New Finding regarding Fthrow

[Sonicninja115]

At 50%, it is possible to DI Fthrow. In other words, only 8% is guaranteed at 50%. At 75%, it goes down to 6%. It is possible to DI Up and Back, and by doing so, even R.O.B. only recieves 6% from Fthrow. Time to use more Dthrow people!

Thoughts? Rantings? Desperate pleading directed at Sakurai?

 

[GanonPawnch]

Didn't know it was because of DI, but it seems to miss regardless at higher %'s. *sigh* A throw should ALWAYS do its damage. You grabbed them so you should be rewarded for it.

 

[Sonicninja115]

Didn't know it was because of DI, but it seems to miss regardless at higher %'s. *sigh* A throw should ALWAYS do its damage. You grabbed them so you should be rewarded for it.

The DI makes it worse, without DI, it deals 8-10%, with, it can go down to 6 or ensure 8%

I am looking into Mewtwo's throws to find out what is possible from them, so there might be more findings coming.

 

[PEACE7]

Good find keep it up man

 

[Metallinatus]

Well, I don't know how this is news, his FThrow is just like Fox's BThrow and UThrow.... but ok, it did turn out to be news for some, so, good that you shared!

 

[420quickscoper]

Also, the move needs to be fixed.
It does not fully hit at higher percents, even without DI.
So I think that we should make the Shadow Balls have set knockback.

 

[meleebrawler]

The real purpose of fthrow is to get the opponent far away from you so that you can plan your next move/charge your shadow ball. The damage it does is just a bonus in my eyes, and if it's so important you can just bthrow instead. But fthrow is there to keep bthrow fresh if you want it to be.

 

[Metallinatus]

Also, the move needs to be fixed.
It does not fully hit at higher percents, even without DI.
So I think that we should make the Shadow Balls have set knockback.

Now that is news....

 

[meleebrawler]

The point where fthrow stops being as reliable for damage is the point where the opponent is almost ready to be killed anyway, so losing out on a couple of percent isn't that big of a deal.

Also, if the opponent is keen on DIing that throw, couldn't you sneak in a tricky dthrow to mess them up?

 

[420quickscoper]

The real purpose of fthrow is to get the opponent far away from you so that you can plan your next move/charge your shadow ball. The damage it does is just a bonus in my eyes, and if it's so important you can just bthrow instead. But fthrow is there to keep bthrow fresh if you want it to be.

My main usage for forward throw is basically that, but I favor the nice damage as well. You can get 1 or 2 pummels to get around 15-17 percent, which isn't too shaggy.

 

[Sonicninja115]

The point where fthrow stops being as reliable for damage is the point where the opponent is almost ready to be killed anyway, so losing out on a couple of percent isn't that big of a deal.

Also, if the opponent is keen on DIing that throw, couldn't you sneak in a tricky dthrow to mess them up?

Usually yes, however, to get out they have to DI Up, and the only use for Dthrow if they DI up is if they get stuck on a platform, IIRC.

At about 60% is when Bthrow should be used. Dthrow is best from 10-30% and from 90-120% because it combos at low percents and kills at higher.

The main point of this article is that Mewtwo's Fthrrow isn't as reliable as it seems, and shouldn't be relied upon at higher percents if your looking for damage.

Also, I know the main use for Bthrow and Fthrow, but isn't Bthrow better for re-positioning? I find that Fthrow has a lot of unnecessary lag that barely gives enough time to regain stage control.

 

[meleebrawler]

Usually yes, however, to get out they have to DI Up, and the only use for Dthrow if they DI up is if they get stuck on a platform, IIRC.

At about 60% is when Bthrow should be used. Dthrow is best from 10-30% and from 90-120% because it combos at low percents and kills at higher.

The main point of this article is that Mewtwo's Fthrrow isn't as reliable as it seems, and shouldn't be relied upon at higher percents if your looking for damage.

Also, I know the main use for Bthrow and Fthrow, but isn't Bthrow better for re-positioning? I find that Fthrow has a lot of unnecessary lag that barely gives enough time to regain stage control.

The real question is are you willing to stale bthrow's killing potential for positioning? Personally I only do it if it'll put them offstage. It's certainly not worth staling it just because it could do 2% more than fthrow.

Even if the opponent DIs the balls perfectly, they're still sent up in the air really high and far away, even the fastest falling characters need some time to get back down. You're not necessarily trying to capitalize on their descent, just using the time to get a breather and plan out your next move.

How does dthrow kill at the percents you mentioned, you sure you're not mixing it with uthrow? And it doesn't really combo at low percents either, just that the window for escaping is smaller.

 

[Metallinatus]

The real question is are you willing to stale bthrow's killing potential for positioning?

Is there any situation other than being on Smashville platform offstage where the BThrow kills earlier than UThrow for you to want to use it as your to go kill throw?

 

[meleebrawler]

Is there any situation other than being on Smashville platform offstage where the BThrow kills earlier than UThrow for you to want to use it as your to go kill throw?

Against people that resist vertical KOs, like Falcon, yeah.

I won't hesitate to use bthrow outside of killing if it'll give me a better positional advantage than fthrow, but in any other situation I'm not going to stale it unnecessarily just for a potential couple extra percent. Mewtwo does not primarily get his damage from throws like many other top tiers, he gets it from successful spacing and any combos that might result from it. So getting hung up over exactly how much damage his throws do is a little silly. They're used as one of his last lines of defence against close-range attackers, knocking them far away to make Mewtwo feel safe again, or to finish off very wounded opponents.

And in the future, when analyzing matchups, don't fall into the trap of only comparing Mewtwo and his opponent's grab games when looking at damage output. Falcon may get much more out of grabs than Mewtwo on average for example, but how many combos can he start outside of that?

 

[Sonicninja115]

The real question is are you willing to stale bthrow's killing potential for positioning? Personally I only do it if it'll put them offstage. It's certainly not worth staling it just because it could do 2% more than fthrow.

Even if the opponent DIs the balls perfectly, they're still sent up in the air really high and far away, even the fastest falling characters need some time to get back down. You're not necessarily trying to capitalize on their descent, just using the time to get a breather and plan out your next move.

How does dthrow kill at the percents you mentioned, you sure you're not mixing it with uthrow? And it doesn't really combo at low percents either, just that the window for escaping is smaller.

I don't use Bthrow alot for killing, and I find that it has a lot less lag then Fthrow. This allows me to get stage control and most of an SB. And I know about the repositioning, we talked about it in the metagame thread, so my point is just optimization.

Dthrow forces people to land on platforms, true comboing into Usmash. it is possible to DI, but I think it is DI up into jump at the higher percents.

At low percents, Dthrow leads into tech chase opportunities. They either, DJ away, Tech or fall. It is a completely advantageous situation regardless. That is what I meant by combo.

In regards to the second post, I am just trying to optimize Mewtwo as much as possible. His grab game is lacking, but I still find it worthwhile to look into. Plus, if I can get the extra 4-6% as well as be better set-up I will take it.

Looking at the staling conumdrum, I believe that it does 12% the first time. 11% the next 2-3 times and 9% after that, each tier it drops the KB goes down. However, you have to remember that there is a stale moves list. this means that only 9? moves can be staled at any time. So if you use Bthrow once, and 9 other moves twice, then Bthrow won't be affected. Shieks use this method to unstale their Fair to get kills easier.

So if I use Fthrow twice at lower percents, then I won't mind using Bthrow once at medium percents.

 

[Smashifer]

Good points mentioned here everyone, but there's another thing we're forgetting...

Yoshi can jump out of his f-throw.

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

 

[Sonicninja115]

Good points mentioned here everyone, but there's another thing we're forgetting...

Yoshi can jump out of his f-throw.

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

There will come a day, when Yoshi will not be slept on.

 

[meleebrawler]

Good points mentioned here everyone, but there's another thing we're forgetting...

Yoshi can jump out of his f-throw.

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

But now he has no second jump .

 

[Sonicninja115]

But now he has no second jump .

I am looking into using Uair as a means to bait an airdodge. It is coming along well, especially as jab combos into many things.

 

[Smashifer]

But now he has no second jump .

While that is true, he can jump out as early as the first SB hits, so while we're still stuck in the animation, he can land and/or punish us.

 

[Sonicninja115]

While that is true, he can jump out as early as the first SB hits, so while we're still stuck in the animation, he can land and/or punish us.

Now that's just mean, can he Dair us?

 

[Metallinatus]

Now that's just mean, can he Dair us?

It wouldn't be Yoshi if he couldn't....

 

[meleebrawler]

While that is true, he can jump out as early as the first SB hits, so while we're still stuck in the animation, he can land and/or punish us.

And when exactly did this become Melee with double-jump cancelling?

Yoshi can't punish fthrow by jumping out of it. He just doesn't fall fast enough and his jump carries him too high. The only two things I could conceivably see Yoshi do are try to throw an egg or yoshi bomb, neither of which are fast enough to get Mewtwo before he can shield.

 

[GanonPawnch]

And when exactly did this become Melee with double-jump cancelling?

Yoshi can't punish fthrow by jumping out of it. He just doesn't fall fast enough and his jump carries him too high. The only two things I could conceivably see Yoshi do are try to throw an egg or yoshi bomb, neither of which are fast enough to get Mewtwo before he can shield.

Please don't defend that >.< lol
It's more jank that we really don't need.

 

[Sonicninja115]

It isn't punishable, but it restores neutral. However, it is so situational and minor, that I don't really mind it.