Tweak README a bit

README.md

@@ -26,17 +26,16 @@ These memorable equations, known as the [**Chirikov Standard Map**](http://www.s
 
 ## Interactive Exploration 🧑‍🔬
 
-Here's what you can do:
-
 - **Play with K**: Start with K = 0.5 and watch ordered, predictable motion. Crank it up past K ≈ 0.971635... (the critical parameter) and witness the onset of global chaos.
 - **Click new paths**: Each click sets an initial system state that evolves into a trajectory following the equations of motion. Watch the system's unexpected symmetries unfold!
 - **Hunt for Islands**: Even in the chaotic sea (high K), you can find stable islands. These "KAM tori" are the last survivors of order in a chaotic world. Can you find them?
 
 ## Final thoughts 💭
 
-Perhaps the most profound insight from the kicked rotor is this: chaos and order aren't opposites - they're dance partners in a cosmic swing. Playing with the interactive visualization we are exploring fundamental principles that relate seemingly unrelated physical phenomena, from atomic behavior to celestial mechanics.
+Perhaps the most profound insight from the kicked rotor is this: chaos and order aren't opposites - they're dance partners in a cosmic swing.
+Playing with the interactive visualization we are exploring fundamental principles that relate seemingly unrelated physical phenomena, from atomic behaviour to celestial mechanics.
 
-So go ahead, start clicking! Every trajectory tells a story about the balance between predictability and chaos in our universe.
+So go ahead, start clicking! Every trajectory tells a story about the balance between predictability and chaos.
 
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