Who is very good in math to solve this calculation & give the math answer plz (without annoying comments) ?

[APoCaLyPSE666NoW]

Plz i need math answer & not comments. Bypass this thread if you can't solve this calculation thx.

I need 5 sec to collect 0.019e30 gold.

Dread Knight cost 8.400e39 gold.

How many hours i need to collect 8.400e39 with grind rate 0.019e30/5sec ?

It seem after 8 grinding hours in offline idle build, i collected only e33 gold, while i was sleeping.

Thx.

[Bomoo]

You don't need to be "good in math" to perform simple division.

[Kurzidan]

your focus is building The starter pokemon to level 1000 and 1025
and then Masked samurai to 1000 and 1025

Dread knight is a dream that you stop having and becomes reality closer to 260-320, depending on how much you farm when you start getting there.

After you have dread knight

You can start focusing on the next Region's starter pokemon (All focused heroes have innate 450% damage buffs, and the "starters" are grouped in sets of "3" right next to each other.

1e32 is a number 1 followed by 32 zeroes (1e6 = 1million, a number 1 followed by 6 zeroes, simple math)
1e39 is a number 1 followed by 39 zeroes.
It is like saying 10,000,000e32 (or like saying 1e32 x 10,000,000) (And you're not even at 1e32/s yet, or even /5s)

If you got 1e32/s it would take 10m seconds to get 1e39
166666mins
2777hrs (all of these are ~(approximate))
115days, If nothing changed.
~16 1/2 weeks to obtain =1= e39 (not 8.4)
it'd take ~138.6 weeks to obtain Dread knight at the supposed rate, I believe, If I didn't make a simple math mistake somewhere.


However.
Like I said.
Your goal isn't dread yet. Once you get to 260, You're rate of income is /much/ higher, and he's actually a tangible hire.

Your starter pokemon will be level 1200 or so by then
Masked samurai will too
and forest seer will be coming up to, or past, 1000, as well.

There's another identical grouping like this of more expensive heroes too (Natalia, Mercedes, Bobby, Sir George and Referi) who will be much later (past 300) who you'll be focusing on getting to 1000+ for Atlas, who is $ (sexdecillion) (1e51, I believe) Orrrrrr... 1e12 of (x) 1e39

or 1e19 x 1e32 (Inconceivable amount of time would be taken to achieve this at 1e32/s)
This is saying you'd need to obtain "1e32" "1e19 times" in order to have "1e51" (or "1$"/1sexdecillion)

the closest to 19 zeroes is a quintillion, 18 zeroes.
So you'd need 10 quintillion seconds, or 19 zeroes, to achieve fruition of Atlas with 1e32/s
1.67e17 minutes, or, since quintillion is 18, 100 quad is 17, meaning that should be 167 quadrillion minutes.
2.78e15 hours -> or 2.78 quadrillion hours, as 1 quad /is/ 15.
and 1.15e14 (rounded off), or 115trillion days.Truly. An inconceivable period of time.

[WEGFan]

Why I need 1e40 gold in my game?

[APoCaLyPSE666NoW]

I'am very far to get firsts heroes 1-->1000. If i can get at 144, fist one to 1000 or perhaps n°2, its a must ^^ I earn e29 gold only. With total ammount can make e30 / mobs killed.

[alveolate]

wtf why so many words??

5 sec = 0.019e30 = 1.9e28
10 sec = 3.8e28

8.4e39 / 3.8e28 = 8.4e11 / 3.8 = ~2.2e11

i.e. it would take >2,200,000,000,000 sec.
3600 sec = 1 hour
2.2tn sec = ~61.4 million hours = ~2.5m days = ~7009.5 years

QED

[RonjaLin]

Originally posted by WEGFan:

Why I need 1e40 gold in my game?

Because you don't have Dogcog, the Ancient that makes heroes cheaper.

[APoCaLyPSE666NoW]

Originally posted by Protoss:

Originally posted by WEGFan:

Why I need 1e40 gold in my game?

Because you don't have Dogcog, the Ancient that makes heroes cheaper.

Yes my DogCog is level 8 now (-16% gold to hire & level up heroes) that mean only 8.400e39 to hire Dread Knight.

[alveolate]

dude if u read my calculations, you need 7000++ years to buy dread knight. don't be a fool and work on other things.

[Shadowspaz]

Originally posted by NASCAV alveolate:

wtf why so many words??

5 sec = 0.019e30 = 1.9e28
10 sec = 3.8e28

8.4e39 / 3.8e28 = 8.4e11 / 3.8 = ~2.2e11

i.e. it would take >2,200,000,000,000 sec.
3600 sec = 1 hour
2.2tn sec = ~61.4 million hours = ~2.5m days = ~7009.5 years

QED

Looks like you used the calculation for 10 seconds as if it was 1- You're off by a magnitude:

8.4e11 / 3.8 = ~2.2e11
2.2e11 / 360 = 614 million hours = ~70,095 years.

But yes- A long time. :P

[MTB-Fritz]

this game is actually a great way to get used to the size and distances of the universe in a playful manner :)

[alveolate]

there is actually an incremental that tries to use the number of particles in the universe as "currency". check out http://rebuildtheuniverse.com/