Your Mystical Bookshelf

From TheKolWiki

Your Mystical Bookshelf is a furnishing located at your Campground.

When "Used"

Your campsite contains a lovely 3-shelf bookshelf -- handsome mahogany inset with mother-of-pearl mystical runes! It's got a shelf for Tomes, a shelf for Librams, and a shelf for Grimoires...

Tomes: Tomes contain powerful spells. So powerful that you can only use your Tomes three times per day, lest you become absolutely corrupted by the absolute power.

You have a Tome of Snowcone Summoning.

You have a Tome of Sticker Summoning.

You have a Tome of Sugar Shummoning.

(Your bookshelf doesn't have any Tomes on it.)

Librams: Librams also contain powerful spells. Each time you use a Libram in a day, it'll take you more and more energy to use another one. Or the same one again. You'll get the idea once you start using them.

You have a Libram of Candy Heart Summoning.

You have a Libram of Divine Favors.

You have a Libram of Love Songs.

(Your bookshelf doesn't have any Librams on it.)

Grimoires: Grimoires contain... spells. Each Grimoire may be used once per day.

You have McPhee's Grimoire of Hilarious Object Summoning.

You have Sp'n-Zor's Grimoire of "Tasteful" Gifts.

(Your bookshelf doesn't have any Grimoires on it.)

Notes

• The bookshelf will only appear in your campground if you have used at least one Tome, Libram or Grimoire.
• The bookshelf is not affected by Hardcore or Ronin restrictions. However, it is not visible while in Bad Moon, although it is currently possible to access the bookshelf through direct linking. Originally it was possible to use the books normally this way, but this was soon fixed.
• The MP cost for summoning your nth Libram item is 1+(n*(n-1)/2), or 1+(1+2+3+...+(n-2)+(n-1)). This price resets upon rollover and ascension.
• The cumulative MP cost for summoning n libram items is (n*(n+1)*(n+2)/6)-(n*(n-1)/2).

Use #	1	2	3	4	5	6	7	8	9	10	11	12	13	14	15	16	17	18	19	20
MP Cost	1	2	4	7	11	16	22	29	37	46	56	67	79	92	106	121	137	154	172	191
Total MP	1	3	7	14	25	41	63	92	129	175	231	298	377	469	575	696	833	987	1159	1350