372 Atk vs 176 Def & 291 HP (30 Base Power): 240 - 284 (82.47% - 97.59%)
That's Azelf's lack of bulk with our CaP's Thick Fat and current typing taking a Max Attack Technician LO Ice Shardand only dieing 58.97% of the time after Stealth Rock. Considering that I was mentioning how Azelf has bulk with
investment, and how I wanted this to have to choose between speed, power, and bulk based on
investment, I think that Azelf's style of bulk gets the job done right.
So here's my input on this: I want it to be broke under the sun. Like, I want stall teams to SCREAM in terror over this pokemon under the sun. So I think that a Modest Specs Solarbeam should be able to 2HKO Blissey.
910 Atk vs 344 Def & 677 HP (120 Base Power): 340 - 402 (50.22% - 59.38%)
That will be my current spread with a Modest Nature, Specs Solarbeam under the sun. You have a 75.48% chance of straight-up 2HKOing Blissey with no support, while SR or anything else will guarantee the KO. And this was done on a 104 HP/ 152 Sp. Defense version as well.
With this we have to consider: locking ourselves into Solarbeam? How will that do against switch-ins?
Let's take Ultimario's favorite pokemon, Tyranitar.
607 Atk vs 354 Def & 342 HP (60 Base Power): 222 - 264 (64.91% - 77.19%)
So we still take a chunk: and considering Tyranitar is a biiiiiiig problem to Sunny Day teams and you'll find yourself OK with these numbers. Also, if we decide to allow this to have
Focus Blast, which I recommend we do:
553 Atk vs 344 Def & 677 HP (120 Base Power): 362 - 426 (53.47% - 62.92%)
This is Timid, Life Orb Solar Power Focus Blast hitting that same Blissey. 2HKOs 100% of the time, but requires prediction and good coin-flipping abilities. If we want to give it something like maybe
Aura Sphere, we go down to:
553 Atk vs 344 Def & 677 HP (90 Base Power): 270 - 318 (39.88% - 46.97%)
Which I find pretty OK, honestly. 1 layer of SR and spikes seal the deal if they come into Solarbeam, and with Aura Sphere Tyranitar becomes less of a problem.
Remember, all of these calculations are done
with the sun up. We are TRYING to break this in the sun, so all of these calculations should be fine with the reader. So you know, all of these calculations come off of
135 Base Special Attack.
Now for the attack stat. I suggest
67 Base Attack. Why?
382 Atk vs 130 Def & 714 HP (120 Base Power): 379 - 447 (53.08% - 62.61%)
Adamant CB Outrage 2HKOs Blissey. Congrats: now what? Exactly. It's enough to be somewhat of a successful gimmick, but really don't bother with it. Moving on to speed.
I was trying to think of what we should use for a good speed number. I eventually decided I wanted it to beat Choice Scarf Scizor, which while I'd be the only one to use it, wouldn't just come in and just U-Turn off of it. So here I'll be going with
124 Base Speed. While I only needed 122 base speed to beat Scarfed Scizor, I decided to up it a bit so that a player can more choose the threshold of their speed. Extra bits go to bulk: which is definitely going to be the hardest part.
So now we move to bulk: I keep comparing this to Azelf's in terms of how it
can be bulky, and here's where I'm going to have to REALLY work to make sure that I don't overdo it. Let me recap what I have so far:
135 Base Sp. Attack
124 Base Speed
67 Base Attack
326 Base Stat Total
OK. So you look at Azelf's bulk and it has a 75 HP/ 70 Defensive stat spread. I want this CaP to have this same initial bulk without investing a lot into HP. By doing this, extra bits of EVs that go into HP do a lot more than they would previously. I don't want the defensive stats to be obviously bulky, though, so I have to keep this element of bulk somewhat hidden while being abuse-able. Just multiplying Azelf's HP by his defense gives us the number 51216. So to find an approximate HP number, we just divide this number by whatever the non-EVed defensive stat is. So if I want to bring the defensive stats to, say, base 77, then we take the number 51216 and divide by 190 and round up. In this case we get 270, which when work backwards you get ~65 base HP in there. And if I ran calcs on that with our CaP, we'd get:
372 Atk vs 190 Def & 271 HP (30 Base Power): 224 - 264 (82.66% - 97.42%)
The percentages for getting the kill are EXACTLY the same for both this spread and the Azelf's defensive spread. But let's take into account: we do NOT need max speed on this CaP. In fact, at most we may only need enough to beat base 120 pokemon. So by bringing down our speed a few notches and putting some into HP, we get the spread:
SWFCaP4 @ Not Life Orb/ self-damaging item
Thick Fat: Timid
32 HP, 224 Speed, 252 Sp. Attack
We go down to:
372 Atk vs 190 Def & 279 HP (30 Base Power): 224 - 264 (80.29% - 94.62%)
Which after SR is now only 41.03% of a OHKO. Consider how that would go if we used Azelf's defenses and you get:
372 Atk vs 176 Def & 299 HP (30 Base Power): 240 - 284 (80.27% - 94.98%)
That's a 46.15% chance of being KOed with SR. If we jump to what happens when you max HP on both, my spread goes:
372 Atk vs 190 Def & 334 HP (30 Base Power): 224 - 264 (67.07% - 79.04%)
Azelf's goes:
372 Atk vs 176 Def & 354 HP (30 Base Power): 240 - 284 (67.80% - 80.23%)
Not a terribly great difference, I admit. But it is there, and it can be useful if you decide to EV is properly.
So my current spread is 65 HP, 67 Attack, 77 Defense, 124 Speed, 135 Sp. Attack, and 77 Sp. Defense. Stands out as a special sweeper, no doubt: but you know as well as I do that there's more to it than that. 
btw, BST is only 545 at the moment, so if you want this to reach "Dragon status" with a slightly different spread, I'd be willing to change things around a little.
![Terywj [태리]](/data/avatars/l/71/71007.jpg?1555906021){kind=avatar}
