View allAll Photos Tagged csfx

A pair of CEFX AC4400's make their way through the rock cut at Eagle Mills Junction in Michigan. The LS&I's 3 Tilden job has already brought one cut of ore loads out of the mine and is now heading back south to pick up the second cut of loads.

 

====Info====

LS&I Ore Sub

Eagle Mills, MI

 

LS&I 3 Tilden (Eagle Mills, MI to Tilden Mine, MI Turn)

 

CEFX 1005 AC44CW Blt. 2001

CEFX 1012 AC44CW Blt. 2001

 

Another train, another day... taken from where?

Canadian Sponsorship Forum 2015

11 July 2014 - Ottawa, ON, Canada

 

Announced that 2015 CSFX would take place in Edmonton from 4-6 June 2015

taken by Carlos/CSFX on location in New Orleans cemetary

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

artsy version of my Carlos candid.

something so very Johnny Cash about it to me...

Carlos on set relaxing

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The US dollar strengthens against a basket of major currencies on Thursday due to a combination of better-than-expected US economic data and a dovish stance from the European Central Bank. These factors have prompted investors to reconsider their assumptions about the Federal Reserve's interest rate hikes. The US economy showed faster growth in the second quarter, supported by robust consumer spending and increased business investments in equipment, which may help stave off a recession.

 

📊💹 Stay ahead of the market trends! Explore the impact of US data and ECB's stance on the US dollar. Make informed trading decisions now! 🚀📈

 

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