Odds Czar: Simple Biases in the Futures Markets 2006

Art's futures biases for March 1.

A "1" means bullish bias. A "-1" means bearish bias. The total is the sum of biases. A positive sum will be long bias. A negative sum will be a short bias. A sum of zero will be a neutral bias.
 

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Art's on vacation this week, but he's phoning in his spreadsheet to me. I'll continue to post for the week, and Art will resume commenting on his biases when he returns.
 
Art's futures biases for March 2.

A "1" means bullish bias. A "-1" means bearish bias. The total is the sum of biases. A positive sum will be long bias. A negative sum will be a short bias. A sum of zero will be a neutral bias.
 

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Art's futures biases for March 6.

A "1" means bullish bias. A "-1" means bearish bias. The total is the sum of biases. A positive sum will be long bias. A negative sum will be a short bias. A sum of zero will be a neutral bias.
 

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Sorry for the missed day Friday. I'm not the most savvy guy in the world when wireless laptop cards inexplicably go out and I'm in California away from my land based software and the surrounding geeks in Starbucks are willing and accommodating, but ultimately unable to help.

Anyway, I'm back now and don't have time for too much except to observe that the obvious buy for m tomorrow is the yen, and the obvious sell for me is the euro. Treat it together as a spread, and/or either side as an outright.
 
Hi Art, a quick question...

When you say you'll long yen tomorrow, what exact time do you have in mind? I mean yen trading 24 hours ..when is your potential entry, thanks in advance
 
sashe wrote

Hi Art, a quick question...

When you say you'll long yen tomorrow, what exact time do you have in mind? I mean yen trading 24 hours ..when is your potential entry, thanks in advance


daily (pit) open--in this case, 7:20 am cdt.
 
Art's futures biases for March 7.

A "1" means bullish bias. A "-1" means bearish bias. The total is the sum of biases. A positive sum will be long bias. A negative sum will be a short bias. A sum of zero will be a neutral bias.
 

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