks to me to be a poor mans pre-nerf scorpion. doesnt have the air game scorpion had, similar ground block pressure but not quite as good.

Yeah, man , you are doing it wrong then. Several people have checked that and nothing slower than 7 frame can help him -- the Liu block infinite is legit for Quan.

 

[legion666]

BTW, I am a huge Quan Chi hater... But I think NOBODY should get stuck into an infinite ever, my suggestions are to give him an 8F D3, make it -5 on block and +4 on hit. (Is 8F enough for him to not get stuck into infinites?)

8 doesn't get him out of the infinite. 7 frames is what he needs, make d1 7 frames, like -9 on block and +5 on hit. Leave d3 as it is, because it has greater range and shouldn't be faster than 9 frames.

 

[legion666]

The thing about her tele cancels is you can reversal throw after the string. She can read which one you are going to do and use b2 if she thinks your going to back throw or B1 if she thinks your going to forward throw, but even if she techs you still have a chance to escape(a slim one, but one nonetheless).

You can also duck 112 and b2 after a tele cancel, but you could just use b1 2+4 again since it does more chip and hits mid.

Edit: I realize if she reads you are going to do that she can just do b1 2+4 EX Tonfa or go into rekka pressure. But at least you aren't getting infinite'd lol.

I have heard from several Tanya players that she does have a legit infinite in Kobu Jitsu. I just haven't played Tanya myself, so have no ideas what is going on there. I will ask my friend to give me the notations ok. Or you can ask Yomi guys, I am sure they should be aware of it.

 

[Derptile]

A 7 frame d1 that is -9 on block and +4 on hit is what I'd be willing to give Quan Chizzle. Keep in mind Ermac has a D1 that's 6 frames and -12 on block(but it is alot more plus on hit) so it's not so bad.

But then the problem of giving everyone who doesn't have a 7 or 6 frame poke to deal with Roo Kang also comes into play, by fair play they should get a buff to their pokes as well.

 

[EMPRESS_SunFire]

A 7 frame d1 that is -9 on block and +4 on hit is what I'd be willing to give Quan Chizzle. Keep in mind Ermac has a D1 that's 6 frames and -12 on block(but it is alot more plus on hit) so it's not so bad.

But then the problem of giving everyone who doesn't have a 7 or 6 frame poke to deal with Roo Kang also comes into play, by fair play they should get a buff to their pokes as well.

Not really, every other character has an actual useful armored launcher or good armored move.

 

[Derptile]

Not really, every other character has an actual useful armored launcher or good armored move.

You still require meter to do so, and there are plenty of times when you find yourself in the corner with no meter. So are those characters just supposed to hold that?

 

[EMPRESS_SunFire]

You still require meter to do so, and there are plenty of times when you find yourself in the corner with no meter. So are those characters just supposed to hold that?

Yes, as long as it's not an infinite case scenario it's totally fine honestly, even tho having faster pokes as Mileena would be amazing <3

 

[Fallen_sektor]

Shinnok boneshaper preasure is crazy good against all cast, how fucked up is for quan? It feels like he has no holes

 

[Insuperable]

I hear you, dude! Broken ass character

 

[Predannok]

I hear you, dude! Broken ass character

safe 50/50s after 50/50

 

[Zoidberg747]

I have heard from several Tanya players that she does have a legit infinite in Kobu Jitsu. I just haven't played Tanya myself, so have no ideas what is going on there. I will ask my friend to give me the notations ok. Or you can ask Yomi guys, I am sure they should be aware of it.

I'll wait until you get the inputs but I highly doubt its a true block infinite. Contrary to popular belief its pretty hard to have infinites in this game due to a lot of things taking stamina. But I guess I could be wrong.

 

[boy_wunda]

What if block breaker were to only cost 1 meter? Is that an adequate solution or not? Imo 2 bars is too much anyway

 

[Zoidberg747]

What if block breaker were to only cost 1 meter? Is that an adequate solution or not? Imo 2 bars is too much anyway

It probably is but that would be a universal change that would have nothing to do with Quan.

 

[boy_wunda]

It probably is but that would be a universal change that would have nothing to do with Quan.

Yeah I understand, I feel like it would sort of kill two birds with one stone as they say, it would help out a character like Quan while also making block breaker useful (maybe it is useful already, but I've personally only ever seen it used like twice).

 

[ForeverKing]

It does suck for Quan Chi when he gets knocked down, but nonetheless he is a top 5 character.

The priority should be buffing the characters that actually need buffs first, like Goro, Takeda, Jaqui, Jason, etc.

So yeah sure Quan Cheese can have a 7 frame D1, as soon as all the characters that are under him get what they need first

 

[juicepouch]

Boneshaper Shinnok, Tanya are arguably better characters than Quan. Boneshaper has a six frame d1, an armored 3/4s screen launcher, a 50/50, and continuous pressure. No one is calling for Shinnok mains not to have a six frame d1 on top of all that..

Shinnok is testament to poor design, and I AM calling for him to not have a six frame d1, among other things

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

 

[Evil Canadian]

What if block breaker were to only cost 1 meter? Is that an adequate solution or not? Imo 2 bars is too much anyway

I made a big post about that a whiles back, but block breaker costing 1 meter would really throw a lot of matches out of whack. It would hurt the game so much more than it would help the odd character, and wind up hurting a lot of other characters as well(such as my boy kotal).

 

[boy_wunda]

I made a big post about that a whiles back, but block breaker costing 1 meter would really throw a lot of matches out of whack. It would hurt the game so much more than it would help the odd character, and wind up hurting a lot of other characters as well(such as my boy kotal).

Fair enough, I had a feeling it might cause some unintended consequences.

 

[Predannok]

I'll wait until you get the inputs but I highly doubt its a true block infinite. Contrary to popular belief its pretty hard to have infinites in this game due to a lot of things taking stamina. But I guess I could be wrong.

if i remember right i was doing this in training mode : string teleport cancel x2, string MB tofa x2 ~ string teleport cancel x2, +2 string to leav u still + and quan unable to poke = after 2 MB tofa her stamina is right back there,iirc its about 40% chip gone. Other characters can armor after the telecancel but quan can't. I go into the lab and check.

 

[Zoidberg747]

if i remember right i was doing this in training mode : string teleport cancel x2, string MB tofa x2 ~ string teleport cancel x2, +2 string to leav u still + and quan unable to poke = after 2 MB tofa her stamina is right back there,iirc its about 40% chip gone. Other characters can armor after the telecancel but quan can't. I go into the lab and check.

You can throw reversal after any teleport cancel. Also an easier way to do that is to just do b1 2+4 tele cancel b1 2+4 EX Tonfa. You can loop that 5 times for 50% if she has a full bar.

 

[STRYKIE]

Not really, every other character has an actual useful armored launcher or good armored move.

While I can't claim to have an armored move as useless as Sky Drop, at least Quan gets an armored launcher in Warlock. My main's armor is equally mediocre in every variation. ;_;

 

[Predannok]

You can throw reversal after any teleport cancel. Also an easier way to do that is to just do b1 2+4 tele cancel b1 2+4 EX Tonfa. You can loop that 5 times for 50% if she has a full bar.

112 tpc is uninterruptible for quan the followup 112 will blow up the armor of skycrush ( and if done right it will also blow up mb portal scoop this is much easier to do with when u start with f2 tpc) , b12+4 tele is interruptable but the second hit of the followup b1 will catch quan chi in the air.

 

[Zoidberg747]

112 tpc is uninterruptible for quan the followup 112 will blow up the armor of skycrush ( and if done right it will also blow up mb portal scoop) , b12+4 tele is interruptable but the second hit of the followup b1 will catch quan chi in the air.

Its not, it can be reversal throwed. All teleport cancels can or else she would have infinites on him.

Also 112 can be low profiled with d3 and d4 so if she keeps looping that you can just d3 or d4 out.

 

[Predannok]

Its not, it can be reversal throwed. All teleport cancels can or else she would have infinites on him.

Also 112 can be low profiled with d3 and d4 so if she keeps looping that you can just d3 or d4 out.

arent throws 10 frame startup?