Maxing a pet

#1

Hey so I was wondering how much money it would cost around to get my divine pet maxed.
I looked on realmeye and these are the stats.
FP for first max 100. 245233
so if I’m correct that would take around 50 ambrosia.
and that would be a little over $300?
Please let me know if there is either a cheaper way to do this and or if my numbers arr correct.

#3

At todays price rates u could purchase the 34 332 realm gold needed for technically $220. That is if You buy two $100 packs, and one $20 pack, which equals: 34 600 gold.
Glad to help!
:wink:
P.S. this is all assuming you buy the packs of 5 Ambrosia for 3500 each.

#4

I myself only feed my pet whites (500-900 fame) It’s pretty quickly if you do all kind of dungeons (no it’s not)

#5

So you can purchase the packages over again?

#6

If you’re asking for ability 1 going from 90-100 :

273344 fp / 5000 fp per ambrosia = 54.66 ambrosias ~ 55 ambrosias rounded up

55 ambrosias / 5 ambrosias per pack = 11 packs

11 packs x 3500 gold per pack = 38500 gold

ALSO

55 ambrosias = 55 x 150 gold (feeding cost) = 8250 gold

38500 + 8250 = 46750 gold

So just buy 3 x $100 gold packs for 48000 gold and you should be set.

This is assuming you’re talking about feeding first ability from lvl90 to lvl100. If not, then the calculations become a bit more tedious, and you should maybe refer to OtherBill’s study on pet feeding

#7

Well obviously hes already lvld his pet a bit, so why spend the extra $80 when he can get it almost exactly to what he needs?

#8

I made the calculations based off of levelling first ability from 90 to 100.
No idea what OP’s pet stats are.

#9

He clearly stated right here that he has 245233 FP left to max first stat. :expressionless:

#10

91 85 72
to max the first 2 abilities at 100 100 the FP needed is 771849. the first ability alone is 245233

#11

My bad. I assumed he just got the numbers wrong or something.

He’d still need 42500 gold if you’re counting feeding costs. So that’d be 2 x $100 packs + 1 x $50 pack + 1 x $20 pack + 1 x $10 pack.

#12

Oh, ok, I forgot that he prolly wouldn’t have the fame to feed considering he’s a Blue Star (coming from one so no offence) Im sorry, with things like this I just seem to MessItUp. lol

#13

Hey, not toally necessary! I had like 36k account fame on this account. Still have over 20k iirc.

FYI the name is MessLtUp, no i just a lowercase L :stuck_out_tongue:

#14

0.o then how do you not have at least 14 stars :confused:

#15

How mutch would I need if I fed it with fame not gold?

#16

Fame farmed on an archer :slight_smile:
Suicided at like 4k something base fame :stuck_out_tongue:

#17

What @LifaenXHG said, somewhere around $220. That’s gonna be a lot of fame to rake up though.

Would probably suggest just fame farming on tricksters to 220 base fame with the proper fame bonuses it comes to around 650+ account fame on suicide.

#18

Hey so I put my realmeye page public so you could see it now. So what I did was I put $100 on the account and now the pets levels are 94 88 76.
I used only gold to feed the pet. I was wondering how much money I would have to put in for first ability?
Then after that how much for second ability?

#19

1st ability :
170233 FP / 5000 FP per Ambrosia = 35 Ambrosias rounded up (34.046 actual value)

35 Ambrosias = 7 x 3500 Gold + 35 x 150 Gold (for feed) = 29750 Gold

29750 Gold = 1 x $100 + 1 x $50 + 2 x $20 + 1 x $10 + 1 x $5 = $205 to max only first ability

2nd ability :
451616 FP - 170233 FP (from 1st ability) = 281383 FP

281383 FP / 5000 FP per Ambrosia = 57 Ambrosias

57 Ambrosias = 12 x 3500 Gold + 57 x 150 Gold = 50550 Gold

To max second,

50550 Gold + 29750 Gold = 80300 Gold

80300 Gold = 5 x $100 + 1 x $5 = $505 (if you’re maxing both first and second simultaneously)

If you want to separately max second,

50550 Gold = 3 x $100 + 1 x $20 = $320 (with just a tad of leftover gold)

Also to account for having to max first, it would actually come to
$320 + $205 = $525
That would be if you decide to max first, then max second later on.

Hope that helped :slight_smile:

#20

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