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Strategies & Market Trends : The Darvas Box Thread - Using the Nicholas Darvas system -- Ignore unavailable to you. Want to Upgrade?


To: Dow Beater who wrote (228)1/18/1999 2:47:00 PM
From: jan_mike  Read Replies (1) | Respond to of 498
 
It's CANSLIMish for sure. Now I just need the rest of the world to agree. That's why I love the Darvas concept. I get bored holding and sell perfectly good companies, many of which make runs after I get bored. I think LogicWorks tripled and was bought out soon after I sold out. I figure if I can identify a decent population of decent companies, many of them have to be moving up if the market's moving up. One or two should be really ripping in a bull/neutral market. That's my theory anyway.
Mike



To: Dow Beater who wrote (228)1/18/1999 7:33:00 PM
From: Iceberg  Respond to of 498
 
>CANSLIM, in some ways, is very similar to the Darvas method.

Dow Beater,

True.

One "critical" [?] difference though - as I understand it - is that the CANSLIM approach doesn't mandate that all-time highs be a requirement prior to buying a stock; that 52-week highs will suffice, although not quite as desirable as stocks passing through all-time highs.

I'm gradually forming an opinion that, for all practical purposes, a 48-52-week high is sufficient for operational purposes, and that tracking down only stocks that are at all-time highs might be a waste of time and effort.

I know that's not what Darvas used. But it seems to me that a year-or-so in the market in 1999 isn't quite the same thing as a year-or-so in the market in 1959 during Darvas' heyday, approximately 40 years ago. Things happen much faster now.

With Internet stocks, for example, a single day can seem like light-years - especially if you are on the wrong side of a trade. So I don't know that the all-time-high restriction Darvas emphasized is necessarily valid today. [BTW, I'm not suggesting anyone get involved with irrational-behaving Internet stocks. That was just an example I used to illustrate the concept of time in today's markets.]

Ice