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Formula(s):
Fusion is given multiple canonical formulas:
1. A * B
2. (A + B) * C
3. (A + B) * 10^D
However, because the constants aren't defined, they aren't mutually exclusive.
assuming both fusees are equal in power (A = B),
let C = A/2, and D = log(C),
then A * B = (A + B) * C = (A + B) * 10^D
Therefore, there exists a choice of the unspecified constants for which all three canonical expressions are equivalent. As such, the formulas are mathematically compatible and need not be treated as mutually exclusive. This choice, where each constant varies by fusee power level, is the only one whereby each formula is equal to the others.
Application:
Now that we've established the fusion formula(s). Let's apply them.
Fusion = A * B.
If A = 2 and B = 2. A fusee gets 2 times stronger when fusing, but if both are three, a fusee gets 3 times stronger. Therefore we must use proper units, the canon ones. The dreaded power levels. The latest knowable one is 150 million, given everyone is far above that now, we'll use it as a baseline, treating the fusion as a constant fusee multiplier of 150 million.
In conclusion, buff the following Speeds:
Fusion is given multiple canonical formulas:
1. A * B
2. (A + B) * C
3. (A + B) * 10^D
However, because the constants aren't defined, they aren't mutually exclusive.
assuming both fusees are equal in power (A = B),
let C = A/2, and D = log(C),
then A * B = (A + B) * C = (A + B) * 10^D
Therefore, there exists a choice of the unspecified constants for which all three canonical expressions are equivalent. As such, the formulas are mathematically compatible and need not be treated as mutually exclusive. This choice, where each constant varies by fusee power level, is the only one whereby each formula is equal to the others.
Application:
Now that we've established the fusion formula(s). Let's apply them.
Fusion = A * B.
If A = 2 and B = 2. A fusee gets 2 times stronger when fusing, but if both are three, a fusee gets 3 times stronger. Therefore we must use proper units, the canon ones. The dreaded power levels. The latest knowable one is 150 million, given everyone is far above that now, we'll use it as a baseline, treating the fusion as a constant fusee multiplier of 150 million.
In conclusion, buff the following Speeds:
- Vegito DBZ: 150000000 * (0.00125 * 3 Universes & 2,173,663,541.6 c) = 187500 * 3 Universes & 326 Quintillion c
- SSG mult of 160000 to 150mil. Subsequent forms' multipliers change accordingly.
- Goku DBS Anime (Battle of Gods): 150000000 * (0.0025 * 3 & 3,260,495,312.4 c) = 375000 * 3 Universes & 489 Quadrillion c
- Goku DBS Anime (Resurrection of F): x2 = 750000 * 3 Universes & 978 Quadrillion c
- Goku DBS Anime ("Future" Trunks Saga): (150mil / 160k) * (6.4 Billion * 3 Universes & 1.892 Nonillion c) = 6 Trillion * 3 Universes & 283.8 Undecillion c
- Vegito DBS and Goku DBS Anime (Universal Survival Saga) and Gohan (Super Hero): (150mil / 160k) * (512 Quadrillion * 3 Universes & 151.36 Undecillion c) = 480 Quintillion * 3 Universes & 22.704 Quattuordecillion c
- Vegeta DBS Anime: same as Goku (Battle of Gods)
- All respective Goku and Vegita transformations Speed must change accordingly (Pre Universal Survival Saga for AP)
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