The Powder Toy

post bugs here by jacob1

jacob1
jacob1
188 / 28
29th Sep 2012
16th Mar 2014
Post any bugs you find here. But there aren't as many bugs that are really bugs and I don't already know about than when this first started, so also use this as a general conversation save, or to ask / tell me anything. #1 most commented save in tpt!
problems jacob1 bugreport glitch fix 960847 tptpp bugs tptplusplus glitches

Comments

  • jacob1
    jacob1     28th Feb 2017
    QuanTech: I don't either because I haven't been to school in a year
  • QuanTech
    QuanTech     28th Feb 2017
    welp i kinda jinxed myself. Got math homework today. Super easy homework tho. It looks like kindergarten shiz to me, cos we're learning Volume and Surface Area (7th grade ;-;) but I know linear algebra and calculus, so I'm always bored to hell in class.
  • 53cur1ty-Dr0n3
    53cur1ty-Dr0n3     27th Feb 2017
    2109183
  • 53cur1ty-Dr0n3
    53cur1ty-Dr0n3     27th Feb 2017
    Anyway, I managed to make an animated Bomb Sprite Using CRAY and alot of patience... It's hard to coordinate all the wifi so that each row displays the right number...
  • 53cur1ty-Dr0n3
    53cur1ty-Dr0n3     27th Feb 2017
    I have studies again in 1 week. it's the end of my 3 month holiday... And like my 7 year old self, I don't want to go! I always have this problem... I am also nervous on which career to choose. D:
  • PortalPlayer
    PortalPlayer     27th Feb 2017
    jacob1: well, also study :P
  • QuanTech
    QuanTech     26th Feb 2017
    @jacob1 i never get homework
  • jacob1
    jacob1     26th Feb 2017
    QuanTech: yay bananas PortalPlayer: yay math, I never have to do any homework ever again though
  • PortalPlayer
    PortalPlayer     26th Feb 2017
    Or just take http://www.boardofstudies.nsw.edu.au/hsc_exams/hsc2003exams/pdf_doc/mathematics_ext2_03.pdf and scroll to 4b.
  • PortalPlayer
    PortalPlayer     26th Feb 2017
    Blergh conics, I've been at this for almost 3 hours... share my pain: with the hyperbola x^2/a^2 - y^2/b^2 = 1 and the point P(a sec theta, b tan theta), find the intercepts of the tangent at P with the asymptotes, then show that the area of the triangle between the origin and those two points is ab. I got there in the end (that wasn't the full 3 hours), but it took so much work...