See how the Seattle Seahawks can still get the number one seed

It is easy to explain how Seahawks can still emerge from NFC with 1 seed. (In a year when the main seed matters more than any other, with a single bye!)

However, it is easier to get Saturn and Jupiter to align – a joke in astronomy, for sure – than to get the three necessary results. Because the Packers and Saints both have to lose. Strange things have happened, but the Seahawks definitely need a turnaround in their favor; nothing less will do.

In fact, in the case of:

  • Seattle defeating San Francisco
  • Green Bay losing in Chicago (division rival, the Titans game that’s going on now doesn’t matter)
  • New Orleans losing in Carolina (division rival again)

then Week 17 ends with the Seahawks at the top of the conference, with the only goodbye in their pockets. Not only would a Seattle with the best heads avoid the Los Angeles Rams and their legal revenge, but it would irritate Russell Wilson in the first round, but they would put themselves in a position that historically favored them.

Three times the Seahawks advanced to the Super Bowl. Each time it was with the strength of 1 seed and all the advantages that it gives to its owner. In a postseason where crowds are unlikely to be allowed, Seattle won’t be able to harness the mystical power of the Playoff Atmosphere Twelves, but being the only team that has to win twice for the George Halas trophy instead of three – the Seahawks and your fans would accept.

A small test of the ESPN playoff machine:

The result of the Titans-Packers on Sunday night does not affect the tie between Seattle and Green Bay. Just put your hopes on Mitch Trubisky instead of Derrick Henry. Isn’t that helping?

In a context of dubious relevance, the Packers outperformed the Bears by 41-25 in Week 12 and the Saints barely outperformed the Panthers 27-24 in Week 7.

In the end, however, the Seahawks will be the seed 1, 2 or 3 of the conference and, with one game remaining, they have somehow not been eliminated from any of these three results.

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