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sharcuda22

sharcuda22
Member Since
Apr. 18, 2022
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San Jose Sharks
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Seattle Kraken
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Forum: Armchair-GM6 hours ago
Forum: Armchair-GM11 hours ago
Thread: Clinched
<div class="quote"><div class="quote_t">Quoting: <b>jamnjon</b></div><div>I thought it might be interesting to look through a bunch of draft day pick trades involving 1st round picks (18 total) and have the data based on the Athletic's pick value chart...most of the time the team trading up overpays by roughly 10-20%, though there was 1 example of a team (unfortunately the Sharks going for Goldobin) losing a tiny bit of value while trading back and some of them are closer to even, some are over 20%.

Looking through capfriendly entry draft trades involving at least 3 picks - 1 on one side, 2 on another, and at least 1 1st rounder), skipping any that include players since those are tougher to quantify (bold involves the Sharks):
40+51 for 27 = 2.1 + 1.5 for 3.2 = 0.4 sweetener to trade up or 12.5% of the pick value for the side with the better pick
<strong>27+34+45 for 11 = 3.2 + 2.5 + 1.8 for 5.7 = 1.8 sweetener or 31.58% (Bystedt)</strong>
90+22 for 20 = 0.6 + 3.7 for 4.0 = 0.3 sweetener or 7.5%
23+48+138 for 15 = 3.6+1.7+0.3 for 4.9 = 0.7 sweetener or 14.28%
24+80 for 22 = 3.5+0.7 for 3.7 = 0.5 sweetener or 13.51%
22+72 for 19 = 3.7+0.9 for 4.2 = 0.4 sweetener or 9.52%
14+45 for 11 = 5.1 +1.8 for 5.7 = 1.2 sweetener or 21.05%

Continuing to scroll back just looking at trades involving the Sharks or trades into the top 15
<strong>20+179 for 27 + 62 = 4.0 + 0.2 for 3.2+1.1, the Sharks actually lost 0.1 in value trading back (Goldobin)
20+58 for 18 = 4.0+1.2 for 4.3 = 0.9 sweetener or 20.93% (trade up for Mirco Mueller)</strong>
21+42 for 14 = 3.9 + 2.0 for 5.1 = 0.8 sweetener or 15.69%
19 + 59 for 15 = 4.2 + 1.2 for 4.9 = 0.5/10.2%
16+77+182 for 12 = 4.7 0.8 + 0.2 for 5.5 = 0.2/3.64%
9+40 for 7 = 6.3+2.1 for 7.1 = 1.3/18.31%
7+68 + 2nd rounder 1 year out (ended up 37, was expected to be fairly early) for 5 = 7.1 + 1.0 + future 2nd (37 is 2.3 but it could've been anywhere from 1.2 to 2.8 if you value the pick a year out as equal, expected at the higher value end) for 8.2, the 2nd was pretty much the sweetener.
future 3rd (1 year out, ended at 70) + 18 for 15 (EK65) = 4.3+future 3rd (0.6-1.1, ended at 0.9) for 4.9, about 0.3 of a sweetener.
17+28 for 12 which was then flipped for 13+future 3rd = 4.5+3.1 for 5.5 -&gt; 5.3 + 0.8 next year
<strong>13+44 + future 3rd (+1yr 87) for 9 (Couture) = 5.3+1.9 + 0.6 for 6.3 = 23.81% give or take for future pick value</strong>

Edit: If you count and only see 17, note that the second to last one involves pick 12 being traded twice.</div></div>

Oh this is cool work! So the model does work pretty well and the trade I’ve proposed I think falls within this range. Thank you for sharing its interesting to see all these trades.
Forum: Armchair-GM12 hours ago
Forum: Armchair-GMYesterday at 5:07 p.m.
Forum: Armchair-GMYesterday at 4:51 p.m.
Forum: Armchair-GMYesterday at 4:46 p.m.
Forum: Armchair-GMMon. at 8:33 a.m.
Thread: Clinched
<div class="quote"><div class="quote_t">Quoting: <b>RazorSeider53</b></div><div>I can keep going...

2021 Detroit trades 23, 48, and 138 for 15. According to the chart they overpaid. That should've gotten them to 11/12.
2021 Minnesota trades 22 and 90 for 20. According to the chart they overpaid. That should've gotten them 18.
2021 Nashville trades 40 and 51 for 27. According to the chart they overpaid. That should've gotten them 23.
2020 NYR trades 22 and 72 for 19. According to the chart they overpaid. That should've gotten them 16/17.
2020 Washington trades 24 and 80 for 22. According to the chart they overpaid. That should've gotten them 19.
2019 Arizona trades 14 and 45 for 11. According to the chart they overpaid. That should've gotten them 7/8.
2018 NYR trades 26 and 48 for 22. According to the chart they overpaid. That should've gotten them 14/15.
2018 STL trades 29 and 76 for 25. According to the chart they overpaid. That should've gotten them 21/22.

That's every 1st round pick swap since 2018. Every. Single. One. The chart says they overpaid. By a difference of multiple draft picks. It's almost like there's a trend there... <em>It's almost like the trend shows that it costs more than you and your precious chart think it does to move up.</em> :tearsofjoy</div></div>

My trade is already an over pay -_- by 1.0 pts, but ill for sure add a third to the next one I am glad that suddenly first round pucks do get swapped and these examples are valid comparables though. I wonder where these were yesterday
Forum: Armchair-GMMon. at 8:28 a.m.
Thread: Clinched
<div class="quote"><div class="quote_t">Quoting: <b>RazorSeider53</b></div><div>You are, once again, trying to compare 11 for 27 to 8 for 14. It's not the same thing, no matter how hard you try to make it the same thing.

By the way, since you keep wanting to make this comparison, according to your Athletic chart, the package Arizona gave to move up to 11 should've actually got them to 6th. In fact, 27th (3.2) and 35th (2.4) should've been enough to get them to 11th (5.7) without even adding 45th. (1.8)

<em>... Which kinda verifies my statement that it's more expensive than your precious chart has you deluded into believing. </em></div></div>

It is an extremely valid comparison. The model of the trade is the exact same. I will without hesitation add the extra second the sharks have as a sweetener. As someone and i have also talked about, the power dynamics of the trade can add the need for a sweetener. In this case youre getting a much better first and a better second (marginally) for a marginally better first, while the sharks adding 42ish would make it over kill thats okey.

I have also never said that using the model on its own is good practice, just that I used it to define the parameters of a trade that is as the picks currently stand. your vendetta of 8 for 14 instead of pens first + sharks second to get into range of 8-11 because we dont know where the picks will end up is your own. Thank you for finally articulating the logic of your point beyond 11 for 27 is different 8 to 14 for some ambiguous reason, but 7 to 9 is comparable for some other also undefined ambiguous reason.

EDIT: Not that this will sway you but 8(6.7) is actually smaller value 14(5.1)+33(2.6) so my value was already an overpay.
Forum: Armchair-GMSun. at 4:22 p.m.
Thread: Clinched
Forum: Armchair-GMSun. at 4:15 p.m.
Thread: Clinched
Forum: Armchair-GMSun. at 3:27 p.m.
Thread: Clinched
Forum: Armchair-GMSun. at 2:42 p.m.
Thread: Clinched