1 Mar 2024 |
@logicmatter:matrix.org | i skipped mathematics | 22:47:39 |
@logicmatter:matrix.org | when i was young | 22:47:43 |
knoppix | and why do you need it now? | 22:48:00 |
@logicmatter:matrix.org | am i allowed to ask why such question? | 22:48:20 |
knoppix | to understand where is the problem sit | 22:48:47 |
@logicmatter:matrix.org | i forgot the combination of my padlock | 22:49:09 |
knoppix | to give you a proper suggestion | 22:49:10 |
knoppix | ook | 22:49:29 |
@logicmatter:matrix.org | i have sleep problems and forget things | 22:49:45 |
knoppix | so just try 0000, 0001, 0002,..., 0009, 0010, 0010 | 22:50:02 |
knoppix | * so just try 0000, 0001, 0002,..., 0009, 0010, 0011 | 22:50:08 |
knoppix | like counting | 22:50:15 |
knoppix | * so just try 0000, 0001, 0002,..., 0009, 0010, 0011, 0012,... | 22:50:28 |
@logicmatter:matrix.org | if i use the formula will it be faster or your method is better? | 22:50:39 |
knoppix | it will not be faster | 22:50:53 |
@logicmatter:matrix.org | is it the same speed? | 22:51:10 |
knoppix | yes | 22:51:16 |
knoppix | you need to try all of the combos | 22:51:28 |
@logicmatter:matrix.org | thank you | 22:51:35 |
knoppix | if youre lucky, you will be done in some 60 min | 22:51:53 |
@logicmatter:matrix.org | :) | 22:51:59 |
knoppix | good luck ;) | 22:52:40 |
| * knoppix saves this hilarious case on HDD | 22:55:06 |
zorakw | ! stands for factorial | 23:01:02 |
zorakw | In reply to@logicmatter:matrix.org In reply to @hpotsirhc:matrix.org You want a formula for the number of combinations or a formula for the combinations? what's the ! stand for? 👉 | 23:01:17 |
zorakw | n! = n×(n-1)×(n-2)×...×2×1 | 23:02:07 |
zorakw | with, by definition 0! = 1 | 23:02:29 |
zorakw | In reply to@logicmatter:matrix.org i forgot the combination of my padlock better watch the lockpick lawyer and learn to pick the padlock | 23:04:42 |
5 Mar 2024 |
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