The Powder Toy

Synergy Computer (29-bit) by Synergy

Synergy
Synergy
1248 / 29
31st Mar 2015
4th Jun 2022
FIXED (credit to Draco712 for fix). 29-bit computer. Play the number game for an easter egg! Credit to SandwichLizard for display concept (ID: 1620783) and arK for dmux design. Video of computer in action: https://www.youtube.com/watch?v=oyxUjL_TA3A
smart adder electronics calculator filt game program typewriter processor computer

Comments

  • Urumasi
    Urumasi     3rd Apr 2015
    If you set ctype of the first pixel of FILT to 838860751 and then press start the computer explodes. Have fun destroying it, people
  • CharmyBee99
    CharmyBee99     3rd Apr 2015
    I tryed again and even wierder message come up "Welcome toe tergosiu cs | artr ae tutfilth lrgtoy | E1gotymu idbpoae nigr | .au | Wyl3buo opcomput" ( | = next line)
  • CharmyBee99
    CharmyBee99     3rd Apr 2015
    I sparked RAM and instantly got easter egg... it got gliched a bit and sayed "Welcome toe tothe Glorious PC Masterrace you filthy Troglodyte! 1.Get your mind probed again 2.Run away 3.Blow up computer in revenge"
  • Synergy
    Synergy     3rd Apr 2015
    10001010011010011010011001111*
  • Synergy
    Synergy     3rd Apr 2015
    demonman200, As for making the computer explode, I just mapped some WIFI to one of the unused char addresses. 001111 to be exact. xD So the instruction is actually 100001010011010011010011001111
  • CharmyBee99
    CharmyBee99     3rd Apr 2015
    Really good and easy to manipulate :) +1
  • MrMyasko
    MrMyasko     3rd Apr 2015
    Yes....
  • Synergy
    Synergy     3rd Apr 2015
    The compromise being that small numbers (say 5 x 15 for example), will also take 12 minutes. There might be a way to detect the bit length and reduce the time taken for smaller numbers.
  • Synergy
    Synergy     3rd Apr 2015
    If I implemented simple repeated addition, it would take the better part of 12 hours to calculate something like 18282 x 29839
  • Synergy
    Synergy     3rd Apr 2015
    Considering it's multiplying two 29 bit integers, at 1.5hertz, I would say it's pretty good speed. I would like to modify the implementation a little in the future to cut down on memory access, and possibly improve it to 5 minutes.