Lowercase and uppercase characters (52 chars)
| Number of characters
|
Number of combinations
|
Time to crack via abc attack h
|
Example
|
| 1
|
52
|
|
|
| 2
|
2704
|
|
|
| 3
|
140608
|
|
PaS
|
| 4
|
7311616
|
|
PaSs
|
| 5
|
380204032
|
|
PaSsw
|
| 6
|
19770609664
|
|
PaSswo
|
| 7
|
1028071702528
|
|
PaSswor
|
| 8
|
53459728531456
|
|
PaSsword
|
| 9
|
2779905883635710
|
|
PaSswordp
|
| 10
|
144555105949057000
|
|
PaSswordpa
|
| 11
|
7516865509350970000
|
|
PaSswordpas
|
| 12
|
390877006486250000000
|
|
PaSswordpass
|
| 13
|
20325604337285000000000
|
|
PaSswordpassw
|
| 14
|
1056931425538820000000000
|
|
PaSswordpasswo
|
| 15
|
54960434128018700000000000
|
|
PaSswordpasswor
|
| 16
|
2857942574656970000000000000
|
|
PaSswordpassword
|
| 17
|
148613013882162000000000000000
|
|
PaSswordpasswordp
|
| 18
|
7727876721872450000000000000000
|
|
PaSswordpasswordpa
|
| 19
|
401849589537367000000000000000000
|
|
PaSswordpasswordpas
|
| 20
|
20896178655943100000000000000000000
|
|
PaSswordpasswordpass
|
Lowercase and uppercase characters and some symbols (72 chars)
| Number of characters
|
Number of combinations
|
Time to crack via abc attack h
|
Example
|
| 1
|
72
|
|
|
| 2
|
5184
|
|
|
| 3
|
373248
|
|
|
| 4
|
26873856
|
|
|
| 5
|
1934917632
|
|
PaS1#
|
| 6
|
139314069504
|
|
PaSs1#
|
| 7
|
10030613004288
|
|
PaSsw1#
|
| 8
|
722204136308736
|
|
PaSswo1#
|
| 9
|
51998697814229000
|
|
PaSswor1#
|
| 10
|
3743906242624490000
|
|
PaSsword1#
|
| 11
|
269561249468963000000
|
|
PaSswordp1#
|
| 12
|
19408409961765300000000
|
|
PaSswordpa1#
|
| 13
|
1397405517247100000000000
|
|
PaSswordpas1#
|
| 14
|
100613197241792000000000000
|
|
PaSswordpass1#
|
| 15
|
7244150201408990000000000000
|
|
PaSswordpassw1#
|
| 16
|
521578814501447000000000000000
|
|
PaSswordpasswo1#
|
| 17
|
37553674644104200000000000000000
|
|
PaSswordpasswor1#
|
| 18
|
2703864574375500000000000000000000
|
|
PaSswordpassword1#
|
| 19
|
194678249355036000000000000000000000
|
|
PaSswordpasswordp1#
|
| 20
|
14016833953562600000000000000000000000
|
|
PaSswordpasswordpa1#
|
Could you make a table set for dictionary attacks against diceware passwords?
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