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+--- Forum: General Forum (/forum-4.html)
+--- Thread: TAS (/thread-5535.html)
TAS - aurelio - 01-17-2016 07:02 PM
I've been away for a while from TAS and It seems to me that prices for HP vintage calculators have been "a little bit" increased, isnt it?
RE: TAS - smp - 01-17-2016 07:21 PM
Yes, I agree. Especially in the area of the HP-71B and any HP-IL accessories.
Beyond that, HP-41C, CV and CX are quite elevated, as are the HP-11C, 15C and 16C, at least in my opinion.
One of the things I find is that when I go to sell something, the price I can get is meager, but when I want to buy something... pretty much exactly the opposite!
8-)
smp
RE: TAS - vk6ti - 01-17-2016 11:00 PM
Yes, and my auction thoughts for today, everything seems to sell for reasonable price except everyone is interested in the one item you want.
I am glad I started collecting years ago, but I still think it is all overpriced for what it is.
Ray
RE: TAS - Harald - 01-19-2016 01:44 PM
What I am wondering is, will the prices drop in future?
The question is, will HP calculators appeal to future generations and will they continue to be collectibles even for those who didn't grow up with them?
RE: TAS - damaltor - 01-19-2016 04:48 PM
Well, only one thing is definitely true - the devices will get more rare...
RE: TAS - Accutron - 01-19-2016 04:51 PM
Don't expect them to go down in price over the long term. They're riding the typical bathtub curve of collectible item value, and scientific instruments are among the most rarefied categories of antique collecting. Early personal computers have already jumped two generations of collectors, and prices continue to rise to astronomical levels. Pre-microprocessor computers are even more insanely expensive.
RE: TAS - walter b - 01-19-2016 04:52 PM
As mathematicians say, it's a strictly monotonically decreasing function.
d:-)
RE: TAS - rprosperi - 01-19-2016 09:29 PM
(01-19-2016 04:52 PM)walter b Wrote: As mathematicians say, it's a strictly monotonically decreasing function.
d:-)
Increasing?
RE: TAS - walter b - 01-19-2016 09:58 PM
(01-19-2016 09:29 PM)rprosperi Wrote:(01-19-2016 04:52 PM)walter b Wrote: As mathematicians say, it's a strictly monotonically decreasing function.
Increasing?
The number of devices decreases, doesn't it?
d:-)
RE: TAS - rprosperi - 01-19-2016 10:24 PM
(01-19-2016 09:58 PM)walter b Wrote:(01-19-2016 09:29 PM)rprosperi Wrote: Increasing?
The number of devices decreases, doesn't it?
d:-)
Aha... I thought you were addressing the direction of the prices.
RE: TAS - walter b - 01-19-2016 10:30 PM
I responded to damaltor's post - as is obvious in the mode that must not be named here.
d:-)