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- Initializing Conjecture A
- Base: 58
- Secret: 228
- Signal: 229
- Performed modPow Operation (58 ^ 229 % 257) = 215
- Channel: 215
- Performed modPow Operation (151 ^ 228 % 257) = 81
- Challenge: 81
- -----
- Done!
- -----
- Initializing Conjecture B
- Base: 154
- Secret: 31
- Signal: 246
- Performed modPow Operation (154 ^ 246 % 257) = 139
- Channel: 139
- Performed modPow Operation (151 ^ 31 % 257) = 237
- Challenge: 237
- Conjecture.new(isListener => Bool::False, base => 58, secret => 228, signal => 229, channel => 215, pole => Int, identity => Int, foundation => Int, element => Int, dynamo => Int, manifold => Int, ring => Int, barn => Int, reactor => (my Int %))
- Conjecture.new(isListener => Bool::False, base => 154, secret => 31, signal => 246, channel => 139, pole => Int, identity => Int, foundation => Int, element => Int, dynamo => Int, manifold => Int, ring => Int, barn => Int, reactor => (my Int %))
- Establishing Dynamo
- Performed modPow Operation (237 ^ 228 % 257) = 92
- Performed modPow Operation (92 ^ 229 % 257) = 140
- Channel: 140
- Performed modPow Operation (81 ^ 31 % 257) = 92
- Performed modPow Operation (92 ^ 246 % 257) = 223
- Channel: 223
- Dynamo Base: 92
- Performed modPow Operation (92 ^ 228 % 257) = 225
- Pole: 225
- Performed modPow Operation (92 ^ 31 % 257) = 81
- Pole: 81
- Performed modPow Operation (81 ^ 228 % 257) = 8
- Performed modPow Operation (225 ^ 31 % 257) = 8
- -----
- Peer A Summary:
- Channel: 140 Signal: 229 Pole: 225 Carrier: 8
- Peer B Summary:
- Channel: 223 Signal: 246 Pole: 81 Carrier: 8
- -----
- Establishing Peer B As Listener And Publishing Pubkeys
- Performed modPow Operation (92 ^ 15 % 257) = 246
- Established Listener Ephemeral Keypair Identity/Foundation: 246/15
- Conjecture.new(isListener => Bool::False, base => 92, secret => 228, signal => 229, channel => 140, pole => 225, identity => Int, foundation => Int, element => Int, dynamo => Int, manifold => Int, ring => Int, barn => Int, reactor => (my Int %))
- Conjecture.new(isListener => Bool::True, base => 92, secret => 31, signal => 246, channel => 223, pole => 81, identity => 15, foundation => 246, element => Int, dynamo => Int, manifold => Int, ring => Int, barn => Int, reactor => (my Int %))
- Establishing Peer A With Element B:
- Performed modPow Operation (92 ^ 45 % 257) = 211
- 4 Challenges Herniate A Signal With 2 Convergent Spins But No Charge (Like A Neon)
- Performed modPow Operation (246 ^ 45 % 257) = 22
- Performed modPow Operation (223 ^ 45 % 257) = 136
- Performed modPow Operation (246 ^ 229 % 257) = 169
- Performed modPow Operation (223 ^ 229 % 257) = 120
- Established Elemental Accord At: 327
- Finalizing Elemental Accord From Peer A With Element B:
- 4 Challenges Herniate A Signal With 2 Convergent Spins But No Charge (Like A Neon)
- Performed modPow Operation (211 ^ 15 % 257) = 22
- Performed modPow Operation (140 ^ 15 % 257) = 169
- Performed modPow Operation (211 ^ 246 % 257) = 136
- Performed modPow Operation (140 ^ 246 % 257) = 120
- Established Elemental Accord At: 327
- Conjecture.new(isListener => Bool::False, base => 92, secret => 228, signal => 229, channel => 140, pole => 225, identity => 45, foundation => 211, element => 327, dynamo => Int, manifold => Int, ring => Int, barn => Int, reactor => (my Int %))
- Conjecture.new(isListener => Bool::True, base => 92, secret => 31, signal => 246, channel => 223, pole => 81, identity => 15, foundation => 246, element => 327, dynamo => Int, manifold => Int, ring => Int, barn => Int, reactor => (my Int %))
- Two Convergent Dynamos With Spin Establish A Non-Hamiltonian Triangulational Foundation (see Reimann). Let Us Derive A Manifold Base!
- Establishing Dynamo From Base, Signal, Element
- Performed modPow Operation (92 ^ 229 % 327) = 128
- Establishing Dynamo From Base, Signal, Element
- Performed modPow Operation (92 ^ 246 % 327) = 46
- Syncing To Peer Element
- Performed modPow Operation (46 ^ 229 % 327) = 46
- Syncing To Peer Element
- Performed modPow Operation (128 ^ 246 % 327) = 46
- (The Calibi-Yau-Reimann Manifold As Defined Here Exceeeds All Published Science)
- Conjecture.new(isListener => Bool::False, base => 92, secret => 228, signal => 229, channel => 140, pole => 225, identity => 45, foundation => 211, element => 327, dynamo => 128, manifold => 46, ring => Int, barn => Int, reactor => (my Int %))
- Conjecture.new(isListener => Bool::True, base => 92, secret => 31, signal => 246, channel => 223, pole => 81, identity => 15, foundation => 246, element => 327, dynamo => 46, manifold => 46, ring => Int, barn => Int, reactor => (my Int %))
- Here We Have Total Convergence With Double Ratchet/3-Diffie From Open Whisper Systems
- -----
- Now We Go Off The Deep End
- Opening Manifold 46 With Carrier 8
- Performed modPow Operation (8 ^ 46 % 327) = 46
- Performed modPow Operation (46 ^ 46 % 327) = 172
- Opening Manifold 46 With Carrier 8
- Performed modPow Operation (8 ^ 46 % 327) = 46
- Performed modPow Operation (46 ^ 46 % 327) = 172
- Conjecture.new(isListener => Bool::False, base => 92, secret => 228, signal => 229, channel => 140, pole => 225, identity => 45, foundation => 211, element => 327, dynamo => 128, manifold => 46, ring => 46, barn => 172, reactor => (my Int %))
- Conjecture.new(isListener => Bool::True, base => 92, secret => 31, signal => 246, channel => 223, pole => 81, identity => 15, foundation => 246, element => 327, dynamo => 46, manifold => 46, ring => 46, barn => 172, reactor => (my Int %))
- Here We Have Symmetry But Not Biharmonic Symmetry (No Mass, No Reverb)
- Hashing Volt Identity Function For String: Configuration
- Performed modPow Operation (37 ^ 67 % 257) = 127
- Performed modPow Operation (127 ^ 111 % 257) = 107
- Performed modPow Operation (107 ^ 110 % 257) = 124
- Performed modPow Operation (124 ^ 102 % 257) = 184
- Performed modPow Operation (184 ^ 105 % 257) = 35
- Performed modPow Operation (35 ^ 103 % 257) = 88
- Performed modPow Operation (88 ^ 117 % 257) = 67
- Performed modPow Operation (67 ^ 114 % 257) = 121
- Performed modPow Operation (121 ^ 97 % 257) = 121
- Performed modPow Operation (121 ^ 116 % 257) = 193
- Performed modPow Operation (193 ^ 105 % 257) = 193
- Performed modPow Operation (193 ^ 111 % 257) = 4
- Performed modPow Operation (4 ^ 110 % 257) = 241
- Hashing Volt Identity Function For String: Configuration
- Performed modPow Operation (37 ^ 67 % 257) = 127
- Performed modPow Operation (127 ^ 111 % 257) = 107
- Performed modPow Operation (107 ^ 110 % 257) = 124
- Performed modPow Operation (124 ^ 102 % 257) = 184
- Performed modPow Operation (184 ^ 105 % 257) = 35
- Performed modPow Operation (35 ^ 103 % 257) = 88
- Performed modPow Operation (88 ^ 117 % 257) = 67
- Performed modPow Operation (67 ^ 114 % 257) = 121
- Performed modPow Operation (121 ^ 97 % 257) = 121
- Performed modPow Operation (121 ^ 116 % 257) = 193
- Performed modPow Operation (193 ^ 105 % 257) = 193
- Performed modPow Operation (193 ^ 111 % 257) = 4
- Performed modPow Operation (4 ^ 110 % 257) = 241
- Inducing Barn 172 By Ring 46 To Capacitance With Volt Identity 241
- Performed modPow Operation (172 ^ 241 % 46) = 44
- Inducing Barn 172 By Ring 46 To Capacitance With Volt Identity 241
- Performed modPow Operation (172 ^ 241 % 46) = 44
- Inducing Ampere 44 To Manifold/Ring 46/46
- Performed modPow Operation (44 ^ 46 % 46) = 4
- Inducing Ampere 44 To Manifold/Ring 46/46
- Performed modPow Operation (44 ^ 46 % 46) = 4
- Conjecture.new(isListener => Bool::False, base => 92, secret => 228, signal => 229, channel => 140, pole => 225, identity => 45, foundation => 211, element => 327, dynamo => 128, manifold => 46, ring => 46, barn => 172, reactor => (my Int %))
- Conjecture.new(isListener => Bool::True, base => 92, secret => 31, signal => 246, channel => 223, pole => 81, identity => 15, foundation => 246, element => 327, dynamo => 46, manifold => 46, ring => 46, barn => 172, reactor => (my Int %))
- The Ampere Has A Resistance Signature But The Henry Absolutely Does Not! (See What Is Shape?)
- Resisting Ampere 44 With Element/Channel 327/140
- Performed modPow Operation (44 ^ 327 % 140) = 64
- Resisting Ampere 44 With Element/Channel 327/140
- Performed modPow Operation (44 ^ 327 % 140) = 64
- To Exceed The Joule Is Proliferation. I Suggest You Do It Anyway (See Key/Signing/Salt)
- Sustaining For Element A
- Amplifying Ampere/Element/Channel: 64/327/140
- Performed modPow Operation (64 ^ 327 % 140) = 64
- Amplifying Ampere/Element/Channel: 64/327/140
- Performed modPow Operation (64 ^ 327 % 140) = 64
- Sustaining The Ohm
- Performed modPow Operation (64 ^ 327 % 140) = 64
- Sustaining The Ohm
- Performed modPow Operation (64 ^ 327 % 140) = 64
- Sustaining For Element B
- Amplifying Ampere/Element/Channel: 64/327/223
- Performed modPow Operation (64 ^ 327 % 223) = 2
- Amplifying Ampere/Element/Channel: 64/327/223
- Performed modPow Operation (64 ^ 327 % 223) = 2
- Sustaining The Ohm
- Performed modPow Operation (2 ^ 327 % 223) = 115
- Sustaining The Ohm
- Performed modPow Operation (2 ^ 327 % 223) = 115
- Discarded Ohm A Because B Is Listener
- Ohm A Might Be Useful For Spin? - Note Not A Real Nuclear Reactor, Play Around!
- Sustaining Dynamic Reaction
- Performed modPow Operation (115 ^ 140 % 223) = 41
- Performed modPow Operation (115 ^ 223 % 140) = 115
- Sustaining Dynamic Reaction
- Performed modPow Operation (115 ^ 223 % 140) = 115
- Performed modPow Operation (115 ^ 140 % 223) = 41
- Conjecture.new(isListener => Bool::False, base => 92, secret => 228, signal => 229, channel => 140, pole => 225, identity => 45, foundation => 211, element => 327, dynamo => 128, manifold => 46, ring => 46, barn => 172, reactor => (my Int % = :daiichi(41), :ichidai(115)))
- Conjecture.new(isListener => Bool::True, base => 92, secret => 31, signal => 246, channel => 223, pole => 81, identity => 15, foundation => 246, element => 327, dynamo => 46, manifold => 46, ring => 46, barn => 172, reactor => (my Int % = :daiichi(115), :ichidai(41)))
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