Does anyone know the Construction Cost Index (CCI) for December 2015?

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ptatohed

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Once a year, we check the CCI (and the CPI - Consumer Price Index) to make adjustments to the "Unfunded" projects projected construction costs in our city's CIP (Capital Improvement Plan).  I usually do a December to December analysis of the previous year after the turn of the calendar year.  We paid for a one-month subscription in ENR's website in March but ENR only showed the CCI history through Nov 2015.  I need Dec 2015 to be consistent with previous year's analysis.  Does anyone know it by chance?  Thanks.   

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