1995-12-30 - Australian “calculatorcard”

Header Data

From: “Cees de Groot” <cg@bofh.toad.com (none)>”Cees de Groot” <C.deGroot@inter.nl.net>
To: cypherpunks@toad.com
Message Hash: 9cf6da9eec662ac3352d2394da552fce1c456997b9153c8ea24891b8482c24ca
Message ID: <199512301556.QAA31294@bofh.cdg.openlink.co.uk>
Reply To: N/A
UTC Datetime: 1995-12-30 17:10:28 UTC
Raw Date: Sun, 31 Dec 1995 01:10:28 +0800

Raw message

From: "Cees de Groot" <cg@bofh.toad.com (none)>"Cees de Groot" <C.deGroot@inter.nl.net>
Date: Sun, 31 Dec 1995 01:10:28 +0800
To: cypherpunks@toad.com
Subject: Australian "calculatorcard"
Message-ID: <199512301556.QAA31294@bofh.cdg.openlink.co.uk>
MIME-Version: 1.0
Content-Type: text/plain


Hi everybody,

Yesterday, on UK Discovery, there was an item in the programme Beyond 2000
about an Australian card which implements a challenge-response protocol
and can be used for banking, etcetera. Basically, you give your card
number (over the phone), get a challenge number, enter your pin and
the challenge, and then give the response. All in CC format...

They plugged it as the ultimate identity-prover, so I'm kind of interested
in what's behind. Now, I know that Discovery constantly repeats old
stuff, so I'm not sure whether this is actually hot/new/... 

Can anybody provide me with pointers to more in-depth information about
this device and the algorithm(s) behind it ?

Thanks

-- 
Cees de Groot, OpenLink Software		     <C.deGroot@inter.NL.net>
262ui/2048: ID=4F018825 FP=5653C0DDECE4359D FFDDB8F7A7970789 [Key on servers]
 -- Any opinions expressed above might be mine.





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