(EM formula)
m (accidently forget to use latex)
Line 51: Line 51:
EM formula:
EM formula:
Pass 1e15EM gain(1e69 TS):$10^{\sqrt{\frac{log_{10}{(TS/1e9)<nowiki>}}{4}*15}}</nowiki>$[[Category:Quantum]]
Pass 1e15EM gain(1e69 TS):<math>10^{\sqrt{\frac{log_{10}{(TS/1e9)}}{4}*15}}</math>

Revision as of 15:03, December 20, 2019

More about NG+++:
General Info: Achievements
Post-Eternity: Eternity MilestonesEternity ChallengesTime Dilation
Pre-Quantum: Meta DimensionsMastery Studies
Pre-Ghostify: QuantumElectronsQuantum ChallengesReplicantsEmperor DimensionsNanofieldTree of DecayBig RipBreak Eternity
Post-Ghostify: GhostifyNeutrinosAutomator GhostsGhostly PhotonsBosonic Lab
Misc: Guide
Screen Shot 2019-09-26 at 13.12.22

Break Eternity is a mechanic in NG+3 that unlocks when you reach e1215 EP while big ripped. Breaking eternity remove the restriction of being unable to buy time dimensions while big ripped, but all TD boosts are disabled except TS11 and the reward from the "Infinite Time" achievement (from normal AD). When you eternity while eternity is broken in a big rip, you can gain eternal matter based on your time shards.(see the formula later) You can spend this eternal matter to buy the following upgrades:

Description Cost (EM) Formula
Boost first 4 Time Dimensions based on your Eternity Points and Eternal Matter. 1
Divide the normal galaxy cost based on your Eternity Points.(^0.5 effect in EC10) 1000
You gain more Space Shards based on your Eternity Points. 1e6
Boost Time Dimensions 4-6 based on your Eternity Points and Space Shards. 2e11
Boost tickspeed reduction based on your Eternity Points and Time Shards. 8e17
You gain more Space Shards based on your Eternity Points and Eternal Matter. 1e48
Infinite Time reward is stronger in non-Dilation runs based on your Tachyon Particles. 1e290
Divide normal galaxy cost in Eternity Challenge 10 based on your Eternal Matter. 1e350
Eternity Points multiply normal galaxy amount in "Intergalactic" in Dilation runs. 1e375
You gain 1e9x more Eternity Points. (Repeatable) 1e6 (x2 per purchase)

EM formula:

Normal:$ 10^{\frac{log_{10}{(TS/1e9)}}{4}} $

Pass 1e15EM gain(1e69 TS):$ 10^{\sqrt{\frac{log_{10}{(TS/1e9)}}{4}*15}} $

Community content is available under CC-BY-SA unless otherwise noted.