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Viewing blog entries in category: The Elder Scrolls
Now...where to begin?
1. Destroying Tamriel
Kaalgrontiid and the aeonstones have enough power to destroy Tamriel, but Abnur Tharn and Nahfahlaar reduce it to just island level. The area of Tamriel is given in the Arena manual as 12,000,000km^2 (or 1.2e+13m^2).
H = 1.8 + 15 + 28 + 30 + 34 + 34 + 61 + 69 + 70 + 83 + 85 + 87 + 91 + 108 + 108 + 109 + 110 + 118 + 126 + 139 + 143 + 149 + 160 + 160 + 162 + 164 + 173 + 173 + 175 + 178 + 181 + 190 + 207 + 228 + 230 + 236 + 243 + 246 + 246 + 250 + 263 + 273 + 276 + 279 + 282 + 287 + 297 + 298 + 305 + 310 + 312 + 320 + 320 + 321 + 325 + 330 + 331 + 340 + 343 + 345 + 360 + 367 + 372 + 375 + 377 + 380 + 384 + 387 + 388 + 398 + 400 + 410 + 414 + 423 + 424 + 430 + 430 + 433 + 438 + 442 + 442 + 442 + 450 + 458 + 460 + 470 + 472 + 472 + 473 + 474 + 478 + 487 + 492 + 498 + 500 + 508 + 514 + 538 + 538 + 543 + 557 + 568 + 577 + 593 + 595 + 600 + 635 + 660 + 665 + 667 + 667 + 684 + 702 + 708 + 710 + 726 + 741 + 746 + 759 + 760 + 762 + 779 + 800 + 812 + 853 + 900 + 909 + 910 + 961 + 999 + 1,013 + 1,018 + 1,034 + 1,086 + 1,111 + 1,112 + 1,117 + 1,132 + 1,138 + 1,141 + 1,150 + 1,192 + 1,250 + 1,305 + 1,330 + 1,350 + 1,432 + 1,504 + 1,528 + 1,555 + 1,598 + 1,792 + 1,792 + 1,840 + 1,871 + 1,885 + 1,996 + 2,161 + 2,988 + 3,186 + 3,265 + 3,280
V = 1.2e+13 X 638.616049
Now for our energy. A low end of violent fragmentation (69000000 joules per m^3) and a high end of pulverization (200000000 joules per m^3).
E = 7.66339259e15 X 69000000
= 5.28774089e23 joules
= 126.38004039196941619 teratons
E = 7.66339259e15 X 200000000
= 1.53267852e24 joules
= 366.31895793499046476 teratons
Abnur Tharn and Nahfahlaar restrain this explosion, and make it so only Dragonhold is destroyed.
2. Levitating Dragonhold
A league is equal to 5.55600km, or 5556m. It's hard to say where the island was located, but going to the bottom of the screen would get us a minimum distance.
753 pixels = 5556m
1 pixel = 5556m/753 = 7.37848606m
7.37848606m X 290 = 2139.76096m
2139.76096m/2 = 1069.88048m
7.37848606m X 76 = 560.764941m
7.37848606m X 82 = 605.035857m
605.035857m/2 = 302.517928m
7.37848606m X 58 = 427.952191m
7.37848606m X 79 = 582.900399m
582.900399m/2 = 291.450199m
7.37848606m X 64 = 472.223108m
7.37848606m X 111 = 819.011953m
819.011953m/2 = 409.505976m
7.37848606m X 109 = 804.254981m
7.37848606m X 96 = 708.334662m
708.334662m/2 = 354.167331m
7.37848606m X 103 = 759.984064m
759.984064m/2 = 379.992032m
7.37848606m X 115 = 848.525897m
= 0.261478453 rad
= 14.9816117905470225 degrees
Put that into the angscaler, and Dragonhold is a distance of 8136.6km. We'll pocket that for later...
Volume of everything as cones.
V = πr^2h/3
= π X 1069.88048^2 X 560.764941/3
V = 6.72171353e+14 X 2
V = πr^2h/3
= π X 302.517928^2 X 427.952191/3
V = πr^2h/3
= π X 291.450199^2 X 472.223108/3
V = πr^2h/3
= π X 409.505976^2 X 804.254981/3
V = πr^2h/3
= π X 354.167331^2 X 708.334662/3
V = πr^2h/3
= π X 379.992032^2 X 848.525897/3
Now we'll have to get the energy for this, using GPE. Assuming Nirn is Earth-sized, it would have a gravitational pull of 9.807m/s², which we'll times with the mass and the centre of gravity. The centre of gravity on a cone is a quarter of the way from the base. The average density of continental crust is 2.83g per cm^3. However, given each island is different in size, we'll have to find it for each island individually...
H = 560.764941 X 0.75
M = 6.72171353e+14 X 2.83
E = 420.573706 X 9.807 X 1902244930000
= 7.8459354e15 X 2
= 1.56918708e16 joules
H = 427.952191 X 0.75
M = 4.10134314e+13 X 2.83
E = 320.964143 X 9.807 X 116068011000
= 3.65346739e14 joules
H = 472.223108 X 0.75
M = 4.20053459e+13 X 2.83
E = 354.167331 X 9.807 X 118875129000
= 4.12891246e14 joules
H = 409.505976 X 0.75
M = 1.41235173e+14 X 2.83
E = 307.129482 X 9.807 X 399695540000
= 1.20389049e15 joules
H = 354.167331 X 0.75
M = 9.30430867e+13 X 2.83
E = 265.625498 X 9.807 X 263311935000
= 6.85924762e14 joules
H = 379.992032 X 0.75
M = 1.2830474e+14 X 2.83
E = 284.994024 X 9.807 X 363102414000
= 1.01484815e15 joules
Finally, we add them all together for our final result.
E = 1.56918708e16 + 3.65346739e14 + 4.12891246e14 + 1.20389049e15 + 6.85924762e14 + 1.01484815e15
= 1.93747722e16 joules
= 4.63068169216061154 megatons
Remember that this is just the passive energy outputted by Kaalgrontiid every second to keep the islands in the sky.
3. Dragonhold explodes
Next for the energy of Dragonhold exploding. We'lll add all of the volumes for each of the islands for our total volume.
V = 1.34434271e15 + 4.10134314e+13 + 4.20053459e+13 + 1.41235173e+14 + 9.30430867e+13 + 1.2830474e+14
We'll go with a low end of violent fragmentation and a high end of pulverization.
E = 1789944490000 X 69000000
= 1.2350617e20 joules
= 29.518683078393880947 gigatons
E = 1789944490000 X 200000000
= 3.57988898e20 joules
= 85.561400095602294869 gigatons
Nahfahlaar survives this explosion close to ground zero.
4. Abnur Tharn blocks the explosion
The cinematic version of this feat is even more impressive; Abnur Tharn has no preperation for the aeonstone exploding, and stops it after it explodes. When he gives out and the explosion continues, we see it exploding rapidly to where the other heroes are. Which means Abnur Tharn reacted to the explosion. TES is a multiverse, so both versions are canon.
Timeframe is 1.12 seconds. Above we had the distance from the heroes to the island at 8136.6m.
T = 8136.6m/1.12s
= Mach 21.3489125
Kaalgrontiid's power (low end) = 126.380 teratons
Kaalgrontiid's power (high end) = 366.319 teratons
Kaalgrontiid levitates Dragonhold (per second) = 4.631 megatons
Dragonhold explodes (low end) = 29.519 gigatons
Dragonhold explodes (high end) = 85.561 gigatons
Abnur Tharn's reaction speed = Mach 21.349
Chevalier Renald performs a blatantly superhuman jump. The average height of a man is 5 feet 9 inches, or 1.7526m.
37 pixels = 1.7526m
1 pixel = 1.7526m/37 = 0.0473675676m
Timeframe is 0.09 seconds.
0.0473675676m X 172 = 8.14722163m
T = 8.14722163m/0.09s
Chevalier Renald's jump = 90.525m/s
Not as much as I thought it would be, but still blatantly superhuman and pretty impressive.
A dragon summons a storm on a mostly clear blue day. Keep in mind this is not a legendary super powerful dragon, or even a named dragon. This is just a generic nameless dragon.
V = πr^2h
= π X 4700^2 X 12000
Density of a cumulus cloud is around 0.5 grams per m^3.
M = 8.32773381e11 X 0.5
Condensation of water vapour to liquid is 2260 joules per gram.
E = 416386690500 X 2260
= 9.41033921e14 joules
That's impressive, but we can also get the kinetic energy, as we can clearly see the clouds moving in from the horizon.
T = 4700m/1.22s
KE = (0.5)mv^2
= (0.5) X 416386690.5 X 3852.45902^2
= 3.08988915e15 joules
Now to add both together for our final results.
E = 9.41033921e14 + 3.08988915e15
= 4.03092307e15 joules
= 963.4137356596557993 kilotons
Generic Dragon Storm Call = 963.414 kilotons
Scales to Durnahviir, Odahviing and every dragon ever, as well as Dovahkiin, the Dragon Priests, Olaf One-Eye, Reman's Dragonguard and a ton of other characters.
(Wasn't able to get a gif this time, sorry, but you can see it in the video.)
326 pixels = 1.6002m
564 + 230 = 794 pixels
1 pixel = 1.6002m/326 = 0.00490858896m
0.00490858896m X 794 = 3.89741963m
Next to determine the mass of the ice atronach using inverse square law. The average height of a man is 171cm (or 1.71m) and the average weight of a man is 177.5kg (in North America, but given the bulkiness of the ice atronachs this is still likely a lowball).
M2 = (H2/H1)^3*M1
But that's not all; now we switch the mass of flesh for that of ice. The average mass of flesh per m^3 is 1010kg, and the average mass of ice is 919kg per m^3.
M = 2101.55873/1010 X 919
Specific heat of water is 4.186 joules per gram.
E = 1912210.37 X 4.186
Next we'll add the heat fusion of water, which is 334 kilojoules per kg.
E = 1912.21037 X 334
= 638678.264 kilojoules
= 638678264 joules
Next, the energy with which to vaporize water, the values of which can be found here.
E = 1912.21037 X 2.26 X 10^6
= 4.32159544e9 joules
Finally, let's add everything together.
E = 8004512.61 + 638678264 + 4.32159544e9
= 4.96827822e9 joules
= 1.187446993308 tons of TNT
Ice Atronach melts = 1.187 tons of TNT
I've a feeling I may have messed something up in there. Still, there you go.
The Altmeri Dominion heroine is used as a conduit by a Ebonheart Pact mage to channel a lighting blast that vaporizes a large number of dremora and blows up a part of the Imperial City Wall. She survives this. The average height of a man is 171cm, or 1.71m.
30 pixels = 1.71m.
1 pixel = 1.71/30 = 0.057m
0.057m X 137 = 7.80900m
0.057m X 848 = 48.33600m
248 pixels = 7.80900m
1 pixel = 7.80900m/248 = 0.0314879032m
0.0314879032m X 127 = 3.99896371m
216 pixels = 7.80900m
1 pixel = 7.80900m/216 = 0.0361527778m
0.0361527778m X 1959 = 70.8232917m
Now to add them all together for our volume, as a rectangle.
V = lhw
= 70.8232917 X 3.99896371 X 48.33600
Violent fragmentation of rock is 69000000 joules per m^3.
E = 13689.711 X 69000000
= 944590059000 joules
= 225.762442399618 tons of TNT
Lightning destroys Imperial City Wall = 225.762 tons of TNT
The Elder Scrolls has a ton of insane feats that get overlooked for reasons I still can't fathom.
Each time you level up, you cause a star to increase in luminosity considerably. Not also the stars are at various points in space. The skill tree constellations are referenced in the Legends: Heroes of Skyrim trailer with a nebula-sized manifestation of Akatosh.
On top of this, Todd Howard also says that levelling up involves looking to the heavens.
It's also of note to point out the constellations as seen in Apocrypha are also 3D.
Even though the stars are rips to Aetherius, this calc is still valid. First off, to get the original brightness of the stars. They're considerably dimmer, but for now at least I'll go with the apparent magnitude of the closest star, Alpha Centuri (that being 1.519) and a distance of 4.367 light years (or 41315000000000000m).
M = -26.73 - 2.5log ((L/3.846*10^26)(146000000000/d)^2)
(146000000000/(41315000000000000))^2) = 1.24879226e-11
1.519 - -26.73 = 1.24879226e-11/((L/3.846*10^26)
28.24900 = -2.5Log(1.24879226e-11/((L/3.846*10^26))
28.24900/-2.5 = (1.24879226e-11/((L/3.846*10^26))
10^(-11.2996) = (1.24879226e-11/((L/3.846*10^26))
5.01649057e-12 = (1.24879226e-11/((L/3.846*10^26))
5.01649057e-12 X (3.864*10e26) = 1.24879226e-11
1.93837196e16/1.24879226e-11 = 1.55219729e27 joules
Now for the increase in luminousity. Using an apparent magnitude of Sirius, the brightest star in the sky -1.46.
M = -26.73 - 2.5log ((L/3.846*10^26)(146000000000/d)^2)
(146000000000/(41315000000000000))^2) = 1.24879226e-11
-1.46 - -26.73 = 1.24879226e-11/((L/3.846*10^26)
25.27 = -2.5Log(1.24879226e-11/((L/3.846*10^26))
25.27/-2.5 = (1.24879226e-11/((L/3.846*10^26))
10^(-10.10800) = (1.24879226e-11/((L/3.846*10^26))
7.79830111e-11 = (1.24879226e-11/((L/3.846*10^26))
7.79830111e-11 X (3.864*10e26) = 1.24879226e-11
3.01326355e17/1.24879226e-11 = 2.41294221e28 joules
Subtract the former from the latter and we have our energy.
2.41294221e28 - 1.55219729e27 = 2.25772248e28 joules = 5.3960862332695987789 exotons
Not sure if that scales or not, but altering constellations certainly does. The constellation with the least number of stars is Light Armour with 6 stars, while the constellation with the most stars is Conjuration with 15 stars. Although some of them do involve choosing a constellation twice (including Light Armor), we'll settle with the number of stars for now.
2.25772248e28 X 6 = 1.35463349e29 joules = 32.37651744741874063 exotons
2.25772248e28 X 15 = 3.38658372e29 joules = 80.941293499043982592 exotons
Increasing a skill tree perk = > 5.396 exotons
Reseting the smallest skill tree constellation = >32.377 exotons
Reseting the largest skill tree constellation = >80.941 exotons
What looks like a Foresworn witch lifts a massive boulder. The volume is hard to determine, but for now at least I'll go with the volume for a pyrimad frustrum, with the top and bottom areas as triangles. The average height of a Norwegian woman is 167.2cm, or 1.672m.
56 pixels = 1.672m
1 pixel = 1.672m/56 = 0.0298571429m
0.0298571429m X 284 = 8.47942858m
0.0298571429m X 115 = 3.43357143m
0.0298571429m X 85 = 2.53785715m
0.0298571429m X 52 = 1.55257143m
0.0298571429m X 429 = 12.8087143m
0.0298571429m X 149 = 4.44871429m
0.0298571429m X 230 = 6.86714287m
0.0298571429m X 108 = 3.22457143m
0.0298571429m X 87 = 2.59757143m
0.0298571429m X 6 = 0.179142857m
A = hb/2
= 3.43357143 X 1.55257143/2
A = hb/2
= 4.44871429 X 3.22457143/2
Entering those values and the height of 8.47942858m through the pyramidal frustrum calculator and we get a volume of 40.165507815095m^3. Granite weighs 2691kg per m^3.
M = 40.165507815095 X 2691
Finally to find our energy using GPE.
E = 0.179142857 X 9.807 X 1789136100
= 3.14325091e9 joules
= 0.7512549976099 tons of TNT
Witch levitates boulder = >0.751 tons of TNT
The scalings not quite right, but it shows the general level of energy required to pull this off, and ultimately the result would be even higher. Keep in mind this is a nobody witch too, and not even a hagraven.
Several huge fireballs explode, seemingly from Alduin (though perhaps also mages going by the dialogue).
The average height of a Norwegian man is 179.9cm, or 1.799m (closest equivalent to a Nord I could find).
184 pixels = 1.799m
1 pixel = 1.799m/184 = 0.00977717391m
0.00977717391m X 497 = 4.85925543m
Timeframe is 0.19 seconds.
17 pixels = 4.85925543m
1 pixel = 4.85925543m/17 = 0.285838555m
0.285838555m X 66 = 18.8653446m
18.8653446m/2 = 9.4326723m
0.285838555m X 103 = 29.4413712m
29.4413712m/2 = 14.7206856m
T = 14.7206856m/0.19s
Volume as half an ellipsoid.
V = 4/3πabc
= 4/3 X π X 9.4326723 X 14.7206856 X 14.7206856
We see dust getting thrown up as the green fire recedes. Weight of a dustcloud/air is 1.003kg per m^3.
M = 8562.08294 X 1.003
KE = (0.5)mv^2
= (0.5) X 8587.76919 X 77.4772926^2
= 25775033.6 joules
= 0.006160380879541 tons of TNT
Not the most impressive in firepower. How about speed?
Timeframe is 0.32 seconds.
15 pixels = 4.85925543m
1 pixel = 4.85925543m/15 = 0.323950362m
0.323950362m X 674 = 218.342544m
T = 218.342544m/0.32s
= Mach 2.00511461
Fireballs explode near Winterhold (energy) = 0.006 tons of TNT
Fireballs explode near Winterhold (speed) = Mach 2.005
E = mc^2
= 62 X 299792458^2
= 5.57228211e18 joules
= 1.331807387667303999 gigatons
Bolt Escape = 1.332 gigatons
Calc request for @MatthewSchroeder
Arch-Curate Vyrthur destroys the Chantry of Auri-El.
Spoiler:I've been meaning to do this one for a while, but wasn't sure how to scale it. Thankfully, Matt found some shots with which we can scale the size of the Chantry of Auri-El.
There seem to be 12 pillars there. A quick search reveals that the average height of a man is 175cm (1.75m).
63 pixels = 1.75m
1 pixel = 1.75m/63 = 0.0277777778m
0.0277777778m X 135 = 3.75m
0.0277777778m X 116 = 3.22222222m
0.0277777778m X 24 = 0.666666667m
0.0277777778m X 72 = 2m
126 pixels = 3.75m
1 pixel = 3.75m/126 = 0.0297619048m
0.0297619048m X 378 = 11.25m
0.0297619048m X 41 = 1.2202381m
0.0297619048m X 211 = 6.27976191m
0.0297619048m X 197 = 5.86309525m
29 pixels = 3.22222222m
1 pixel = 3.22222222m/29 = 0.111111111m
0.111111111m X 5 = 0.555555555m
0.111111111m X 9 = 0.999999999m
0.111111111m X 153 = 17m
0.111111111m X 21 = 2.33333333m
0.111111111m X 254 = 28.2222222m
Volume of the main room as a rectangular prism, of the roof bit as half a cylinder and the pillars as rectangles.
H = 11.25 - 3.75
V = 7.5 X 17 X 28.2222222
28.2222222 - (0.666666667 X 2) = 26.8888889m
17 - (0.666666667 X 2) = 15.6666667m
7.5 - 0.666666667 = 6.83333333m
V = 26.8888889 X 15.6666667 X 6.83333333
V = 3598.33333 - 2878.60494
V = 28.2222222 X 2 X 2
= 112.888889 X 2
V = 28.2222222 X 0.666666667 X 0.666666667
= 12.5432099 X 2
V = 225.777778 - 25.0864198
V = 0.555555555 X 0.999999999 X 6.83333333
= 3.79629629 X 12
V = 2.33333333 X 0.999999999 X 6.83333333
= 15.9444444 X 12
28.2222222m - 6.27976191m = 21.9424603m
V = πr^2h
= π X 5.86309525^2 X 21.9424603
21.9424603 - (0.666666667 X 2) = 20.609127m
5.86309525 - (0.666666667 X 2) = 4.52976192m
V = πr^2h
= π X 4.52976192^2 X 20.609127
V = 2369.67667 - 1328.49591
Now to add all of that up.
V = 719.72839 + 200.691358 + 45.5555555 + 191.333333 + 520.59038
Finally for our energy. It looks pretty violent, so obviously we'll be going with violent fragmentation, which is 69000000 joules per m^3.
E = 1677.89902 X 69000000
= 115775032380 joules
= 27.6708968403442 tons of TNT
Arch Curate Vyrthur destroys the Chantry of Auri-El = 27.671 tons of TNT
The spell Meteor calls down a meteorite from the constellations. We have have seen the stars of the constellations to be floating at seemingly unfixed points.
Even if those are holes to Aetherius or something else, we still have a sense of size and scale, which is similar in scope to our universe. Let's get the timeframe...
The timeframe is 1.58 seconds. The distance from Earth to the nearest star is 4.22 lightyears, or 3.99234299e16m.
T = 3.99234299e16m/1.58s
= 84284954.2 C
Meteor = 84284954.2 C
Also keep in mind that there are other attacks and spells that allow for the interaction with stars and the Sun in The Elder Scrolls, such as Auri-El's Bow, Nova and Spear Shards.
A post for @MatthewSchroeder for VBW, who's looking over TES stuff.
The Mundus/Aurbis contains infinite angles, with the line being one future/universe, and each angle adding infinite more futures.
[QUOTELoremaster's Archive: The Maelstrom Arena - Part 1"]Lord Fa-Nuit-Hen says, “Ah! The 'Weir Gate' leads, or will lead, to the Slipstream Realm where you mortals have or will establish your Battlespire Academy. Regarding the 'Slipstream' designation: mortals, of course, can only perceive Oblivion and the astronomical regions of the Mundus in terms of their own frames of reference. They 'see' only what they can comprehend, and often that isn't much. Furthermore, what they do comprehend often seems to drive them insane, though the rate of mental deterioration varies with individuals. Twice upon a time, the Imperial Mananauts regularly ventured beyond Nirn, and in doing so learned that the mortal mind is best acclimated to other realities by gentle degrees. This is one of the reasons why Maelstrom seems to resemble aspects of your world—I wished it to be mortal-friendly, or at least friendly enough for mortals to experience my arenas without distorting their mentalities! Anyway, the Mananauts will learn that it's best to train for Oblivion in a transition zone, a place where differing truths can co-exist without conceptual abrasion. At certain points, transliminal forces balance in standing waves, and these regions are designated 'Slipstream Realms.' We haven't actually been to Battlespire yet, have we, my Tutor? Would you please remember forward for me to tell the Quidnunc about this 'Weir Gate'?"[/QUOTE]
Even lesser Daedra have forms of a higher spatial comprehension than mortals can conceive.
Magic works its way through higher spatial dimensions, and this allows Shadow Mages to travel between worlds by moving at obscure angles.
Ald'ruhn is absolutely huge.
And the emperor crabs were wiped out by House Redoran, with Skar (the emperor crab who's corpse made Ald'ruhn) was killed by a perticularly powerful warrior.
44 pixels = 1.77m
1 pixel = 1.77m/44 = 0.0402272727m
0.0402272727m X 506 = 20.35500m
0.0402272727m X 1345 = 54.1056818m
I'll go with the dimensions of a mubcrab for this.
M2 = (H2/H1)^3*M1
Let's find our energy with GPE.
E = 20.35500 X 9.807 X 27810645.1
= 5.55160227e9 joules
= 1.326864787285 tons of TNT
Skar's minimum energy = >1.326 tons of TNT
This is just the GPE of his body without including his legs or KE, so his power would certainly be higher. Even standard giants have feats of this level, and Skar is far beyond your garden variety giant.
T = 12450.7252645/5.7
Next up is how high a magnitude it would rank as. Given the great rumbling we hear, I'd say it ranks as V (rather strong).
That would be about a 5 or 6 on the richter scale.
Creating a nomogram from scratch is too painful to replicate, and none of the programs work for me, so I'll take a shortcut; do this with a shorter nomogram, then times it to get the result needed.
20037.5/800 = 25.046875
25.046875 X 1750 = 43832.0312mm
Mg = log(base10)43832.0312+3log(base10)[5.5*2184.33777]-2.92
Put that into the earthquake calculator, and we have 5.5113754834575E+25 joules, or 13.1725035455 petatons.
Greybeards call Dovahkiin = 13.173 petatons
This is consistent with Dovahkiins Storm Call from the top of High Hrothgar too. Then again, given the whole Alduin being on par with a Dragonbreak, Oblivion Crisis or Planesmeld, this isn't even close to his best in the end.
There's a ton of misconceptions about the Tribunals power in The Elder Scrolls. I'll make it clear now; they aren't just powerful warriors or wizards who can destroy countries, they're bonafide gods who can create and destroy entire universes, possibly everything. Let's begin with Sotha Sil. Sotha Sil is the Clockwork God, who created the Clockwork City.
The stars in the Clockwork City are made of star-data composed of Seht's memories.
After Nocturnals true "form" breaks through the defences, she engulfs the entire Clockwork City in seconds. Divayth Fyr holds her back long enough for Sotha Sil to be reunited with his shadow. Upon gaining his full power back, he banishes Nocturnal from the Clockwork City.
Sotha Sil reshapes the Mundus from the Clockwork City.
Aios, the AI who governs the substrata operations of the Clockwork City, classifies Almalexia as an existiantial threat level to the Clockwork City, along with the Numidium. Note that Nocturnal (as the Ur-dra no less) is just moderate.
In order for the Tribunal to ascend to godhood, it took the power of Keening and Sunder, powerful Dwemer artifacts that can alter the laws of reality.
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