How to Create Strong, Easy to Remember Passwords
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- čas přidán 12. 07. 2024
- In this webinar replay, Ben goes over just exactly how to make a secure, easy-to-remember password. Have you ever been fed up with the number of passwords you need to remember? Or the fact that for each account you have, the best practice is to use a completely different password? The average person has to remember 20 passwords. The average IT professional deals with upwards of 100 on a daily basis. There's no way you can make a password that's easy to remember that fills all those fancy requests, right? That's where you're wrong: you CAN create a password with a large number of characters AND make it easy to remember.
► clearbridge.ca/how-to-create-...
CHAPTER MARKERS
0:00 - Video Intro
0:16 - What We'll Cover
0:30 - Disclaimer
0:50 - What Are Passwords?
1:20 - Why Do We Use Passwords?
1:43 - The Problems with Passwords
4:34 - The Don'ts of Passwords
5:25 - Don't Make It Too Short
6:55 - Don't Make It Too Simple/Easy to Guess
8:55 - Don't Reuse Your Password
9:42 - Don't Share It
10:14 - The Do's of Passwords
10:31 - Do Make It Long
11:40 - How to Create Secure, Easy-To-Remember Passwords
12:10 - Correct Horse Battery Staple (CHBS)
15:18 - Let's Try It CHBS
16:53 - Bruce Schneier
19:40 - Where NOT to Store Your Passwords
21:13 - So Where Can You Store Them?
22:20 - Password Managers
23:20 - Let's Review
Slide Deck ► docs.google.com/presentation/...
Register for our MFA Webinar: us02web.zoom.us/webinar/regis...
Clearbridge helps businesses by leading their digital strategy efforts through investments in technology. If you'd like to learn more about how Clearbridge may be able to help your business, visit clearbridge.ca
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Clearbridge Business Solutions
clearbridge.ca
1 (778) 383-6726
203-2600 Gladys Ave, Abbotsford, BC V2S 0E9
team@clearbridge.ca
Mon-Fri 8am-5pm PST
Located in Historic Downtown Abbotsford, on the corner of Gladys & Essendene
Four non-random words. A hacker using a list of 10,000 common words ^ 4 = 10,000,000,000,000,000 possibilities. Assuming one hundred billion guesses per second ~