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I am still strongly against pulverization or other destruction values.
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DontTalk has already resolved this by gradually and arbitrarily moving to values between explosion and GBE in tier 6.My desktop is broken and needs time to repair, else I can evaluate them in a much easier way.
IIRC we are almost settled on the "air blast non-nuclear total fatality explosion yield"-to-volume method for smaller objects, and switch to GBE for celestial objects. But problem is the that explosion yield at multi-continent level would already be covering the volume of planet Earth, which creates a paradox of having a bigger GBE for a planetoid or satellite occupying a smaller volume than an explosion covering a bigger volume.
My solution?
(1) Test of GPE of raising rock from seabed level to average ground height above current sea level (again this will raise concern for how big an object to switch back to explosion yield),
(2) just switch to pulverisation values for smaller objects.
Yeah, mass should definitely come into play here.I'm in a similar mindset as Bambu currently, air displacement and GPE are good possible methods. But I recall that they did have problems yes.
A volume table could be worthwhile, but I would assume it would come with a lot of problems.
- Like how would we measure the volume of buildings? Just the space their walls and actual structural materials take up, or the entire inside walkable area too?
- I would also assume creating something with a volume of 1 cubic metre, but as dense as aneutron star, would be much more impressive than something with the density of cotton. So perhaps mass should come into play, and it should be more of a mass table?
Not a terrible idea.how about we just give unknown for this kinda feat
This is what I was saying.I'm in a similar mindset as Bambu currently, air displacement and GPE are good possible methods. But I recall that they did have problems yes.
A volume table could be worthwhile, but I would assume it would come with a lot of problems.
- Like how would we measure the volume of buildings? Just the space their walls and actual structural materials take up, or the entire inside walkable area too?
- I would also assume creating something with a volume of 1 cubic metre, but as dense as aneutron star, would be much more impressive than something with the density of cotton. So perhaps mass should come into play, and it should be more of a mass table?
But the non-nuclear air blast total fatality formula never uses mass.This is what I was saying.
A mass table would be better imo
I recommend it, because imo, mass matters more than volume for creation feats.But the non-nuclear air blast total fatality formula never uses mass.
Only rock pulverisation tables will have mass. (& rocks obviously occupy volume too)
Are we switching our formula to tackle this issue?
Using the volume table I got here (with the modification to High 6-B and above) and multiplying by 2700 kg/m^3 density of continental stone (the most common material for calcs and probably creation feats) we get the following mass table:For reference sake, I wanted to include the affected volume for explosions to Agnaa's chart, i.e. the volume covered by the airburst shockwave assuming it's spherical (which it should be).
So here are those values:
10-C: N/A
10-B: 1.76714586764426e-3 m^3
10-A: 4.44517767564e-3 m^3
9-C: 0.013305788427678 m^3
9-B: 0.659583660806484 m^3
9-A: 918.418335996021 m^3
8-C: 4.58297546924977e4 m^3
High 8-C: 3.66638037539982e5 m^3
8-B: 2.02627123649643e6 m^3
8-A: 1.84765190210613e7 m^3
Low 7-C: 1.84252218395764e8 m^3
7-C: 1.06747173142195e9 m^3
High 7-C: 1.84765190210613e10 m^3
Low 7-B: 1.84252218395764e11 m^3
7-B: 1.160997799232515e12 m^3
7-A: 1.84765190210613e13 m^3
High 7-A: 1.84252218395764e14 m^3
6-C: 7.921807530280032e14 m^3
High 6-C: 1.8476519021061302595e16 m^3
Low 6-B: 1.8425221839576427015e17 m^3
6-B: 1.2882493375126645898e18 m^3
High 6-B: 1.8476519021061302595e19 m^3
6-A: 1.3984798859696923644e20 m^3
High 6-A: 8.172832344362823178e20 m^3
So explosions would kinda be the highest volume for each tier (GBE for low tiers aside).
If we look at all this I would say we should throw out GBE for those low tiers, as it doesn't fit well with the rest. The rest all have more or less the same order of magnitude (or are one or so off), so I would simply take the highest volume of those and round it to some nice value (no need to be overly precise here, given that this is imprecision incarnate). By taking the highest volume value, we get a nice low-end as far as methods are concerned. It's also larger than the reference objects, which is good.
The result could look something like this:
10-C: N/A
10-B: 2*10^-3 m^3
10-A: 4*10^-3 m^3
9-C: 0.01 m^3
9-B: 0.7 m^3
9-A: 900 m^3
8-C: 4.6 * 10^4 m^3
High 8-C: 3.6 * 10^5 m^3
8-B: 2 * 10^6 m^3
8-A: 2 * 10^7 m^3
Low 7-C: 2 * 10^8 m^3
7-C: 1 * 10^9 m^3
High 7-C: 2 * 10^10 m^3
Low 7-B: 2*10^11 m^3
7-B: 1 * 10^12 m^3
7-A: 2 * 10^13 m^3
High 7-A: 2 * 10^14 m^3
6-C: 8 * 10^14 m^3
High 6-C: 2 * 10^16 m^3
Low 6-B: 2 * 10^17 m^3
6-B: 1 * 10^18 m^3
High 6-B: 2 * 10^19 m^3
6-A: 1 * 10^20 m^3
High 6-A: 8 * 10^20 m^3
That was my first idea. However, I wonder if we should maybe lower the requirements for 6-B and above a little. Why?
The volume of our moon is 2.1958*10^10 km^3 = 2.1958e19 m^3.
In other words, due to those low ends 6-A and High 6-A kinda overlap with where we start moon level.
We could go
High 6-A = 1*10^19 m^3
6-A = 7*10^18 m^3
High 6-B = 4*10^18 m^3 (like the air displacement value).
That would prevent conflict between celestial body ranking and this, be in the range of values we are given and make for a smooth transition.
Looks valid to meUsing the volume table I got here (with the modification to High 6-B and above) and multiplying by 2700 kg/m^3 density of continental stone (the most common material for calcs and probably creation feats) we get the following mass table:
| Tier | Mass (kg) |
|---------- |----------- |
| 10-C | 0,0E+00 |
| 10-B | 5,4E+00 |
| 10-A | 1,1E+01 |
| 9-C | 2,7E+01 |
| 9-B | 1,9E+03 |
| 9-A | 2,4E+06 |
| 8-C | 1,2E+08 |
| High 8-C | 9,7E+08 |
| 8-B | 5,4E+09 |
| 8-A | 5,4E+10 |
| Low 7-C | 5,4E+11 |
| 7-C | 2,7E+12 |
| High 7-C | 5,4E+13 |
| Low 7-B | 5,4E+14 |
| 7-B | 2,7E+15 |
| 7-A | 5,4E+16 |
| High 7-A | 5,4E+17 |
| 6-C | 2,2E+18 |
| High 6-C | 5,4E+19 |
| Low 6-B | 5,4E+20 |
| 6-B | 2,7E+21 |
| High 6-B | 1,1E+22 |
| 6-A | 1,9E+22 |
| High 6-A | 2,7E+22 |
Do you guys think that works as a mass table?
I believe we are at the point that we have general agreement on a mass-based table to sort in creation feats.
There was no general agreement on a specific table, though. I posted one suggestion for one in my last post.
@Promestein @Ultima_Reality @SomebodyData @Dragonmasterxyz @Celestial_Pegasus @Soldier_Blue @Saikou_The_Lewd_King @DarkDragonMedeus @Wokistan @Mr._Bambu @Elizhaa @Qawsedf234 @ByAsura @Damage3245 @Starter_Pack @Ogbunabali @Abstractions @Colonel_Krukov @Shadowbokunohero @Crazylatin77 @Jvando @Zaratthustra @SamanPatou @Just_a_Random_Butler @ElixirBlue @Dino_Ranger_Black @JustSomeWeirdo @LordGriffin1000 @Theglassman12 @Crabwhale @Eficiente @GyroNutz @DarkGrath @The_Wright_Way @Moritzva @Firestorm808 @DemonGodMitchAubin @Everything12 @Duedate8898 @Planck69 @KingTempest @The_Impress @QuasiYuri @Hop_Hoppington-Hoppenhiemer @Executor_N0 @Spinosaurus75DinosaurFan @Therefir @Ugarik @DMUA @Jasonsith @Armorchompy @KieranH10 @Migue79 @Psychomaster35 @Amelia_Lonelyheart @Agnaa @KLOL506Using the volume table I got here (with the modification to High 6-B and above) and multiplying by 2700 kg/m^3 density of continental stone (the most common material for calcs and probably creation feats) we get the following mass table:
| Tier | Mass (kg) |
|---------- |----------- |
| 10-C | 0,0E+00 |
| 10-B | 5,4E+00 |
| 10-A | 1,1E+01 |
| 9-C | 2,7E+01 |
| 9-B | 1,9E+03 |
| 9-A | 2,4E+06 |
| 8-C | 1,2E+08 |
| High 8-C | 9,7E+08 |
| 8-B | 5,4E+09 |
| 8-A | 5,4E+10 |
| Low 7-C | 5,4E+11 |
| 7-C | 2,7E+12 |
| High 7-C | 5,4E+13 |
| Low 7-B | 5,4E+14 |
| 7-B | 2,7E+15 |
| 7-A | 5,4E+16 |
| High 7-A | 5,4E+17 |
| 6-C | 2,2E+18 |
| High 6-C | 5,4E+19 |
| Low 6-B | 5,4E+20 |
| 6-B | 2,7E+21 |
| High 6-B | 1,1E+22 |
| 6-A | 1,9E+22 |
| High 6-A | 2,7E+22 |
Do you guys think that works as a mass table?
Looks valid to me
@DontTalkDTThank you. I think that we have sufficient support to add it and modify our standard instructions accordingly then.