Patterns of play, tactical approaches and theoretical concepts in football - Explained and visualised.

•Phases Of Play
•In possession
•Out of possession

Thread (Part 1)⬇️

•Phases Of Play
•Half-Space
🔴In Possession
•Hold-Up Play
•Third-Man Movement
•Half-Turn
•Double-Movement
•Individual Press-Resistance
•Blindside Movement
•Up, Back, Through
•Overload
•Rest-Defence
•Between The Lines
•Breaking The Lines
•Inverted Fullback
🔴Out Of Possession
•Defensive Block
•Recovery Limit
•Defensive Funnel
•Cover Shadow
•Line Flexibility
Thank you to everyone who shared, liked and interacted with my previous thread on formations in football. If you found any value in this thread, all shares would go a long way. Part 2 will be coming in the future.
Thread on formations can be found here:
https://t.co/LOkkuupgUm

More from Eric Laurie

More from Sport

It's Sunday, Fed blackout, am recovering from soccer match, sipping on double espresso, so of course a perfect time to take on Tyler Cowen here. 🙂


Like many people, I enjoy reading Tyler's blog. But there are times (alright, many times) I disagree with him. This is no big deal. I also disagree with myself sometimes (especially my past self). But his recent post left me

What is he trying to say here? After thinking about it for a bit, I think he's critiquing the idea that "running the economy hot" leads to employment *and* real wage gains. Perhaps the former, but only at the expense of the latter. At least, this is what a textbook IS-LM model

tells us if one "runs the economy hot" through increased fiscal stimulus (on consumption and transfers, not public infrastructure investment). If this is what he meant, then he should have just said so, instead of labeling this a "Keynesian" proposition.

In fact, this property follows as a *neoclassical* proposition that is embedded in the IS-LM framework. (For non-economists, note that Keynes did not invent IS-LM; the framework was developed later by Hicks as an interpretation of *some* parts of the General Theory.)

You May Also Like

Still wondering about this 🤔


save as q