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Post by Deleted on Feb 19, 2018 8:57:38 GMT -6
DBacks offer: Charlie Blackmon OF Col - $10,500,000 (2021) (TO2022)
Previous Salary: $300,000 (PP2018)
And while Blackmon has put up tremendous numbers, all while hitting in his home ball park, with it's rarified thin air, he is a free agent after this year and there is no guarantee that he will remain in Colorado.
For the last fours (2014-2017), his numbers outside Colorado are not spectacular, as he is slashing .268/.323/.347/.670 (BA/OBP/SLG/OPS). This is well below his lifetime slash line of: 305/.359/.497/.856. He definitely makes use of the thin air in Colorado, and there is a risk that he may not be there after this year.
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Post by Boston GM (Jerry) on Feb 19, 2018 9:03:38 GMT -6
Approve #1
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Post by Astros GM (G-funk) on Feb 19, 2018 10:22:38 GMT -6
Approve #2
Scores taken from "Players" section
Giancarlo Stanton - 2016 - 12,500,000 - 54.04 90.12 63.24 Avg = 69.13
Andrew McCutchen - 2015 - 11,500,000 - 85.70 88.48 91.43 Avg = 88.54
Charlie Blackmon - 2018 - 10,500,000 - 85.99 78.25 79.08 Avg = 81.11
Lorenzo Cain - 2017 - 9,000,000 - 50.58 78.29 63.24 Avg = 64.04
Nelson Cruz - 2016 - 9,000,000 - 79.87 86.07 65.67 Avg = 77.20
Jason Heyward - 2016 - 8,750,000 - 69.55 71.02 52.66 Avg = 64.41
Jay Bruce - 2014 - 8,500,000 - 85.82 83.55 80.35 Avg = 83.24
JD Martinez - 2017 - 8,500,000 - 58.66 79.02 68.34 Avg = 68.67
Mark Trumbo - 2017 - 8,500,000 - 78.72 58.29 47.74 Avg = 61.58
Scores taken from Player Card
Giancarlo Stanton - 2016 - 12,500,000 - 68 97 62 Avg = 75.67
Andrew McCutchen - 2015 - 11,500,000 - 92 86 93 Avg = 90.33
Charlie Blackmon - 2018 - 10,500,000 - 99 90 67 Avg = 85.33
Lorenzo Cain - 2017 - 9,000,000 - 46 77 53 Avg = 58.67
Nelson Cruz - 2016 - 9,000,000 - 89 77 60 Avg = 75.33
Jason Heyward - 2016 - 8,750,000 - 61 56 47 Avg = 54.67
Jay Bruce - 2014 - 8,500,000 - 65 71 62 Avg = 66.00
JD Martinez - 2017 - 8,500,000 - 70 78 75 Avg = 74.33
Mark Trumbo - 2017 - 8,500,000 - 73 43 41 Avg = 52.33
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Post by Oakland GM (Matt) on Feb 19, 2018 12:51:20 GMT -6
Approve #3
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