Prices to Move gmc 2500 sierra From BEACON FALLS, Connecticut to UKIAH, California
The average price to ship a gmc 2500 sierra from BEACON FALLS, Connecticut to UKIAH, California is $1217 based on 5 quotes posted on February 20, 2011.
Number of Responses
3
Average Price
$1217
Price Range
$1125.00 to $1325.00
Origin Location:
BEACON FALLS, Connecticut
Destination Location:
UKIAH, California
Approximately Miles
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Direct Express Auto Transport
$1325
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Price : $1325.00
Deposit: $150.00
About This Quote
Maybe it was a simple typo, but our quote generator did not recognize your make and model. Can you try again by going to our site at www.AutoTransportDirect.com ? We are Direct Express Auto Transport, the largest door-to-door auto transport company with the highest rating (A+) by the Better Business Bureau (BBB). Or call us at 1-800-600-3750.
Reference ID: 6288
Received: 2/20/2011 4:40:10 PM
Disclaimer:
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1Flat-Rate LLC
$1200
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Price : $1200.00
Deposit: $0.00
About This Quote
NO DEPOSIT… ABSOLUTELY NO PAYMENT UNTIL DELIVERY!
Many factors go into giving you an accurate quote.
The quote we give you here could even be too high, depending on your individual circumstances.
NO DEPOSIT… ABSOLUTELY NO PAYMENT UNTIL DELIVERY!
800-876-4888.
anyfreightanywhere@gmail.com
Reference ID: 4535mp
Received: 2/21/2011 10:47:20 AM
Disclaimer:
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Ship a Car Direct
$0
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Reference ID:
Received: 2/21/2011 6:18:31 PM
Disclaimer:
Quotes processed on this site are ESTIMATES ONLY and intended to give you a rough idea of an average price to expect. While every effort is made to keep our automated quotes accurate, there will be occasional discrepancies. For a more accurate estimate, contact us at 866-440-2655 or click the link above to visit our website.
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Franks Automobile Shipping & Transport
$1125
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Price : $1125.00
Deposit: $100.00
Reference ID:
Received: 2/22/2011 6:18:26 PM
Disclaimer:
Oops Quotes
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There is a high probability that these responses that we received from these company's were miscalculated. We anticipate that the price will significantly change if you call for a quote. To keep this quoting system accurate we have automatically removed these quotes which mathematically appear to be inaccurate.
