31 August 2018
Fraser confirmed as No.1. Yacht Brokerage in the Superyacht Annual Brokerage Report 2018
Fraser is thrilled to announce that The Superyacht Annual Brokerage Report 2018 has confirmed Fraser as the No. 1. Yacht Brokerage, both in terms of number of transactions and value of yacht sales completed over the last five years.
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The Superyacht Annual Brokerage Report 2018, an in-depth look at the brokerage market, was published for the first time in August, and cited Fraser as the top yacht brokerage not only for 2017 but in the five year time period of 2013-2017 that was analysed stating, 'The results reveal Fraser to be the top brokerage, having been involved in €2.66 billion of superyacht sales in our five-year time window. The firm was involved in 20 per cent of all sales made between 2013 and 2017 by the brokerages in the ranking table.'
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Among the results published in the annual report was the fact that 'Fraser completed more than €1.2 billion of sales as the sole central agent on listings between 2013 and 2017 and introduced the buyer in €723.8 million of sales,' noting that Fraser's performance as a sole central agent was 'outstanding.'
![](uploads/image/news/Articles/180830_The_Annual_Report_Brokerage_2018_p29_C.jpg)
Furthermore the research found that, 'On average, vessels listed with Fraser remain on the market for 6.9 months, which is 0.7 of a month below the average for these 10 brokerage houses.' In the 50M-60M bracket, in which Fraser sold the most yachts, the average time on the market for yachts listed with Fraser was found to reduce further to just five months.
Fraser CEO, Raphael Sauleau, comments, "We are extremely proud to be named number one. Special credit goes to our team for performing consistently year after year. It goes without saying that we are extremely grateful to our customers for their trust and loyalty towards our brand. This is also confirmation of what we have always known – putting the client first, delivering on what we say we will, having highly experienced brokers that know the market inside out and, ultimately, having respectful, open relationships with our clients built on trust is what gets results.”
To access the full report from Superyacht News please click here. To find out more about Fraser's services please contact us by clicking here.
Among the results published in the annual report was the fact that 'Fraser completed more than €1.2 billion of sales as the sole central agent on listings between 2013 and 2017 and introduced the buyer in €723.8 million of sales,' noting that Fraser's performance as a sole central agent was 'outstanding.'
![](uploads/image/news/Articles/180830_The_Annual_Report_Brokerage_2018_p29_C.jpg)
Furthermore the research found that, 'On average, vessels listed with Fraser remain on the market for 6.9 months, which is 0.7 of a month below the average for these 10 brokerage houses.' In the 50M-60M bracket, in which Fraser sold the most yachts, the average time on the market for yachts listed with Fraser was found to reduce further to just five months.
Fraser CEO, Raphael Sauleau, comments, "We are extremely proud to be named number one. Special credit goes to our team for performing consistently year after year. It goes without saying that we are extremely grateful to our customers for their trust and loyalty towards our brand. This is also confirmation of what we have always known – putting the client first, delivering on what we say we will, having highly experienced brokers that know the market inside out and, ultimately, having respectful, open relationships with our clients built on trust is what gets results.”
To access the full report from Superyacht News please click here. To find out more about Fraser's services please contact us by clicking here.