Updated Random password (markdown)

sommermorgentraum 2024-10-19 16:24:25 +08:00
parent 5ac36a56d7
commit 1f5ba76233

@ -8,10 +8,10 @@ Flood mode is from streaming generated code, this will always streaming into ser
# Each shuffle algo and what it can bring you # Each shuffle algo and what it can bring you
| Algo / Source | Bring Entropy ? | Bring Randomization ? | Bring difficult to reverse calculation ? | Made it harder to Brute-Force ? | Time Complexity and Space Complexity | | Algo / Source | Bring Entropy ? | Bring Randomization ? | Bring difficult to reverse calculation ? | Made it harder to Brute-Force ? | Time Complexity and Space Complexity |
| -------------------------------------------------------------------------- | ----------------- | ----------------------- | ------------------------------------------ | --------------------------------- | -------------------------------------- | | -------------------------------------------------------------------------- | ----------------- | ----------------------- | ------------------------------------------ | --------------------------------- | ----------------------------------------- |
| Use time as seeds to pick a random frequency with LCG to fetch AFSK data | 🚫 | ✅ | 🚫 | 🚫 | O(1) - O(1) | | Use time as seeds to pick a random frequency with LCG to fetch AFSK data | 🚫 | ✅ | 🚫 | 🚫 | O(1) - O(1) |
| The original demodulated AFSK data as seeds | ✅ | 🚫 | 🚫 | 🚫 | O(1) - O(1) | | The original demodulated AFSK data as seeds | ✅ | 🚫 | 🚫 | 🚫 | O(1) - O(1) |
| Each digits using different seed in the buffer | ✅ | 🚫 | 🚫 | ✅ | O(n) - O(n) | | Each digits using different seed in the buffer | ✅ | 🚫 | 🚫 | ✅ | O(n^DITIGS_NUMBER) - O(n^DITIGS_NUMBER) |
| The LCG PRNG algo inside of cpp STL | 🚫 | ✅ | 🚫 | 🚫 | O(n) - O(1) | | The LCG PRNG algo inside of cpp STL | 🚫 | ✅ | 🚫 | 🚫 | O(n) - O(1) |
| Shuffle with two groups of seeds | 🚫 | ✅ | 🚫 | ✅ | O(n) - O(n) | | Shuffle with two groups of seeds | 🚫 | ✅ | 🚫 | ✅ | O(n) - O(n) |
| The SHA-512 hash algo | 🚫 | ✅ | ✅ | 🚫 | O(n) - O(1) | | The SHA-512 hash algo | 🚫 | ✅ | ✅ | 🚫 | O(n) - O(1) |