Silver is parabolic - Trader Dan
Wolf359
Posts: 7,656 ✭✭✭
Silver is blowing through upside resistance levels so quickly that is almost seems futile to list them. $30 now seems easily attainable given the ease with which it knifed through $27. Indeed, silver is moving in what can now be described as parabolic fashion based on the steep angle of ascent on the technical price charts. Open interest readings do not yet indicate a commercial signal failure is occurring but...
Sinclair's Mindset
Sinclair's Mindset
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What's that P.T. Barnum said?
“Every crowd has a silver lining.”
There simply was no significant trade above these levels. Now metal is being bought and sold so
support levels will be formed on the way up but there is no real resistance. Prices will stall only when
the fundamentals don't support a higher price.
<< <i>Just sold 40 Dec 60 Calls today.
What's that P.T. Barnum said? >>
I have no idea what the hell you're talking about. Seriously, stick to the topic, thanks.
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Thinking clealy is purely optional
Coin's for sale/trade.
Tom Pilitowski
US Rare Coin Investments
800-624-1870
Hey if you ask me, we could see it in a week because that ginormous short position in silver is about to collapse in a frenzy that will be heard around the world.
Or it may take a while...who knows.
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Parabolic to me sounds like a very steep rise, a peak and then a fall at the same rate it rose. Car headlamps use the parabolic design to spread out light from the source.
BST: Tennessebanker, Downtown1974, LarkinCollector, nendee
The "bend" on the parabola is at the bottom, so they're saying that it's shooting to the moon!
(and I was kicking myself about four weeks ago when I bought a 100oz bar for $24+ right before it dropped by a buck. Almost bought another bar at that point, but didn't. Oops)
In this case I think they are saying that the rate of increase in silver prices is increasing. That could be described mathematically many ways. A parabola has an increasing rate of increase, but the rate of increase can be vaired infinitely as well. So a flat chart can be cureve fitted to a parabola...or a hyperbola, thus perhaps all the hyperbole.
--Jerry
googled this
<< <i>
googled this >>
...and now google this! Asymptotic