On the eve of the regular season, Aaron Judge was offered a seven year, $213.5 million contract from the New York Yankees. The consensus at the time was that he was worth a bit more than that, but that it was a fair offer with a hometown discount baked in. Judge, though, turned it down, opting to bet on himself -- and it has worked in a huge way.

In late May, during Judge's hot start to the season (.307/.381/.664 in 156 PA at that point), I wrote that his expectations should now be well north of the Yankees' preseason offer of $213.5 million, even getting lucky with a line about Judge potentially deserving around $300 million if he hit 60 home runs this year.

Judge has only gotten hotter, hitting .317/.435/.705 over 506 PA since May 21, posting the highest WAR since peak Barry Bonds from 2001 to 2004 and reaching the 60-home run mark with nine games now left to tie or break the American League record.

If Judge's hot start has been followed by the best full season in almost two decades, how far north should his contract expectations be now? Is $300 million now the expectation?

We polled more than a dozen MLB executives, agents and insiders to find out.

Here are the 14 predictions from lowest to highest total dollars committed:

  1. 7 years for $259 million
  2. 10 for $265 million
  3. 8 for $280 million
  4. 8 for $280 million
  5. 8 for $300 million
  6. 7 for $301 million
  7. 9 for $320 million
  8. 8 for $320 million
  9. 8 for $328 million
  10. 9 for $333 million
  11. 9 for $335 million
  12. 10 for $340 million
  13. 10 for $341 million
  14. 10 for $375 million

And even more interesting, of the nine respondents to project a team Judge will end up with, four said he will stay with the Yankees, two have him going to the Mets, two said the Giants and one said the Giants or Dodgers. (More about that later.)

The contract guesses are pretty symmetrical, with one standout at the top (I wouldn't call it an outlier) and two at the bottom. These average out to 8.6 years and a hair below $320 million, which perfectly averages the two median responses.