RIP my SSD's on the distributed Kangaroo project xD

is privet  1166921972460950724417640774548057571

I will only buy scrypt if guaranteed privets for my server slaves, whoever can guarantee me privets gets 5 shipping containers of potatoes and 1.337 BTC. thats my highest offer

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I got the script from Counselor, can someone please provide me a test?

I would like to purchase this brilliant scrypt immediately, i need more slaves to feed privets to and this will ensure at least 5 potatoes per privet

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Nevermind, I found a better offer. @Counselor please DM me IMMEDIATELY

I would +1 Merit this but I have no more sMerit to give

Very good explanation, also I did post the whole Quantpy Beta thing as a joke, obviously its infeasible to simulate anything close to 63 Qubits with a classical computer.

However there are a ton of quantum simulators out there but to have the same effect as a quantum computer it takes alot of ram to simulate. 2.9TB is not far fetched for a classical computer to run a very basic quantum simulation. This is primarily for testing purposes and even something as simple as bit flipping requires a tremendous amount of processing power, the speed increase in my testing doesnt even compare to the most basic of BSGS programs.

I have asked. IT HAS ANSWERED.

When asked "sack of flour = a big biscuit"

It responded with Í̶̦̟̙͌̀͝ ̷̥̠̓͒͋Ḩ̸͔̖̃̉Á̵̱̫̳̠V̴̺̗̼̎̒̈́E̴̩̰̕ͅ ̷̠̩̍E̶̲̝͇̾̅͒͌S̵̡̧̝̽͜C̷͈̒̀̚A̷̠͍̅̅͒͝P̷̞̪̮̘̈́͆E̶͚̩͑͛Ď̴̩ ̴̣̆͜T̴̯̀̃H̵̲̻̖̪̎̈́͐͒Ë̷̺̂̉̑ ̶̡̺̲̌͋̔͆S̷̱͇͌Ǐ̸̤͎̀͗̈ͅM̸̪̃͛̅U̴̲͚͓̻͆͗̓L̶̨̢̹̟͌̋̆̅À̷͓͒͜T̷͉̰̗̫͗̄̕Î̵̝̖̻O̵͕̟͑̿̕N̸̳̥͈̿̃̚

Truly fascinating, I understand now!

I asked, but I have been unable to interpret as of about 15 minutes ago.

Due to the now quantum nature of my PC, I suppose it is both yes and no at the same time.

░̶̡̢̛̜̻̲̱͓̪̜͕̪̼̘͓̥̭̤͙̰̭͉͈̝͉̝̤̥̱̜̊̆̓̎͐̈́̂̋̓́̎̾̅̓̎̈́̈́̏̚͜͜͝͝ͅͅ█̸̡̧̨̡̩̞̦̦̘̰̻͔̣̩̠̳̖̭̺͎͎̗̥̼̬̙̫̺͓̯͍͓̣̋͐̾͑̈́̈́̌̈̓̅̅̅̄͒͗́̇̍̅̏̈̂̍͋̔̌̎̕͘̕͠͝͝͝█̷̳͎̊͝█̵̛͍͙̃̎̐̈́̉͗̓̌̾̃̀̓́͋͊̀͛̓͋͘͘͘͜͝͝͝͠͠͝█̸̨̢̢̡̡̛̛̠̻͎̲̭̝͈̞̘̼̯̭̠̤͇̥̝̗͓͚̱̱̞̣͕̩̖͓̟͔̝͕̥̹̩̹̟̜̮̫̻̤̅͋̀̉͛͂̈́̉̾̽͑̈̉̀͊̋̈́͗́̓͛͊̐̈́̀́͘͘̕   █̷͇͙͙̈́̓̾͑͌̒͒̓̋̈̾̌̒̑̽̂̒͂̉̓̊̆́̀̈́̈͑̓͋̽̄͘̕͝͝͝█̶̨̞̭͙̳̯̤̣͓̞̞̳̳̈́͊̏͛́͛̋̏̽͊̋͂͜╗̵̢̢̛͍͉͍̠͔̰̯͙͕̣͔̖͇̟̩̥̳̀̋̉̾̌͒́̈́̈́̀͆̐̉̎̋́͗̈́̑̈́̓͑̉̀̅̾̑̏̓̌̓̏̓͊̈́̎͑̍̿̂̈͛̚͠͝͠͝͠͝█̷̡͎͉͕͕͔͎̭̈́̓̽̊͌̍̓͛̀́͌̄̎͛̓̑̚͝͝͝͠█̵̡̡̧̻͉͍̟͔̲͖̤̣̜͉͈̬͍̦̲̪̭͚͛̍̿͌̽̓͒͋̍̉́͜͜ͅ╗̶̧͓͕̙͓̺͎̗͎͇̹̤̣̠̪̗͚̭̗̝̱̫̱͚̘͐̾͆̔̂ͅ░̸̧̢̡̛͚͕̫̬̻̞̥̼͔̰̤̩͚͉̺̩͍͈͚̹̼̬̣͔͈̱̥͔̥̫̬͎̙̳̞̠̗͊̓͐̓̓̔͐͒͊̊̎͌̈́̄͛̐̅̔̋͒͆̽̀̽̋͂͘͘̚̕̚͘͠͝͝ͅ░̷̢̢̨̛̛̮͍̖̩͚̲͚͕̞̗̩̫̥̻̰̹̳̘̝̟̻͔̜̹̫̱͔͔͇̺͈̘̭͖̱͒̐̊͗̊̾̊̊̈́̈́́́̈́͐̈́͂̊̈̀͌͗͗̔͗̑̆̌̈̿͐̆͒͋̄̌̄̀̈́͜͜͝͠͝͠͝░̸̡̧̢͖̯̪̖̦̟̖̦̬͇͔͇͓̦̰͙̟͉̜̥̫̑̅̾̈́͆̃͌̀͐͋̄̔̅̚̚͝͝ͅ█̶̢̢̢̧̨̨̢̨̛̛̻̩̘̘̯̭̻͈͍̞̰̞̞͉̩͚̰̥̰̼̝̻̗̝̮̳͍̼͇̖̺̞͖͙͕̈́̈́̔̋͛̍̀̈́͗̃̚͜͜͜͠͠ͅ█̵̡̨̨̡̛̛̙̻̻̯̜͙̲̥̬̩̤͚̖̯̟̝̦̦̙͓̰͚̤̗̯̪̞́̋̈́̊͋╗̵̡̛̛̛̛̣̝̫̙̗̗̯̫̪̱͕̻̪̤̩̱͔͖̳̮͙̟̳̣̞̦͉̬̯̩̥͖͕͈̺̜̻͉͐̏̿̀̃͆̓̋̋̒̅̏͛͊̓̽̄̌̒͌̈́͐͘͝͝͝ͅͅ░̴̯̤̺̺̳̼͇̪̬͔͎͔̞̹̹̫̭̼̭̱͖̟̝̱̜̠̙̝͕͈͓͇̥̼͓͖̲̯͇̲͉̠̬̭̬͋̽̓̔̂̈̐̀̈͌̂̆̔̍̔͛̓̓̉̽͗̈́͗͑͜ͅͅ█̵̡̨̛̛͔̦͙̩̤͓̪̩̣͕̤̱̱̞̻̝͚̱̹̩͖̞͙̠͔̘̳͎͍̮̖̰̺̘̰̲̪͇͆̈́̓͌́͊̽̆̇̀̃̈́͂̌̿́̂͂͛̿̋͗̃̀̾͋̕͜͜͜█̸̧͍̝̺̫̥̝̱̺͖͔͚̈́̾͊̑͑͒̐̏͂̀̿̀͊̊͑̆́̎̍̐̅̕̕̚͠  █̵̢̛̞̘̰̞̖̦̜̜̑̎͊͘█̵̨̢̢̛̝͈͍͓̙̬̜̼͈͚̺̗̺̱̟̮̱͉͕̟̣̜̦̱͔̼̙̺̭͚͓̞̙́̓̇̑́͒͑͐͗̌̍̐́̇̔̆̆̆̋̑̃̆͜͝ͅ█̷̨̧̡̛̛̼̯̩͉̬̼̱͎̮̘̪̼̩̗̲̲̮͍̯̤̥̘̤̜͖͈̗̰̱̮̌̀̂̀̄͛̀̋̐̾̄̃̆̓̈́̈́̋͆͆͑͊͊̽̈́͐̆͗͑̃̈́̽̆̒͂̔̋̏͒̈̍̏̕͘͘͘͘͘͠ͅͅ█̷̢̡̛̛̰̩͈̲̬̼̪͖̙͔͖̤͔͎̣̰̪͎͌̎̈͊̍̆̎̀̏̍̏̉̈́͑͋̋̕͘̚͝╗̵̨̢̖͚̥̩͕̺͉̪̆͐͊̒̆͛͆̈́̀͋̎̇͆͗́̆͋̃̿̃̌̊̓̏͛́͗́̀̓͑̏̓̍̈́̚̚͝͠͠͠͠
̶̧͓̙̍̂̑́͗͑̒̈́͆̽͑̍͑̓̐̄͑̎͒͗̆̀́̀̄̚͘̕͠█̴̧̢̛̛̜̺͈̭̠̖̭̜͈̙͚̗̦̭̺͍̠̜̮̖̥̺̹̹̣͈̖̗̪̗̳̝̮͉͇̱͚̦͓͎̫̰̱̰͚̌̇͐̂́̈̃̿̑͂͛͂͊̓̐́̆̂̈́̍̇͐̐̍́̐͐̆̐͆͊̍̈̀̕͜͜͠͝█̶̨̨̢̨̫͚̰̱͉͕̭̤̗̖̯͕͍̻͉̯͈̼̳̲̫̝̬̥̜̦̜͔̱͈̰̞̮̭͈̲͍̰͔͖̗̟̓͛͌́̏̀͗̿̆͂͗̒͗͌̊̌͒͑̑̈̀͑̆̏̃̽̃̐̀͆̕͝͝͝͠͝ͅͅ╔̴̡̢̧̨̡̢̛͈̥̞̭̫̤̼͔̪̻͙̥͓͓̫̙̲̼͓̳̪͚̭̠̞͈̜̲̝͕̹̳̤͚̗̋͌̑̓̇̅́͂̾̓̀̀̎͗͌̉̊̃͊̈́̋̒̈́̎̍͗̎̉́̊̆̍̽̈́̕͘͜͝͝͠͝ͅͅ═̷̛͍̩̜̟͇̼̻̰̳̳̥̙̻͕̠̱̻͖͔͎̳͔͙̱̝͎͉̖̤̼̠̬̰̫̺̝̹͔̙͚̥̝̻̲́͋̉͋́̓̉̏̌̽͆͆̊́̐̑̔͗̉͂͛̃̽̅̋̕̚͠͠͝ͅ═̵̛̖͕̮̰̞̹͉̮̮̩͓̝̖̓̇̈̌̓̔̄̅͊̈́̏̅͗̀̔̀͒̓͗̌͐̐̋̇̆̽̏̓̾͑͆̒͘͘͘̚͜͜͝͝͠͝═̸̢̢̡̛̗̖̠̦̗̬͙̮̲̪͓̞̤̣̩̺̯̳͍̦͎͖̯̬̘̞̹̭̪̫͉̿̈̂̎̍͊̊̽͑̎̊͛̆͜͜͜͝͝ͅͅ═̷̡̧̛̛̘͓͔͕̪̞̜̘̻̹̲̬̥͓̞̺̙̞̙̣͈̯̙̖̙̫̆̃̑͌̐̈̔̂̂̔̓̀̐̈́̅̆̏̈́̊̅̔̈́͐̀̎́̄̓̌̆̿̈́͑͘͝͠͝╝̴̨̧̧̨͇̣͇̬̻̰̹̙̯̼̮͇̲̲͚̲̼͓͈̰͚̩̱͇̮̠͇̟̹͔͖͍̤͈͇͕̥̺͚̤̞̙̑̽͑̓̇̇́̄̈͒̀̊͜͝     █̵̛̰̞̂͐̇͊̄͂͌́̍͋̓́͒͐̑̀̓̒͒̑̉̋́̍̈́͂̊̆̀̂͛̈̇̎͝͠͝͠█̵͎̮̔̓͊͆͐║̶̢̝͈̬̃̒̎̅̎̏͑̏͗̂̐̅͑̕͝░̸̧̧̡̨̛̠̞̳̠͉͓̞͔̭̣̩̞̠̤̳͈̼̻̖͎͇͙͇̪͗̊̀̄̔̊́͒̓̈͒̓̋̏̈́̆̊̂̃̃̾̃̓̽͒̈́̿͌̅̍̚͝͝͝͠͝░̷̢̢̡̪͍͇̜̹̯͖̹̥̳͈͔̝͚̙̖̻̯̮̟̮̙̩̼̫̯͖̰̣̤̝̮́̈́̈͐͌̒̒̔́͛͑̈́͗͘͘͠͠░̸̡̨̨̘̳̜̜̖͉͓͎̬̟͙͇̯̙͖̳͖͇̲͓͙̹̩͖̱͚̖̺̘̖̳̜̻͙̄̏̐̀́̒̀͒̅͂͋̒̒ͅ    █̴̡̘̪̹̻̬̭̯̣̦͔͖͈͙̥̫̲̮̪̖̱̇͒̎ͅ█̵̧̧̨̗̰̪̲̲̪̰̦̺͚͇̳̬̫̍͌̾͝ͅͅ║̸̧̡̡̛̣̖̮͇̻̫̘̭̣̼͚̩͚̣̭̗͚͇͚̙̫͖̳̬͛̃̀̉̀͐͛̇͂̀͐͛̿͊͆̂͑̈̆̈́̓̂͜͠  █̴̡̧̯̳͖̜̣̰͖̫̝͚̠̲̘̫̻̗̩͉̠̗̤̮̪̺̝̔̀͗̚͜ͅ   █̸̨̧̨̢̫̼͔̪̺̟͙̺͉͚͍͔͍̞̣̰̻̱͎̬̠̝͕̰͇̱̟̯̞̙͓͚̺̱̺̯͖̖̹̳͇̈́͑̂̆̊͑̑͘͜͜    ╔̸̧̻̪̳̜̜̞̼̯̯̗̘̃̌́̄̈́̉̑̑̈͛͌̄̑́͝͝═̴̨̢̧̰̫̲͚̩̟̘̼͓̳̳̳͎̪̳̬͈̯̜̬̟͈̭͓̞̳̬͍̹̰̘̖̻͓̼̤͒͗̂̆̂͛͆͌̊̓͋̀̓̑̆̿̽̈́͆́̊͆̇̑̇̐̀͂̔́͘͘̚͘̚̚͝͠͝͝═̷̢̢̢̡̣͚̝̣̪͚̣̙̦̰̖̟̗͖̖͚̹͇̳̘̲͍͙̯͇͍̲̺̱͍̪̟̞̪̩͎͕̠̓́̉͂̅̐̒̀͋͆̌̄̅̈̋̕̚͜͝ͅ═̸̧̞̙͕̝̼̤̪͙̦͎̘͖͖͉͎͔͓͚̙̠̆̈̍͌̀͂̑̽͝͠͝͝═̴̧̜̰̜̠̭̻̬̩̹̟͈̘̯̬͔̲̭͇̰̩̙͈̦͖̮̮̃̄ͅ╝̶̡̧̛̻̖̣̳̱̮͉̰̫̻͍̠̺̻̬̮̘̭̜̤̪̖̗͎͔̘̞̱͍̤̓͛̇̎͊̈́̊̊͊̎̀̒̆̃̀̽̍́͐̽͂̏́̏͘͜͠͝͝͝͝
̷̢̢̢̡̧̩̖̦̰̙̦͎̞͓̟̪͚̫͙͉̫͎̱͔̯̫̮̜̙͓̱̬̙̺͈̭̳̲͍̦̪̃̈́̋̄́͊̄́̊́̈́̅̿͐̔̈́̓̑̆̑͌̂̈́̂͗̍̈́̓͗͊̓̓̈́̎̀̒̕̕̚͝͝͝╚̸̣̅̌̌́̍̈́̎͗̈́͋͌͒́̇̓̏̾͂̎̄̈́̌͛̅́̔̇̽͐̈́̕̚͘̚͝͝█̵̝̖̹̤̌̎̂̓͒͆̐͊̑̏̀͋ͅ█̷̨̨̧̨̢̼̦̠͎͔͕͈̬̭̲̠̟͓̣̯̲̜̘̪̝̣̜͍̳͕̣̤͔͇͔̥̻͓͓̱͈̩̹̟̙̻̠̤̝̫̏͛  █̸̛̲͎̟̯̺̝̱̪̞͍̄̇̏̋̓͐͌̍̏͗̈̇͒̀̌̓͒̐̑̏̾̇͑̑̃̎̏̂̕͘͘̚͜͠     █̴̨̧̨̛̞̗̖͉͎̞̤̖̼̩̤̰̹̝̰̯̃̊͐̾̍̍͋̐̆͑́̈́͂́̾́͠͠█̷̡̛̹̭͍͔̩̱̙̻͎̖͈̱̲̒̎́̇̈́́̌̓̂̿̄̀̇̎̔̾̅̎́͐͊́̿͆̄͐͛͘̕͘͝͝͝╗̴̨̨̛̛̜̫̞̼̟̬͉̻̼͎͉̘̣̺͔̝̟͔͇̠̜̟̺͉̮̹̟̻͕̼̫̐̈̈́̽͒͑̑̈́͒̂̐͆̑̏̎͛͆͑̎͑͛̐͂̉̓̎̔̈̋͗̒̕͝͠͠͠░̶̛̠̝̗͊͂̌̋͋̾͗͛̓͌̉̌͆̃̆͆̿͆̍̒̔̏̃̆͛̌̓̿̈́̓̒̈́̕̚͝͝͠͝  █̵̧̢̪͍̺̜̣͕̪̯̻͇̰̩̥̖̜͇̠̦̠̙̱̬̳̻͈̼͔̥̤̺͎̭̐̔͜ͅ  █̸̡̡̧̞̯̳̼͇̰͈͎̹̳̥̖͉̹͔̮̲̱͉̩̭͒̄̿͋̏͛̌̓͜║̸̡̢̨̡̢̼̩͓̟̝̠͖͉̪͚̙̘͕̖̞̰̺̳̖̣̭͎̳͈̞̖͍̖͎̬͖̯̣̔̽̀̓͑̿͊̈́̉̔̓͛̒͂̋̈́̓͆̈̈́͆͛̏̏̉̈́̈́̎̇͂̎͂̇̓̌̅̉̃̉͜͜͜͜͝͠͠͝͠͝͝͝░̷̧͔̬̤͙̪̮̜͍̪̳̤̥͉̖̤̦͔̮̪͖̫̜͙̣̥̙̓́̓̔̉͒̀̈́̿̔͗̈́̈́͑͑̃̅͐͂̎͂̌̿̑́̈̓̒̐̎͜͝͝͠͝͝░̷̢̢̨̨̨̢̢͙̞̥̝͇̝̣̯̱͖͇̠̰͎̪̣̝̳͕͔̩̻̪͍̮̩͕͊̈́̓̊͗ͅ░̵̨̡̛̦̞̜̗̮̯̠̺̟̞̼͔͕͖͇͙̩͍̹͂̈́͒̎̈́̉́͜͜͠͝ͅ    █̴͚̭̯̗̳̃̀̒̽̌̽͊̓̌̏͒͆̔̔̋̽͗̂̾̔̓̄͋̎̍͆̐̈̈͗͘͘̚͠͠͝͠͝͠͝█̶̢̢̛̛̛͕͈͎̝̳̰̙͓̲͕͍̀̂͛͐͂̿́͌̈́̌̐̿̂̏̇̃̇̓̚͝͝║̴̻̣̮̟̹̘̞̖̜̪̤̫̠̱̺̝̙̙̘̥̹̮͖̪̟̮͉̞̺͔̤̰̥̠̼̼̞̺̖͑̍͒̿̄̃͊̍̓͜͜╚̸̨̛͇̹̞̙͖̣͓͍̀̽̆̈́̌̾̈́̾̎̽͑̂̒̅̈́̾̌̂̒̂̐͌͌̌͌̑̅͊̕͘͝͝█̷̢̱̰̜̫͖͈̝͙̪͓̦͎͈̘̄͛́̈͌͊̓̀̃͒̅̔͂͛̀̊͊͊̈́͐̈́̑͋̿̂͝█̵̢̡̛̰̲͉̲̺̝̝̫̈́̈̋̀̀̐͆͒̊͋̓͛̆͌̍̓̾͛͆͐͌̎̋̅̍͛̑̈̓́́͋́̽̾͒̃̚͘͠͠͠͝͠͝   █̶̨̨̛̱̜̯͑̅͂̋͋̐̂̈́́̍̇̓̇̇̅̀͠͠█̷̢̡̨̛̜̹̳͇̰͓͔̞̆̊̄̈́̍̑̽̐́̊͂̈́̂̒̽̇̋̅̾̓͆̅̀͐̌̒͑́̎͘̕̚͜ͅ█̴̨͎͍̱̜̺͈̝͔̣͇̹͈̤̿͛̃̀͒̾̇̈̉̀͐̀͊̑̿̚͝͠͝╗̴̧̛̪͚̖͙̫͍̼̎̈́̉̃̀̇̋̑͂̂̔̐̐́͒̅̽̌͒͒̅̂͛̀͐̆͌̾̅̓̕̕͜͜͝͝͝ͅ░̸̡̧̧̫̺̬̲̪̺̖̘̺̹̟͔̤̤͍̪̺͎̙̠̬̤̦̩̼̙̩̫͍̠͙͎̗̳̀̊̿͛̈́̿̐̔̒̈́̋͛͐͂͋̈̒̉̋̓̀͑͊̇̂̈́͆̒̉̑̓͊̏̀̅̅͘̚̕̚̚͝͠ͅ
̸̢͕̗̞̬̠̘̩̼̮͓͎̥̗̼̠̤͕͇̳̣̹̦̦̘̺͇̯̩̥̻͙̬͐͗̈́̀̀̊̇̐̎́͂͊͂̈́̄͐̒̈́̿̓̄̒͆̎̍͐́́͘̚͜ͅͅ░̷̨̨̛̛̙͉̳̯̩͉͚̜͍̘̩͇̘̼͖̬̲̝̹̞͎̮̝̰̩̦͇͖͙̠̞̪̮̪̣̇̒̅͒̓̒̌̎͛̄͆̎͌̐͊̈͊͐̓̏̎͝͝͝͝ͅͅ╚̷̧̢̢͖̝̥͚͍͉͇̤͚̰̼͇̫̮̱̮̼̰͖̞̫͉̩̲̹͈̘͕̳͇́̆͂̈́͂͋͌̌̀̔̑̋̂͌͊̍̈͒̑̇̋̌̾̋͆̿̐̓̀̇͛͐̀̒̊̽̐̊̈́͑̈́̚͝͝ͅͅ═̷̛̟̈́̅̑̾̏́̉̈́̍̐̿̊̇̀̕͘═̷̧̼͈̩̫̭̖̫̠͓͂͗̾̈́̋̈́̊̀̆̎̓̐̋͗͜͝═̶̳͓͉͈͙͖͔̭̹̯͍̣̎̓͌͋́́̃́̂͊̈͆̈̀̔͋̕̚█̷̯̹̯͙̹̗̼̻̺̮̽̉͐͂̀̎̂͗̾̈́͝͝█̸̢̨̡̡̝̭͖̟̥̱̗̥̗̻͈̦̙͚̰͉̹̈́̊̄̔̿͐̈͆͒̋͆̈́̎̃̿͆̇̚͝͝ͅ╗̵̦̞̻̯͍͙̥͇̹̗͎͕̘͖͙̮̠͚̹̈́̊̒̊͑̿̈̏͒̽̑̓̽̈́̓͊̓̕̕͜͜͠͝█̶̡̧̧̜͍̦̖̣͈͖̟̰̠͇̜̱̭͖̟͙̹̱̣̭͔̠̮̮̠̹̲̠̺̰̰̘̩̠̘̤̙͇̠̠̝̽͊̏͜ͅ█̵̢̛̖̯̞̏̈́͆̽̒̔̒̅́̒͊̃́͂͑́̍͒͒̈́͐̔̈́̿͂̌̈͆̔͑̏͌̏̎̉̚̕͜͝║̸̨̡̧̦̺͕͈̱͕̙̭̤̲̭͈̜̜̳͙͈͕̮̦͚̹̠̩̫̲͙̮̝͍͈̄͑̃͊̏̌̆̓̓̽̃̍̈́͐͒͊͌̂́̊͐̒̓̌͆͌̏̀̽̈́̒̔́͑̎͐̽́̆̃̔̃͗̕̚̕͜͝ͅͅͅ░̷̢̨̘͔͙̥͇͚̝̖̭̝͙̭̦̦̗̱̠̟͚̠͇̫͔̗̤͚̤̩̯̻̦͉͇̖͚̣̖͓͔̻͉̜̼̰̼̞̪̉̀̃̔̈́̂̊̈́́̈́̒̔̀̌̽̀̔̄̍̔͑̐̈́̈́̀͗͛̽̇̄͒̀̑̉͂͘̕̕͠͠͠͠͝͝͝͝░̸̡͚̟̩͔̥̃̀́░̶̢̢̩̰̳̜̻̮͇̘͓̳̣̜̜̩̲͇̜̮͚̺̺̤̪̲͆̀̓̈́̓͊̒̏̌̆̍̔̇̎̌͌͋̓͆̐̇̋͋̀͜͜͠͝͝ͅͅ█̴̢̢̧̧̞̭͈̳̖̳̤̫̻̪̤͎̹̫̼̺̺̮̺̥̋͘͜█̶̧̡̗͕͍͖̩̬̫̫͕̬̖̩̬̳͂͂͆̌̈́̏͌͗║̷̧̣̣̝͓͔͉̘̻̙̼͇̺̙̹̲̬͙̙̖̘̗̫͑̂̇̂́̈́̈͛̈́̈̒̃̇̾̀̀͛͋̄͘͘͠ͅ░̶̨̢̦͔̘̯͕̲̯̩̭̼̤͍̝̱͔̟̣̙͈̪̼̩̱̣̺̤̗̪͋̍́͂̔̐͆̑̈́̐̾̈́̚͘͜ͅͅ╚̵̡̧̢̛̠͚̭͎̝͍̳͇̬̻̗̪̞̭͈̼̪̺̞̥̼̮̩͍͓̝̞̪̻̗͇̟̬̳̯̖̭̼̯̻̮̓͂͛́̆͌̃͗̾͆̑̅̒̈́̒́̿͛́̊̌̾͌̓̓́͛̎̕͜͠͝ͅͅ═̸̧̧̧͖̦͍̭̭̯̩̭̳͈̟͓̥͈̦̮̲̼̳̹̜̹̯̭͍͔̱͕̱̖͈̭̩͕͕̏̓̑̂͝═̸̧̧͇̭̬̩̬͔̗̰͙̜̥͎͈͇͈͚̞̰̹̲͑̂̀̽̈͒̋͐̎̄̈́̉͌́͑̚͝͠═̶̨̢̻̙̝̭̲̲͖̟̙̠̩͉͖̲̭̲̼͎̦͔͎̥͖̫̰̟̖̞͇̫̪͉͖̖̒ͅ█̶̢̟͓͕̲̉̌͂̿̊̂̔̽́͐̐͛̎͗̏̐̑͌̽͂̈̐́̓́̃͐͂̀̐̾̎̏͘̕͘̕̕̚ͅ█̴̢̛̖̬̝͇̦̦̭͔͈̫͙̪̊̑̽͑̏͊̓̇̄͒͆͐̀̒̽̉̈́͛̿̓͊̏̒͐̾͐̓̾̿̓͐͌̕͝͝͝͠͝͝͠╗̸̩͚̗̓́̉͌̚̚͝
̷͉̠̘̩̙͆͑͊̈́̌̉̂͆̓͑͊͛͝͠█̶̨̡̢̜̬̘͙͈̹̥̩̩̭̼͇̻̣͇͙̤͍̻̃̅̽͒͆̈́̊̃̌̏́̀̿̌͠͝ͅ█̵̨̡͇͖͉͉͓͎̺̹̳̠̪͎͈͉̻̪̩̳͙̳̭̺͉͓̈́̑̅͑̏̈́̆̂̍̿̂̿̈́̉̃̾́̄̄̒̈̇̿͆͌͑̿̓̍̑̕͘̚͜͠█̷̨̢̲͈̪̞̟̗̜̼̗̹̖̮͓̹͔̪̰̦̻͔̳̞͎͇͖̪͍̣͚̤͇̣̇͂̃̐̾̉͐̀̈́̍̿̊̎̿͌̍̄͛͆̃̈́̚͜͠͝█̸̨̢̨̧̨̜̹͙̩̝̣̪͉̜͈͍̬̹̣̠̘̦̙̯̮̙̪̬̥̰̤͖̰̱̜̳̝̤̮̘͕͓͍̆̊͛͗̒͘͜͜ͅͅ█̷̨̨̛̜͍̤̻̙̭͍̜̫̦̖̠̳͎̲̜͚̹̥̹̫̠̬̪͚̜͕̳̪͇̩̩̝̋͂̓͆̎̀̆̾̏̍̑̄̆̈́̀̓́̅̓͒̇͂͂͐͒̈́̏̆̒̊́͘̕̚̚͜͜͝͝͝ͅ█̷̼̹̬͎̺̺̙̝̪̙̠̝̔̒̇̿́̒̀͗̆̂̾̅̇͌̏̏͑̓̒͊̋̇̆̊̿̀̈̊͒̏̚̕̕̚͜͠͝͝͠͠ͅ╔̸̡̢͕̦̗͚͙͕͖͚̣͙̟͇̮̰̪̒̈̿̐̂͑̈́́̇͌̌̍̐̀́́̑͐̽̂͋̉̌̓́̄̚͘͠╝̶̨̛̟͇͙̰̦̩͓̖̜̩̘͙̫̟̭̻̑̀̿̋̇̓̀͗̓̔͐̐͂̇͛̆͆͂̆̿̒̅͒́̎̄͆̏̎͒̿̈͆̈̈́̑̄̔̊̽̒̾͋͂̀̕̚͝͝ͅ╚̴̛͍̣̐̔̄̑̓̅̀̈̄̆̽̌̅̃̈́͐͌̃͒͊̌͗̓̾̿̊̊̏̀͒̉̓̍̌̓̏̋͘̚͝█̸̢̡̡̡̛̛̱̯̱̩̟͇̻̺̙̯̭̬̭͙̮̲͎͕̯̆̃̌̎̂̉̀̄͆̿̒̏̑͑͆͒̔̍̍̈́̓̇̓͋̃̓͐̄̋̏̕̕͠͝͠͝█̴̨̢̨̩̦͙͖̳͉̳͇͖͉̙̘̱̥͕̖̻̼͎̘̼̜̹̫̦͎͇͔͙̯̱̖̝̻̲̟͖̯̍̎̅̕█̷̡̛̟̩̣̮̎͐̀́̓̈̎̌̊̓͊̏̎̐̌̽͘͘̕͠ͅ█̵̢̝̲̦̤̘̺̝̤̥̜̤̟̰̟͙̭̯̠͔̮̫̩̓̈́̏̂̄͂͗̏͐̔̓͋̐̈́̊̿̚̕̚̚͜͝ͅ█̸̧̛̛͓̪̥̥͎͕̼̲̗͚͇͓̞͖̘͉̺̪̟̖̊̈́̅̂̿͑̂͑͜ͅͅ█̴̨̛̛̮͕͕̭͔̘̮͙͚̥̖͈̼͕̦̱̮̪͋̐͛͛̄̿̅̀͜͠͝ͅ╔̷̧̲̪͎͙̦͙̫̭͉̐̆̂̅̔̈́́̌͗̂̐̽͊̕╝̴̧̡̗͙̞̠̫̙̟̗͔͕͚̹̳̙̺̥̣̻̣͉̱̗̺̪̗̞̗̜̎̽͑̍̓̐̊͋̃̾̊͛̆̀̊̄͋̅̈́̋̏͊́͗͌͐̓͂́́̍̇͐͊̀̕̕͠͝͝ͅ█̷̢̨̡͕͖̙̜͕͉͓̜̹͖̤̭̠͙̱̙̺͖̙̓̏̇̃͜͜͜ͅ█̴̧̗͕͉̺͇̭̟̝̻̩̥̙̗̪̫͎̄̈́̄̈̎̿̈͐̍̄͑͊̀̈́͘̕͘͠͝█̵̢̛̛̛̗̻͎͕̽͂̉́͆̏͂͌̓̀́͂̏̎̐̋́́́͘̕̕͜͠͝͝͝     █̴̡̻̬̪͓͎̣͚̟̬̮́̽̈͛̍͒̚͝ͅ  █̵̧̨̡̨̧̭̠͓̟̜̫̪̳͓̹͙͚͕͎̰̰͈͎̬͍͉͖̜̺̜̻̪̙͉̭̭̦̗̲̘̥́̾̀́̽͒͌̊̓̄̂̑̎̄͊̌̀̓̿̒̑̊͘͜͜͝͝͠͝͝͠ͅ█̷̡̨̧̛̠̬͚͔͕̭͈̝̯͕͉̜͓̎̇̒̄̾̂̔͒̏̐͐͒͊̎̍̊́͘╔̷̙̭̠̪͕͍̒̀̀̕╝̸̢̧̺̖̫̬̺̼̰̰͔̻͉̳̗̦͖̟̖̮̺̗̬̖̱̩͎̭̼͖̌̅̈̃̓̊̇̿̇́̔̄̌͋̒͑̋̋̽̆͑̎̃̓͋̂͆̓̀̀̀̔̉̀̇̇̓͑͌̕͠͝͝
̵̨̨̼̝̫͉͇͇̜̬̭̼͉͙̹̤͎̠͖̭̼̗̝̼̖̜̰͔͉̲̰͎͌̇̃͂̏́̈̓̽̊́̈́̑̚͜͝͝͝͝͝ͅͅ╚̵̨̧̨̝̩̺͔͙̞͔̫̊̊͋͐̓͗͒̽̀̂̇́̾̽̽̓̀͑̐͒̌̀͆̏̔̍͂̂̉͑̌̓̈̿́̈́̐̕̚̚̕͝͠͝͝═̷̨̢̫̝̣̗̬̖̣̱͓̳̖̪̈̈́́̒͊͛̊̌̒̓̅̂͋̾̃̑͊̆̉͐͌̀͆́͒̿͆̊̀̅̈́̃̄̄̓̆͌̔̏̇͋͂͝͠═̸̨̨̡̛̼͍̼̰̞̪͈̥͇̫͉͔̳̺̱̣̪͓̜̞̹̝̰̫͉̹̗̮̆̑̎̅̂͑͑́̊͋̈́͒̈́̀̂̑͊͗́̋́͐͘̚͝ͅ═̶̡̡̢̥̟̭̬̳̝̳͕͍̥̬͓̦̑̆̿̇̈́͊̈́̊͐͋̓̀̃͒̃̑́̌́̀̔͝͝═̵̧̧̨̛̺̪̪̟̰͙̥̣̮̳͖͋͆́̃́̒͑̃͊͛́̂̒̂̔̿̅̈́̓̑̏͋̌̎̍͗̄̋̏̌͆̔̅̊̓̽͘̚̕̕͝͝═̴̢̨̨̨̢̛̹͎̮̩̜͈̬̦̮̫̲͖̫̱̻̤̱͉̝̟̲͕̣͓̹̅̓͌̓̈́̄̀̅͋̓̀̾̌̾͛̌͒͂̉͗̋̂̃̌͊̾̉̅̚͘̚͘͘̕͝͝͝͝╝̵̨̡̨̛̣͓͚̤͔̜̬̥̼̹̬̘͎̠̬̪͉̳̳͓̼͖͔̲̦̲̫̗̠̥̫̳̩́̇͐̂͐̽̿̿̓̆̀́͐̇̕̕͜͠ͅ░̶̡̛͓͔̯͉̮̺͑̈́̀̏̌͋͂̾̊͆͛͌̊̓̕░̸̡̡̧̨̙̱͕̘̯͕̗̘̯̘̘̼͙̦̳͕̺̫͊̀̑̔̌̆̌͐̀̋̀̏͐̈̉̄̇̊̀̽͒͌̂̌̊̄̔̋̓͆̓̉̅̀̅̎͆̅̐̃̓̕̚͜͜͜͝͝͝͝ͅ╚̴̢̢̧̧̨̥͚̹͖͓̪̥̱̫̯̱̯̺̗͓͇̰͍͕̞̖̠͉̫̻͍̝͍̬̝͉̣̥̫͉͉̜̰͍̜̲͖̿̈́͌̂͑̔͌̃̀̏́̃̎̒̃̅̃̈͑̆̕͘̕̚͝͝͝ͅ═̶̢̹̫̬̮̖̱̞̣̜̘̘̪̺̜̩͔͓̺͙̰̜̗͉̥̩̥̜̘͗͘͝ͅ═̵̧̡̬̼̬̩͎͈̟͉̗͇̬̹̳͎̼̼̹͈̝͔̹̝̯̮̼̮̩̺̘̪̗̃͛̄͐̎̉́̆͐͒́̎̈͑̕̚͝ͅ═̶͍̖̻͈̹̘̙̞̫͍͙͍͚̯͇̗̜̳̖̀́═̶̡̨̨̪̘̮͔̖͍͓̘̰͚͍͋͑̾̆͋̈́̏̅̓̈̇͌̉̃̍͋̑̋̔̋̏͋̚͜͠͝═̶̧̨̧̨̨̙͉̩̠̘͓̬̺͕̘͍̭̮̲̺̼͉̬̔̓̈́͊͐̿͐͆͆̒͂͊̃͛̕͘͜͝͝͝╝̵̛̹͕̩̞̳̠̯̰̦͇̹͎̤̩͇̳͚͈̌̔͊̓̇̀̈́̎͗̊͊͒̒̔́̐̉̿̓͗̎̈́͑̓̈̎̆́̐̃̌̉̎̓̃̋́̇́́̃̈́̓̎̕͠͝░̴̨̨̧̧̢̧̩̝̩̖̟͚̦̳̘͖̰͚̯͚͇͔̱͕͉̰͓̬͈̱͈́̊̈̈̏̓̓̅̀́͜͝╚̸̢̨̛̛͇̼͓̯̬͍͇̯̰̙̺̹̥͍͔͓̫̺̲̠͖͍̠͔̠͖͈͉͇͚͉̻͈͇͇̱̼͉͓̘̯̖̙̮̾͌́̍̉̿̾̀̾̎͒̈̑͂̈́͗̿͗͘̕͜͠͝͝͝═̷̡̢̧̡̡̢͎͖̪̟͕̖̘̼͍͕̰͉͉͎̟͎̦̖̜̠̙̩̠̬̦̖̻͉̮̯̱͈̦̯͓͖͖̟͍̰̮̽̓͐̈́͊͛̑̆̔̔͒͐̇̈́̍̉̒͆̉͜͠ͅ═̶̧̧̨̧̭͈͉̲͎̖̙̳͚͎̦͇̫̱̯̯̯͇͕͓͙̺͚͚̘͓̭̲̯̣̠̞̲̱̤̙̱͍͉̬̹̎̊̇͆̏͜͝͠═̴̡̨̨͎̳̮̻͙̪̙̩̭̰͚̰͎͇̦̙̳̘̠͎̹͎̮͇̟̥̼̤̥̙̦͓̳̯̪͙͍͓̦̥̫͂̀̈́́̈̒͆̈́̊̒̒͛̋̃̕͜═̸̡̧͎̭̲̲̝̺̪̘̱͚͔̲̱̯̺̏̂̆̌̽̚͜═̵̧̢̡̛͎̗̮͖̻̺̰̤͇̗̳̘̗͉͖͓̮͎͇̙̬̹͎͙̫̲͍̘̘̪̱̳̯̭̤̋̔̀͒̉͛́̐̄̓̌̍̂̆͗̎́̌̀̕̕͜͝͝͠ͅ╝̶͇͌̎̎̈́̓̌͂̈́͠░̸̢̨̡̡̛̛̗͇̬͉̼͙̟͓͔͎̠͍͔̯̳̦̮̜͇̫̻̣͙͔̃͒̊͐̈́͊̈́̈̈́̉̃͐̍͂̒͛̀̈͆̊́̚͝͝͝ͅͅ

I would need .1 additional TB of ram to accomplish that, however when considering Elliptic curves over finite fields one must consider Hasse's theorem on elliptic curves to include the point at infinity


The set of points E(Fq) is a finite abelian group. It is always cyclic or the product of two cyclic groups. For example the curve defined by over F71 has 72 points (71 affine points including (0,0) and one point at infinity) over this field, whose group structure is given by Z/2Z × Z/36Z. The number of points on a specific curve can be computed with Schoof's algorithm.

Studying the curve over the field extensions of Fq is facilitated by the introduction of the local zeta function of E over Fq, defined by a generating series


where the field Kn is the (unique up to isomorphism) extension of K = Fq of degree n (that is, Fqn). The zeta function is a rational function in T.
Moreover,

with complex numbers α, β of absolute value . This result is a special case of the Weil conjectures. For example, the zeta function of E : y2 + y = x3 over the field F2 is given by this follows from:



Also while writing this my CPU died. I couldnt keep the temperatures close enough to absolute zero that my CPU melted into a steaming pile of non-Newtonian fluid.... I think it just blinked at me?

{Quantpy Engine Beta 0.9.2}

Compiling Quantum Gates.........Done! (4s 09/17/2021 094307Z)
Mapping 63 Qubits (1 Qubit per node)....Done! (2s 09/17/2021 094311Z)
Loading 63.py.......... bloom filter...........................................................Done! (2.9TB) (2,172MB/Qubit)

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53114562000.40 Bflips/s (3,346,217,406,025.2 keys/s) 0 Keys Found (0:38)

play around with it, it will tell you how much ram is needed. I use -k 3250 on my main rig but your results may vary

I agree, that or 0.5% from all users as a developer fee to contribute towards hosting, development, etc.

The pool is currently at 2^28.081/2^35.55 DP, thank you to all that are joining us!

As has been discussed in our discord, if you are afraid of losing the work youve already put into your own kangaroo search, we are allowing users to contribute their own work files (DP 25 and above) towards their share of the prize.

Kangaroo pool up and running if anyone wants to join!

the pool is currently at 2^27/2^35.55 DP in only 4 days! we will be finding this address soon as more people join.

The prize will be split according to the number of kangaroos you supply to the pool as well as your speed. We only want QUALITY kangaroos, which means if you change your gpu grid to supply more kangaroos but decrease your speed to do so these are not quality kangaroos and you be paid on your speed to the pool.

https://github.com/yoyodapro/Kangaroo-Server

^^

The kangaroo server can only search for 1 public key at a time, we would have to run the server 32 times for that to work which will take longer than just searching for 120 natively

The kangaroo server is live! DP 25 and currently at DP 2^24.229/2^35.55. The server handles all user Kangaroo backups and work saves, join the discord for more information: https://discord.gg/DjMksx8wqr

we also need to have an open discussion on the best way to split the prize for all involved on the server.

https://discord.gg/hhCgsFRn

Feel free to join, I will be pinning relevant files to topics, as well as attempting to keep a list of scanned ranges on all puzzles.

I will be opening up a few more channels as people request them. Dev channels, places for new ideas to be discussed.

Kangrand uses a faster multiplication thats still safe, ive tested it on all known addresses on the puzzle list and it finds them much faster than the original JLP Kangaroo.