SnitchSeeker.com - View Single Post - Arithmancy Lesson Two: Pinnacles & Challenges

Starbreeze · 06-18-2011, 10:33 PM

Eino took extra time trying to wrap his little brain around all of this calculating madness. Well, the calculations were easy, the hard part was figuring out what to calculate. He had forgotten his life path number so he wanted to add that just to warm up his brain. When that was done it was time to move onto more challenging Arithmancy. After much struggling, head scratching, and parchment tearing, Eino finally thought he had successfully calculated all of his pinnacles.

SPOILER!!: Parchment

If he was right, then all of his pinnacles had passed away already. That was what they meant, right? He scratched his head again. Two when he was two years old, one when he was four, and one when he was six... There was no way he remembered that. He looked around the room nervously. Hopefully someone would let him know whether his calculations were right or not.

06-18-2011, 10:33 PM	#123 (permalink)
Starbreeze Kappa Join Date: Nov 2004 Location: Kanto Posts: 14,865 Hogwarts RPG Name: Eino Uronen Sixth Year	♛ Certified Pogrebin Hunter ♛ Lucki Minaj ☠ RAH RAH I'M A DUNGEON DRAGON ☠ Eino took extra time trying to wrap his little brain around all of this calculating madness. Well, the calculations were easy, the hard part was figuring out what to calculate. He had forgotten his life path number so he wanted to add that just to warm up his brain. When that was done it was time to move onto more challenging Arithmancy. After much struggling, head scratching, and parchment tearing, Eino finally thought he had successfully calculated all of his pinnacles. SPOILER!!: Parchment Date of Birth: 11/11/2061 Life path number 1+1 = 2 1+1 =2 2+0+6+1=9 2+2+9=13 1+3=4 Life Path Number 4 ----------------------------------------------------------- First Pinnacle 11+11 = 22 2+2=4 First Pinnacle 4 ----------------------------------------------------------- Second Pinnacle 1+1=2 2+0+6+1=9 2+9= 11 1+1=2 Second Pinnacle 2 ----------------------------------------------------------- Third Pinnacle 4+2=6 Third Pinnacle 6 ----------------------------------------------------------- Fourth Pinnacle 1+1=2 2+0+6+1=9 2+9=11 1+1=2 Fourth Pinnacle 2 If he was right, then all of his pinnacles had passed away already. That was what they meant, right? He scratched his head again. Two when he was two years old, one when he was four, and one when he was six... There was no way he remembered that. He looked around the room nervously. Hopefully someone would let him know whether his calculations were right or not.