Author Topic: Off-Calc Axe Parser  (Read 9676 times)

0 Members and 1 Guest are viewing this topic.

Offline DJ Omnimaga

  • Clacualters are teh gr33t
  • CoT Emeritus
  • LV15 Omnimagician (Next: --)
  • *
  • Posts: 55941
  • Rating: +3154/-232
  • CodeWalrus founder & retired Omnimaga founder
    • View Profile
    • Dream of Omnimaga Music
Re: Off-Calc Axe Parser
« Reply #30 on: January 27, 2011, 06:06:47 pm »
Not sure, it seemed like him, although we never know.

SirCmpwn

  • Guest
Re: Off-Calc Axe Parser
« Reply #31 on: January 29, 2011, 01:49:11 pm »
I don't know how best to implement this, but here's my method for tiDE (which supports Axe):
Open an instance of the emulator behind the scenes (invisible) and turn off the speed limit.
Load Axe into the emulator, and load the source code into the emulator
Force some keypresses to open Axe and compile the source
Extract the resulting program, save to hard disk.

Offline Deep Toaster

  • So much to do, so much time, so little motivation
  • Administrator
  • LV13 Extreme Addict (Next: 9001)
  • *************
  • Posts: 8217
  • Rating: +758/-15
    • View Profile
    • ClrHome
Re: Off-Calc Axe Parser
« Reply #32 on: January 29, 2011, 02:00:12 pm »
Hey, that would work. Are you really planning to include that? It'd be awesome.




SirCmpwn

  • Guest
Re: Off-Calc Axe Parser
« Reply #33 on: January 29, 2011, 02:02:56 pm »
Yeah, it will be included as part of the TI-Basic suite.

Offline AngelFish

  • Is this my custom title?
  • Administrator
  • LV12 Extreme Poster (Next: 5000)
  • ************
  • Posts: 3242
  • Rating: +270/-27
  • I'm a Fishbot
    • View Profile
Re: Off-Calc Axe Parser
« Reply #34 on: January 29, 2011, 02:06:25 pm »
I like how you complain about a 1 month necropost after you bumped 4 (5?) threads that were over 2 years old... <_<
Actually it was before.  Hmmm, I think aeTIos posted that and then forgot to logout.  Then someone came on as him and started necro-ing. :(

I don't think so. I was talking to him on IRC beforehand.
∂²Ψ    -(2m(V(x)-E)Ψ
---  = -------------
∂x²        ℏ²Ψ